From b644d801fc5e41d8a3e6bdd47a4b59e4838df2b8 Mon Sep 17 00:00:00 2001 From: Carlo Baldassi Date: Tue, 20 Nov 2018 22:18:12 +0100 Subject: [PATCH] Fix keymap to allow coexistence of L2U methods with this all L2U input methods can be used at once without issues (hopefully) --- README.md | 22 +- doc/julia-vim-L2U.txt | 28 +- keymap/generate_L2U_keymap.jl | 44 +- keymap/latex2unicode_utf-8.vim | 10332 +++++++++++++++++++++---------- 4 files changed, 7122 insertions(+), 3304 deletions(-) diff --git a/README.md b/README.md index b3f167a..225db06 100644 --- a/README.md +++ b/README.md @@ -27,7 +27,7 @@ Unicode symbols (e.g. `α`). By default, these substitutions must be triggered e be activated, and a method based on keymap is also available. This feature also works in command mode, e.g. when searching the files with the `/` or `?` commands, but the -as-you-type mode is not available (the keymap-based version is though, and it also works with some Vim +as-you-type mode is not available (the keymap-based version works though, and it also works with some Vim commands like `f` and `t`). By default, this feature is only active when editing Julia files. However, it can be also enabled with @@ -112,10 +112,8 @@ and a LaTeX sequence can unambiguously be identified. For example, if you type `a \neq b` the `\neq` will be changed to `≠` right after the space, before you input the `b`. -This does not interfere with the Tab mapping discussed above. It only works in insert mode. - -The `g:latex_to_unicode_auto` setting can also be changed from the Vim command-line, but you will -also need to give the command `:call LaTeXtoUnicode#Init()` for the change to take effect. +This does not interfere with the Tab mapping discussed above. It only works in insert mode, and it +doesn't work with emojis. This feature is not available with Vim versions lower then 7.4. @@ -124,14 +122,16 @@ This feature is not available with Vim versions lower then 7.4. A different susbstitution mode based on keymaps can be activated with `:let g:latex_to_unicode_keymap = 1`, e.g. by putting it into your `.vimrc` file. This works similarly to the as-you-type method described above, but it has the advantage that it works under more circumstances, e.g. in command-line mode when searching with -`/` or `?`, and when using the `f` and `t` commands. -The disadvantages are that you don't see the whole sequence as you're typing it, and no suggestions or partial -completions are available, thus you need to know the substitutions (see `:help L2U`), and to type them -correctly in full. +`/` or `?`, and when using the `f` and `t` commands; plus it works with emojis too. +The main disadvantage is that you don't see the whole sequence as you're typing it, and you can't fix mistakes +with backspace, for example. Another difference is that there is a timeout like for any other mapping. +In any case, it is possible to use this method in parallel with the other two methods, they don't interfere. +So if you have the Tab mapping (discussed above) activated, you still get to see completions and +suggestions. If you have the as-you-type substitution active, and you make a mistake, you can simply press +backspace and keep going, at least in insert mode, and so on. -If you use this method, it is advisable to disable the other two methods, setting both `g:latex_to_unicode_tab` -and `g:latex_to_unicode_auto` to `0`. +This feature might with Vim versions lower then 7.4, but it hasn't been tested. ### LaTeX-to-Unicode on other file types diff --git a/doc/julia-vim-L2U.txt b/doc/julia-vim-L2U.txt index c7c275f..f435479 100644 --- a/doc/julia-vim-L2U.txt +++ b/doc/julia-vim-L2U.txt @@ -63,9 +63,7 @@ available: for a character with |f| or |t|, as explained in |language-mapping|. See |julia-vim-L2U-keymap|. -The first two methods are independent and can be used together without issues. -The third one is best used by its own, disabling the other two, to avoid -confusion. +All of these methods are independent and can be used together without issues. The default configuration is to use the first method, and it's only active when editing Julia files. It only works in |Insert| and |Command-line| modes. @@ -75,12 +73,13 @@ It is possible to enable it with other file types, see regardless of the file type, see |julia-vim-L2U-enable-disable|. In |Command-line| mode, e.g. when searching with the |/| or |?| commands, the -default behavior is very similar, but slightly more limited, see -|julia-vim-L2U-cmdmode|. +default behavior is very similar to the default |Insert| mode behavior, but +slightly more limited, see |julia-vim-L2U-cmdmode|. These features only work as described with Vim version 7.4 or higher. Tab completion can still be made available on lower Vim versions, see -|julia-vim-L2U-workaround|. +|julia-vim-L2U-workaround|. The keymap mode might work but it hasn't been +tested. See |julia-vim| for the general reference about the other features of the julia-vim plug-in. @@ -198,16 +197,17 @@ uses |keymap| to generate the mappings. This has the advantage that it works in more circumstances, e.g. in |Command-line| mode or when searching within a line with |f| or |t| (since it uses |language-mapping| underneath). It can also be easily turned on or off like any other keymap (see |i_CTRL-^| and -|c_CTRL-^|). -The disadvantages are that you don't see the whole sequence as you're typing -it, and no suggestions or partial completions are available, thus you need to -know the substitutions (see |julia-vim-L2U-reference|), and to type them -correctly in full. +|c_CTRL-^|). It also works with emojis. +The disadvantage is that you don't see the whole sequence as you're typing +it, and you can't fix mistakes with backspace, for example. Another difference is that there is a |timeout| like for any other mapping. In order to use this method, set |g:latex_to_unicode_keymap| to `1`. -If you do so, it is advisable to disable the other two methods, -setting both |g:latex_to_unicode_tab| and |g:latex_to_unicode_auto| to `0`. +You can use it in parallel with the other methods, they don't interfere. For +example, typing a partial sequence and pressing still triggers +completions and suggestions if |g:latex_to_unicode_tab| is active. + +If you use this feature, it's also useful to set |lCursor|. ------------------------------------------------------------------------------ LATEX TO UNICODE ON DIFFERENT FILE TYPES *julia-vim-L2U-file-types* @@ -337,8 +337,6 @@ g:latex_to_unicode_keymap in your |.vimrc| file. You can change this setting at any moment while editing, but you need to invoke |LaTeXtoUnicode#Init()| for the change to take effect. - It's advisable to disable |g:latex_to_unicode_tab| and - |g:latex_to_unicde_auto| if you use this. *g:latex_to_unicode_file_types* g:latex_to_unicode_file_types diff --git a/keymap/generate_L2U_keymap.jl b/keymap/generate_L2U_keymap.jl index b98f215..bbcbdc2 100644 --- a/keymap/generate_L2U_keymap.jl +++ b/keymap/generate_L2U_keymap.jl @@ -2,6 +2,30 @@ const filename = "latex2unicode_utf-8" +# We want to avoid situations in which the user types e.g. \delt and pauses, +# and the result is "∇t" because "\del" gets recognized and then there is some leftover "t". +# This allows us to get completions with for example. +function fix_completions(completions::Dict{String,String}) + allinputs = sort!(collect(keys(completions))) + new_completions = copy(completions) + + for input in allinputs + chars = completions[input] + l = length(input) + longer = filter(x->startswith(x, input)&&length(x)>l, allinputs) + n = length(longer) + n == 0 && continue + new_completions[input * ""] = chars + for other in longer + for j = (l+1):(length(other)-1) + haskey(new_completions, other[1:j]) && continue + new_completions[other[1:j]] = other[1:j] + end + end + end + return new_completions +end + function unicode_data() file = normpath(Sys.BINDIR, "..", "..", "doc", "UnicodeData.txt") names = Dict{UInt32, String}() @@ -27,12 +51,18 @@ function table_entries(completions::Dict{String,String}, unicode_dict) unicode = String[] desc = String[] - for (input, chars) in sort!(collect(completions), by = last) + for (input, chars) in sort!(collect(completions)) code_points, unicode_names, characters = String[], String[], String[] - for char in chars - push!(code_points, "") - push!(unicode_names, get(unicode_dict, UInt32(char), "(No Unicode name)")) - push!(characters, isempty(characters) ? fix_combining_chars(char) : "$char") + if startswith(chars, "\\") + push!(code_points, replace(chars, "\\" => "\\\\")) + push!(unicode_names, "(Incomplete sequence)") + push!(characters, "") + else + for char in chars + push!(code_points, "") + push!(unicode_names, get(unicode_dict, UInt32(char), "(No Unicode name)")) + push!(characters, isempty(characters) ? fix_combining_chars(char) : "$char") + end end push!(latex, replace(input, "\\"=>"\\\\")) push!(code, join(code_points)) @@ -56,10 +86,10 @@ open("$filename.vim","w") do f latex, code, unicode, desc = table_entries( - merge( + fix_completions(merge( REPL.REPLCompletions.latex_symbols, REPL.REPLCompletions.emoji_symbols - ), + )), unicode_data() ) diff --git a/keymap/latex2unicode_utf-8.vim b/keymap/latex2unicode_utf-8.vim index 210ba8d..f1fad58 100644 --- a/keymap/latex2unicode_utf-8.vim +++ b/keymap/latex2unicode_utf-8.vim @@ -9,3327 +9,7064 @@ loadkeymap " Tab completion sequence Code point " Character : Unicode name " --------------------------------- ---------------------------- " ---------- : -------------------------------------------------------------------------------------------------------- -\\exclamdown " ¡ : INVERTED EXCLAMATION MARK -\\sterling " £ : POUND SIGN -\\yen " ¥ : YEN SIGN -\\brokenbar " ¦ : BROKEN BAR / BROKEN VERTICAL BAR -\\S " § : SECTION SIGN -\\copyright " © : COPYRIGHT SIGN -\\:copyright: " © : COPYRIGHT SIGN -\\ordfeminine " ª : FEMININE ORDINAL INDICATOR -\\neg " ¬ : NOT SIGN -\\:registered: " ® : REGISTERED SIGN / REGISTERED TRADE MARK SIGN -\\circledR " ® : REGISTERED SIGN / REGISTERED TRADE MARK SIGN -\\highminus " ¯ : MACRON / SPACING MACRON -\\degree " ° : DEGREE SIGN -\\pm " ± : PLUS-MINUS SIGN / PLUS-OR-MINUS SIGN -\\^2 " ² : SUPERSCRIPT TWO / SUPERSCRIPT DIGIT TWO -\\^3 " ³ : SUPERSCRIPT THREE / SUPERSCRIPT DIGIT THREE -\\P " ¶ : PILCROW SIGN / PARAGRAPH SIGN -\\cdotp " · : MIDDLE DOT -\\^1 " ¹ : SUPERSCRIPT ONE / SUPERSCRIPT DIGIT ONE -\\ordmasculine " º : MASCULINE ORDINAL INDICATOR -\\1/4 " ¼ : VULGAR FRACTION ONE QUARTER / FRACTION ONE QUARTER +\\0/3 " ↉ : VULGAR FRACTION ZERO THIRDS +\\1/ " ⅟ : FRACTION NUMERATOR ONE +\\1/1 \\1/1 " : (Incomplete sequence) +\\1/10 " ⅒ : VULGAR FRACTION ONE TENTH \\1/2 " ½ : VULGAR FRACTION ONE HALF / FRACTION ONE HALF +\\1/3 " ⅓ : VULGAR FRACTION ONE THIRD / FRACTION ONE THIRD +\\1/4 " ¼ : VULGAR FRACTION ONE QUARTER / FRACTION ONE QUARTER +\\1/5 " ⅕ : VULGAR FRACTION ONE FIFTH / FRACTION ONE FIFTH +\\1/6 " ⅙ : VULGAR FRACTION ONE SIXTH / FRACTION ONE SIXTH +\\1/7 " ⅐ : VULGAR FRACTION ONE SEVENTH +\\1/8 " ⅛ : VULGAR FRACTION ONE EIGHTH / FRACTION ONE EIGHTH +\\1/9 " ⅑ : VULGAR FRACTION ONE NINTH +\\1/ " ⅟ : FRACTION NUMERATOR ONE +\\2/3 " ⅔ : VULGAR FRACTION TWO THIRDS / FRACTION TWO THIRDS +\\2/5 " ⅖ : VULGAR FRACTION TWO FIFTHS / FRACTION TWO FIFTHS \\3/4 " ¾ : VULGAR FRACTION THREE QUARTERS / FRACTION THREE QUARTERS -\\questiondown " ¿ : INVERTED QUESTION MARK -\\AA " Å : LATIN CAPITAL LETTER A WITH RING ABOVE / LATIN CAPITAL LETTER A RING -\\AE " Æ : LATIN CAPITAL LETTER AE / LATIN CAPITAL LETTER A E -\\DH " Ð : LATIN CAPITAL LETTER ETH -\\times " × : MULTIPLICATION SIGN -\\O " Ø : LATIN CAPITAL LETTER O WITH STROKE / LATIN CAPITAL LETTER O SLASH -\\TH " Þ : LATIN CAPITAL LETTER THORN -\\ss " ß : LATIN SMALL LETTER SHARP S -\\aa " å : LATIN SMALL LETTER A WITH RING ABOVE / LATIN SMALL LETTER A RING -\\ae " æ : LATIN SMALL LETTER AE / LATIN SMALL LETTER A E -\\eth " ð : LATIN SMALL LETTER ETH -\\dh " ð : LATIN SMALL LETTER ETH -\\div " ÷ : DIVISION SIGN -\\o " ø : LATIN SMALL LETTER O WITH STROKE / LATIN SMALL LETTER O SLASH -\\th " þ : LATIN SMALL LETTER THORN -\\DJ " Đ : LATIN CAPITAL LETTER D WITH STROKE / LATIN CAPITAL LETTER D BAR -\\dj " đ : LATIN SMALL LETTER D WITH STROKE / LATIN SMALL LETTER D BAR -\\hbar " ħ : LATIN SMALL LETTER H WITH STROKE / LATIN SMALL LETTER H BAR -\\imath " ı : LATIN SMALL LETTER DOTLESS I -\\L " Ł : LATIN CAPITAL LETTER L WITH STROKE / LATIN CAPITAL LETTER L SLASH -\\l " ł : LATIN SMALL LETTER L WITH STROKE / LATIN SMALL LETTER L SLASH -\\NG " Ŋ : LATIN CAPITAL LETTER ENG -\\ng " ŋ : LATIN SMALL LETTER ENG -\\OE " Œ : LATIN CAPITAL LIGATURE OE / LATIN CAPITAL LETTER O E -\\oe " œ : LATIN SMALL LIGATURE OE / LATIN SMALL LETTER O E -\\hvlig " ƕ : LATIN SMALL LETTER HV / LATIN SMALL LETTER H V -\\nrleg " ƞ : LATIN SMALL LETTER N WITH LONG RIGHT LEG -\\Zbar " Ƶ : LATIN CAPITAL LETTER Z WITH STROKE / LATIN CAPITAL LETTER Z BAR -\\doublepipe " ǂ : LATIN LETTER ALVEOLAR CLICK / LATIN LETTER PIPE DOUBLE BAR -\\jmath " ȷ : LATIN SMALL LETTER DOTLESS J -\\trna " ɐ : LATIN SMALL LETTER TURNED A -\\trnsa " ɒ : LATIN SMALL LETTER TURNED ALPHA / LATIN SMALL LETTER TURNED SCRIPT A -\\openo " ɔ : LATIN SMALL LETTER OPEN O -\\rtld " ɖ : LATIN SMALL LETTER D WITH TAIL / LATIN SMALL LETTER D RETROFLEX HOOK -\\schwa " ə : LATIN SMALL LETTER SCHWA -\\pgamma " ɣ : LATIN SMALL LETTER GAMMA -\\pbgam " ɤ : LATIN SMALL LETTER RAMS HORN / LATIN SMALL LETTER BABY GAMMA -\\trnh " ɥ : LATIN SMALL LETTER TURNED H -\\btdl " ɬ : LATIN SMALL LETTER L WITH BELT / LATIN SMALL LETTER L BELT -\\rtll " ɭ : LATIN SMALL LETTER L WITH RETROFLEX HOOK / LATIN SMALL LETTER L RETROFLEX HOOK -\\trnm " ɯ : LATIN SMALL LETTER TURNED M -\\trnmlr " ɰ : LATIN SMALL LETTER TURNED M WITH LONG LEG -\\ltlmr " ɱ : LATIN SMALL LETTER M WITH HOOK / LATIN SMALL LETTER M HOOK -\\ltln " ɲ : LATIN SMALL LETTER N WITH LEFT HOOK / LATIN SMALL LETTER N HOOK -\\rtln " ɳ : LATIN SMALL LETTER N WITH RETROFLEX HOOK / LATIN SMALL LETTER N RETROFLEX HOOK -\\clomeg " ɷ : LATIN SMALL LETTER CLOSED OMEGA -\\ltphi " ɸ : LATIN SMALL LETTER PHI -\\trnr " ɹ : LATIN SMALL LETTER TURNED R -\\trnrl " ɺ : LATIN SMALL LETTER TURNED R WITH LONG LEG -\\rttrnr " ɻ : LATIN SMALL LETTER TURNED R WITH HOOK / LATIN SMALL LETTER TURNED R HOOK -\\rl " ɼ : LATIN SMALL LETTER R WITH LONG LEG -\\rtlr " ɽ : LATIN SMALL LETTER R WITH TAIL / LATIN SMALL LETTER R HOOK -\\fhr " ɾ : LATIN SMALL LETTER R WITH FISHHOOK / LATIN SMALL LETTER FISHHOOK R -\\rtls " ʂ : LATIN SMALL LETTER S WITH HOOK / LATIN SMALL LETTER S HOOK -\\esh " ʃ : LATIN SMALL LETTER ESH -\\trnt " ʇ : LATIN SMALL LETTER TURNED T -\\rtlt " ʈ : LATIN SMALL LETTER T WITH RETROFLEX HOOK / LATIN SMALL LETTER T RETROFLEX HOOK -\\pupsil " ʊ : LATIN SMALL LETTER UPSILON -\\pscrv " ʋ : LATIN SMALL LETTER V WITH HOOK / LATIN SMALL LETTER SCRIPT V -\\invv " ʌ : LATIN SMALL LETTER TURNED V -\\invw " ʍ : LATIN SMALL LETTER TURNED W -\\trny " ʎ : LATIN SMALL LETTER TURNED Y -\\rtlz " ʐ : LATIN SMALL LETTER Z WITH RETROFLEX HOOK / LATIN SMALL LETTER Z RETROFLEX HOOK -\\yogh " ʒ : LATIN SMALL LETTER EZH / LATIN SMALL LETTER YOGH -\\glst " ʔ : LATIN LETTER GLOTTAL STOP -\\reglst " ʕ : LATIN LETTER PHARYNGEAL VOICED FRICATIVE / LATIN LETTER REVERSED GLOTTAL STOP -\\inglst " ʖ : LATIN LETTER INVERTED GLOTTAL STOP -\\turnk " ʞ : LATIN SMALL LETTER TURNED K -\\dyogh " ʤ : LATIN SMALL LETTER DEZH DIGRAPH / LATIN SMALL LETTER D YOGH -\\tesh " ʧ : LATIN SMALL LETTER TESH DIGRAPH / LATIN SMALL LETTER T ESH -\\^h " ʰ : MODIFIER LETTER SMALL H -\\^j " ʲ : MODIFIER LETTER SMALL J -\\^r " ʳ : MODIFIER LETTER SMALL R -\\^w " ʷ : MODIFIER LETTER SMALL W -\\^y " ʸ : MODIFIER LETTER SMALL Y -\\rasp " ʼ : MODIFIER LETTER APOSTROPHE -\\verts " ˈ : MODIFIER LETTER VERTICAL LINE -\\verti " ˌ : MODIFIER LETTER LOW VERTICAL LINE -\\lmrk " ː : MODIFIER LETTER TRIANGULAR COLON -\\hlmrk " ˑ : MODIFIER LETTER HALF TRIANGULAR COLON -\\sbrhr " ˒ : MODIFIER LETTER CENTRED RIGHT HALF RING / MODIFIER LETTER CENTERED RIGHT HALF RING -\\sblhr " ˓ : MODIFIER LETTER CENTRED LEFT HALF RING / MODIFIER LETTER CENTERED LEFT HALF RING -\\rais " ˔ : MODIFIER LETTER UP TACK -\\low " ˕ : MODIFIER LETTER DOWN TACK -\\u " ˘ : BREVE / SPACING BREVE -\\tildelow " ˜ : SMALL TILDE / SPACING TILDE -\\^l " ˡ : MODIFIER LETTER SMALL L -\\^s " ˢ : MODIFIER LETTER SMALL S -\\^x " ˣ : MODIFIER LETTER SMALL X -\\grave " ◌̀ : COMBINING GRAVE ACCENT / NON-SPACING GRAVE -\\acute " ◌́ : COMBINING ACUTE ACCENT / NON-SPACING ACUTE -\\hat " ◌̂ : COMBINING CIRCUMFLEX ACCENT / NON-SPACING CIRCUMFLEX -\\tilde " ◌̃ : COMBINING TILDE / NON-SPACING TILDE -\\bar " ◌̄ : COMBINING MACRON / NON-SPACING MACRON -\\overbar " ◌̅ : COMBINING OVERLINE / NON-SPACING OVERSCORE -\\breve " ◌̆ : COMBINING BREVE / NON-SPACING BREVE -\\dot " ◌̇ : COMBINING DOT ABOVE / NON-SPACING DOT ABOVE -\\ddot " ◌̈ : COMBINING DIAERESIS / NON-SPACING DIAERESIS -\\ovhook " ◌̉ : COMBINING HOOK ABOVE / NON-SPACING HOOK ABOVE -\\ocirc " ◌̊ : COMBINING RING ABOVE / NON-SPACING RING ABOVE -\\H " ◌̋ : COMBINING DOUBLE ACUTE ACCENT / NON-SPACING DOUBLE ACUTE -\\check " ◌̌ : COMBINING CARON / NON-SPACING HACEK -\\candra " ◌̐ : COMBINING CANDRABINDU / NON-SPACING CANDRABINDU -\\oturnedcomma " ◌̒ : COMBINING TURNED COMMA ABOVE / NON-SPACING TURNED COMMA ABOVE -\\ocommatopright " ◌̕ : COMBINING COMMA ABOVE RIGHT / NON-SPACING COMMA ABOVE RIGHT -\\droang " ◌̚ : COMBINING LEFT ANGLE ABOVE / NON-SPACING LEFT ANGLE ABOVE -\\palh " ◌̡ : COMBINING PALATALIZED HOOK BELOW / NON-SPACING PALATALIZED HOOK BELOW -\\rh " ◌̢ : COMBINING RETROFLEX HOOK BELOW / NON-SPACING RETROFLEX HOOK BELOW -\\c " ◌̧ : COMBINING CEDILLA / NON-SPACING CEDILLA -\\k " ◌̨ : COMBINING OGONEK / NON-SPACING OGONEK -\\sbbrg " ◌̪ : COMBINING BRIDGE BELOW / NON-SPACING BRIDGE BELOW -\\wideutilde " ◌̰ : COMBINING TILDE BELOW / NON-SPACING TILDE BELOW -\\underbar " ◌̲ : COMBINING LOW LINE / NON-SPACING UNDERSCORE -\\strike " ◌̶ : COMBINING LONG STROKE OVERLAY / NON-SPACING LONG BAR OVERLAY -\\sout " ◌̶ : COMBINING LONG STROKE OVERLAY / NON-SPACING LONG BAR OVERLAY -\\not " ◌̸ : COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\underleftrightarrow " ◌͍ : COMBINING LEFT RIGHT ARROW BELOW -\\Alpha " Α : GREEK CAPITAL LETTER ALPHA -\\Beta " Β : GREEK CAPITAL LETTER BETA -\\Gamma " Γ : GREEK CAPITAL LETTER GAMMA -\\Delta " Δ : GREEK CAPITAL LETTER DELTA -\\Epsilon " Ε : GREEK CAPITAL LETTER EPSILON -\\Zeta " Ζ : GREEK CAPITAL LETTER ZETA -\\Eta " Η : GREEK CAPITAL LETTER ETA -\\Theta " Θ : GREEK CAPITAL LETTER THETA -\\Iota " Ι : GREEK CAPITAL LETTER IOTA -\\Kappa " Κ : GREEK CAPITAL LETTER KAPPA -\\Lambda " Λ : GREEK CAPITAL LETTER LAMDA / GREEK CAPITAL LETTER LAMBDA -\\upMu " Μ : GREEK CAPITAL LETTER MU -\\upNu " Ν : GREEK CAPITAL LETTER NU -\\Xi " Ξ : GREEK CAPITAL LETTER XI -\\upOmicron " Ο : GREEK CAPITAL LETTER OMICRON -\\Pi " Π : GREEK CAPITAL LETTER PI -\\Rho " Ρ : GREEK CAPITAL LETTER RHO -\\Sigma " Σ : GREEK CAPITAL LETTER SIGMA -\\Tau " Τ : GREEK CAPITAL LETTER TAU -\\Upsilon " Υ : GREEK CAPITAL LETTER UPSILON -\\Phi " Φ : GREEK CAPITAL LETTER PHI -\\Chi " Χ : GREEK CAPITAL LETTER CHI -\\Psi " Ψ : GREEK CAPITAL LETTER PSI -\\Omega " Ω : GREEK CAPITAL LETTER OMEGA -\\alpha " α : GREEK SMALL LETTER ALPHA -\\beta " β : GREEK SMALL LETTER BETA -\\gamma " γ : GREEK SMALL LETTER GAMMA -\\delta " δ : GREEK SMALL LETTER DELTA -\\upepsilon " ε : GREEK SMALL LETTER EPSILON -\\varepsilon " ε : GREEK SMALL LETTER EPSILON -\\zeta " ζ : GREEK SMALL LETTER ZETA -\\eta " η : GREEK SMALL LETTER ETA -\\theta " θ : GREEK SMALL LETTER THETA -\\iota " ι : GREEK SMALL LETTER IOTA -\\kappa " κ : GREEK SMALL LETTER KAPPA -\\lambda " λ : GREEK SMALL LETTER LAMDA / GREEK SMALL LETTER LAMBDA -\\mu " μ : GREEK SMALL LETTER MU -\\nu " ν : GREEK SMALL LETTER NU -\\xi " ξ : GREEK SMALL LETTER XI -\\upomicron " ο : GREEK SMALL LETTER OMICRON -\\pi " π : GREEK SMALL LETTER PI -\\rho " ρ : GREEK SMALL LETTER RHO -\\varsigma " ς : GREEK SMALL LETTER FINAL SIGMA -\\sigma " σ : GREEK SMALL LETTER SIGMA -\\tau " τ : GREEK SMALL LETTER TAU -\\upsilon " υ : GREEK SMALL LETTER UPSILON -\\varphi " φ : GREEK SMALL LETTER PHI -\\chi " χ : GREEK SMALL LETTER CHI -\\psi " ψ : GREEK SMALL LETTER PSI -\\omega " ω : GREEK SMALL LETTER OMEGA -\\upvarbeta " ϐ : GREEK BETA SYMBOL / GREEK SMALL LETTER CURLED BETA -\\vartheta " ϑ : GREEK THETA SYMBOL / GREEK SMALL LETTER SCRIPT THETA -\\phi " ϕ : GREEK PHI SYMBOL / GREEK SMALL LETTER SCRIPT PHI -\\varpi " ϖ : GREEK PI SYMBOL / GREEK SMALL LETTER OMEGA PI -\\upoldKoppa " Ϙ : GREEK LETTER ARCHAIC KOPPA -\\upoldkoppa " ϙ : GREEK SMALL LETTER ARCHAIC KOPPA -\\Stigma " Ϛ : GREEK LETTER STIGMA / GREEK CAPITAL LETTER STIGMA -\\upstigma " ϛ : GREEK SMALL LETTER STIGMA -\\Digamma " Ϝ : GREEK LETTER DIGAMMA / GREEK CAPITAL LETTER DIGAMMA -\\digamma " ϝ : GREEK SMALL LETTER DIGAMMA -\\Koppa " Ϟ : GREEK LETTER KOPPA / GREEK CAPITAL LETTER KOPPA -\\upkoppa " ϟ : GREEK SMALL LETTER KOPPA -\\Sampi " Ϡ : GREEK LETTER SAMPI / GREEK CAPITAL LETTER SAMPI -\\upsampi " ϡ : GREEK SMALL LETTER SAMPI -\\varkappa " ϰ : GREEK KAPPA SYMBOL / GREEK SMALL LETTER SCRIPT KAPPA -\\varrho " ϱ : GREEK RHO SYMBOL / GREEK SMALL LETTER TAILED RHO -\\varTheta " ϴ : GREEK CAPITAL THETA SYMBOL -\\epsilon " ϵ : GREEK LUNATE EPSILON SYMBOL -\\backepsilon " ϶ : GREEK REVERSED LUNATE EPSILON SYMBOL -\\^A " ᴬ : MODIFIER LETTER CAPITAL A -\\^B " ᴮ : MODIFIER LETTER CAPITAL B -\\^D " ᴰ : MODIFIER LETTER CAPITAL D -\\^E " ᴱ : MODIFIER LETTER CAPITAL E -\\^G " ᴳ : MODIFIER LETTER CAPITAL G -\\^H " ᴴ : MODIFIER LETTER CAPITAL H -\\^I " ᴵ : MODIFIER LETTER CAPITAL I -\\^J " ᴶ : MODIFIER LETTER CAPITAL J -\\^K " ᴷ : MODIFIER LETTER CAPITAL K -\\^L " ᴸ : MODIFIER LETTER CAPITAL L -\\^M " ᴹ : MODIFIER LETTER CAPITAL M -\\^N " ᴺ : MODIFIER LETTER CAPITAL N -\\^O " ᴼ : MODIFIER LETTER CAPITAL O -\\^P " ᴾ : MODIFIER LETTER CAPITAL P -\\^R " ᴿ : MODIFIER LETTER CAPITAL R -\\^T " ᵀ : MODIFIER LETTER CAPITAL T -\\^U " ᵁ : MODIFIER LETTER CAPITAL U -\\^W " ᵂ : MODIFIER LETTER CAPITAL W -\\^a " ᵃ : MODIFIER LETTER SMALL A -\\^alpha " ᵅ : MODIFIER LETTER SMALL ALPHA -\\^b " ᵇ : MODIFIER LETTER SMALL B -\\^d " ᵈ : MODIFIER LETTER SMALL D -\\^e " ᵉ : MODIFIER LETTER SMALL E -\\^epsilon " ᵋ : MODIFIER LETTER SMALL OPEN E -\\^g " ᵍ : MODIFIER LETTER SMALL G -\\^k " ᵏ : MODIFIER LETTER SMALL K -\\^m " ᵐ : MODIFIER LETTER SMALL M -\\^o " ᵒ : MODIFIER LETTER SMALL O -\\^p " ᵖ : MODIFIER LETTER SMALL P -\\^t " ᵗ : MODIFIER LETTER SMALL T -\\^u " ᵘ : MODIFIER LETTER SMALL U -\\^v " ᵛ : MODIFIER LETTER SMALL V -\\^beta " ᵝ : MODIFIER LETTER SMALL BETA -\\^gamma " ᵞ : MODIFIER LETTER SMALL GREEK GAMMA -\\^delta " ᵟ : MODIFIER LETTER SMALL DELTA -\\^phi " ᵠ : MODIFIER LETTER SMALL GREEK PHI -\\^chi " ᵡ : MODIFIER LETTER SMALL CHI -\\_i " ᵢ : LATIN SUBSCRIPT SMALL LETTER I -\\_r " ᵣ : LATIN SUBSCRIPT SMALL LETTER R -\\_u " ᵤ : LATIN SUBSCRIPT SMALL LETTER U -\\_v " ᵥ : LATIN SUBSCRIPT SMALL LETTER V -\\_beta " ᵦ : GREEK SUBSCRIPT SMALL LETTER BETA -\\_gamma " ᵧ : GREEK SUBSCRIPT SMALL LETTER GAMMA -\\_rho " ᵨ : GREEK SUBSCRIPT SMALL LETTER RHO -\\_phi " ᵩ : GREEK SUBSCRIPT SMALL LETTER PHI -\\_chi " ᵪ : GREEK SUBSCRIPT SMALL LETTER CHI -\\^c " ᶜ : MODIFIER LETTER SMALL C -\\^f " ᶠ : MODIFIER LETTER SMALL F -\\^iota " ᶥ : MODIFIER LETTER SMALL IOTA -\\^Phi " ᶲ : MODIFIER LETTER SMALL PHI -\\^z " ᶻ : MODIFIER LETTER SMALL Z -\\^theta " ᶿ : MODIFIER LETTER SMALL THETA -\\enspace "   : EN SPACE -\\quad "   : EM SPACE -\\thickspace "   : FOUR-PER-EM SPACE -\\thinspace "   : THIN SPACE -\\hspace "   : HAIR SPACE -\\endash " – : EN DASH -\\emdash " — : EM DASH -\\Vert " ‖ : DOUBLE VERTICAL LINE / DOUBLE VERTICAL BAR -\\lq " ‘ : LEFT SINGLE QUOTATION MARK / SINGLE TURNED COMMA QUOTATION MARK -\\rq " ’ : RIGHT SINGLE QUOTATION MARK / SINGLE COMMA QUOTATION MARK -\\reapos " ‛ : SINGLE HIGH-REVERSED-9 QUOTATION MARK / SINGLE REVERSED COMMA QUOTATION MARK -\\quotedblleft " “ : LEFT DOUBLE QUOTATION MARK / DOUBLE TURNED COMMA QUOTATION MARK -\\quotedblright " ” : RIGHT DOUBLE QUOTATION MARK / DOUBLE COMMA QUOTATION MARK -\\dagger " † : DAGGER -\\ddagger " ‡ : DOUBLE DAGGER -\\bullet " • : BULLET -\\dots " … : HORIZONTAL ELLIPSIS -\\ldots " … : HORIZONTAL ELLIPSIS -\\perthousand " ‰ : PER MILLE SIGN -\\pertenthousand " ‱ : PER TEN THOUSAND SIGN -\\prime " ′ : PRIME -\\pprime " ″ : DOUBLE PRIME -\\ppprime " ‴ : TRIPLE PRIME -\\backprime " ‵ : REVERSED PRIME -\\backpprime " ‶ : REVERSED DOUBLE PRIME -\\backppprime " ‷ : REVERSED TRIPLE PRIME -\\guilsinglleft " ‹ : SINGLE LEFT-POINTING ANGLE QUOTATION MARK / LEFT POINTING SINGLE GUILLEMET -\\guilsinglright " › : SINGLE RIGHT-POINTING ANGLE QUOTATION MARK / RIGHT POINTING SINGLE GUILLEMET -\\:bangbang: " ‼ : DOUBLE EXCLAMATION MARK -\\tieconcat " ⁀ : CHARACTER TIE -\\:interrobang: " ⁉ : EXCLAMATION QUESTION MARK -\\pppprime " ⁗ : QUADRUPLE PRIME -\\tricolon " ⁝ : TRICOLON -\\nolinebreak " ⁠ : WORD JOINER -\\^0 " ⁰ : SUPERSCRIPT ZERO / SUPERSCRIPT DIGIT ZERO -\\^i " ⁱ : SUPERSCRIPT LATIN SMALL LETTER I -\\^4 " ⁴ : SUPERSCRIPT FOUR / SUPERSCRIPT DIGIT FOUR -\\^5 " ⁵ : SUPERSCRIPT FIVE / SUPERSCRIPT DIGIT FIVE -\\^6 " ⁶ : SUPERSCRIPT SIX / SUPERSCRIPT DIGIT SIX -\\^7 " ⁷ : SUPERSCRIPT SEVEN / SUPERSCRIPT DIGIT SEVEN -\\^8 " ⁸ : SUPERSCRIPT EIGHT / SUPERSCRIPT DIGIT EIGHT -\\^9 " ⁹ : SUPERSCRIPT NINE / SUPERSCRIPT DIGIT NINE -\\^+ " ⁺ : SUPERSCRIPT PLUS SIGN -\\^- " ⁻ : SUPERSCRIPT MINUS / SUPERSCRIPT HYPHEN-MINUS -\\^= " ⁼ : SUPERSCRIPT EQUALS SIGN -\\^( " ⁽ : SUPERSCRIPT LEFT PARENTHESIS / SUPERSCRIPT OPENING PARENTHESIS -\\^) " ⁾ : SUPERSCRIPT RIGHT PARENTHESIS / SUPERSCRIPT CLOSING PARENTHESIS -\\^n " ⁿ : SUPERSCRIPT LATIN SMALL LETTER N -\\_0 " ₀ : SUBSCRIPT ZERO / SUBSCRIPT DIGIT ZERO -\\_1 " ₁ : SUBSCRIPT ONE / SUBSCRIPT DIGIT ONE -\\_2 " ₂ : SUBSCRIPT TWO / SUBSCRIPT DIGIT TWO -\\_3 " ₃ : SUBSCRIPT THREE / SUBSCRIPT DIGIT THREE -\\_4 " ₄ : SUBSCRIPT FOUR / SUBSCRIPT DIGIT FOUR -\\_5 " ₅ : SUBSCRIPT FIVE / SUBSCRIPT DIGIT FIVE -\\_6 " ₆ : SUBSCRIPT SIX / SUBSCRIPT DIGIT SIX -\\_7 " ₇ : SUBSCRIPT SEVEN / SUBSCRIPT DIGIT SEVEN -\\_8 " ₈ : SUBSCRIPT EIGHT / SUBSCRIPT DIGIT EIGHT -\\_9 " ₉ : SUBSCRIPT NINE / SUBSCRIPT DIGIT NINE -\\_+ " ₊ : SUBSCRIPT PLUS SIGN -\\_- " ₋ : SUBSCRIPT MINUS / SUBSCRIPT HYPHEN-MINUS -\\_= " ₌ : SUBSCRIPT EQUALS SIGN -\\_( " ₍ : SUBSCRIPT LEFT PARENTHESIS / SUBSCRIPT OPENING PARENTHESIS -\\_) " ₎ : SUBSCRIPT RIGHT PARENTHESIS / SUBSCRIPT CLOSING PARENTHESIS -\\_a " ₐ : LATIN SUBSCRIPT SMALL LETTER A -\\_e " ₑ : LATIN SUBSCRIPT SMALL LETTER E -\\_o " ₒ : LATIN SUBSCRIPT SMALL LETTER O -\\_x " ₓ : LATIN SUBSCRIPT SMALL LETTER X -\\_schwa " ₔ : LATIN SUBSCRIPT SMALL LETTER SCHWA -\\_h " ₕ : LATIN SUBSCRIPT SMALL LETTER H -\\_k " ₖ : LATIN SUBSCRIPT SMALL LETTER K -\\_l " ₗ : LATIN SUBSCRIPT SMALL LETTER L -\\_m " ₘ : LATIN SUBSCRIPT SMALL LETTER M -\\_n " ₙ : LATIN SUBSCRIPT SMALL LETTER N -\\_p " ₚ : LATIN SUBSCRIPT SMALL LETTER P -\\_s " ₛ : LATIN SUBSCRIPT SMALL LETTER S -\\_t " ₜ : LATIN SUBSCRIPT SMALL LETTER T -\\pes " ₧ : PESETA SIGN -\\euro " € : EURO SIGN -\\leftharpoonaccent " ◌⃐ : COMBINING LEFT HARPOON ABOVE / NON-SPACING LEFT HARPOON ABOVE -\\rightharpoonaccent " ◌⃑ : COMBINING RIGHT HARPOON ABOVE / NON-SPACING RIGHT HARPOON ABOVE -\\vertoverlay " ◌⃒ : COMBINING LONG VERTICAL LINE OVERLAY / NON-SPACING LONG VERTICAL BAR OVERLAY -\\overleftarrow " ◌⃖ : COMBINING LEFT ARROW ABOVE / NON-SPACING LEFT ARROW ABOVE -\\vec " ◌⃗ : COMBINING RIGHT ARROW ABOVE / NON-SPACING RIGHT ARROW ABOVE -\\dddot " ◌⃛ : COMBINING THREE DOTS ABOVE / NON-SPACING THREE DOTS ABOVE -\\ddddot " ◌⃜ : COMBINING FOUR DOTS ABOVE / NON-SPACING FOUR DOTS ABOVE -\\enclosecircle " ◌⃝ : COMBINING ENCLOSING CIRCLE / ENCLOSING CIRCLE -\\enclosesquare " ◌⃞ : COMBINING ENCLOSING SQUARE / ENCLOSING SQUARE -\\enclosediamond " ◌⃟ : COMBINING ENCLOSING DIAMOND / ENCLOSING DIAMOND -\\overleftrightarrow " ◌⃡ : COMBINING LEFT RIGHT ARROW ABOVE / NON-SPACING LEFT RIGHT ARROW ABOVE -\\enclosetriangle " ◌⃤ : COMBINING ENCLOSING UPWARD POINTING TRIANGLE -\\annuity " ◌⃧ : COMBINING ANNUITY SYMBOL -\\threeunderdot " ◌⃨ : COMBINING TRIPLE UNDERDOT -\\widebridgeabove " ◌⃩ : COMBINING WIDE BRIDGE ABOVE -\\underrightharpoondown " ◌⃬ : COMBINING RIGHTWARDS HARPOON WITH BARB DOWNWARDS -\\underleftharpoondown " ◌⃭ : COMBINING LEFTWARDS HARPOON WITH BARB DOWNWARDS -\\underleftarrow " ◌⃮ : COMBINING LEFT ARROW BELOW -\\underrightarrow " ◌⃯ : COMBINING RIGHT ARROW BELOW -\\asteraccent " ◌⃰ : COMBINING ASTERISK ABOVE -\\bbC " ℂ : DOUBLE-STRUCK CAPITAL C / DOUBLE-STRUCK C -\\eulermascheroni " ℇ : EULER CONSTANT / EULERS -\\scrg " ℊ : SCRIPT SMALL G -\\scrH " ℋ : SCRIPT CAPITAL H / SCRIPT H -\\frakH " ℌ : BLACK-LETTER CAPITAL H / BLACK-LETTER H -\\bbH " ℍ : DOUBLE-STRUCK CAPITAL H / DOUBLE-STRUCK H -\\planck " ℎ : PLANCK CONSTANT -\\hslash " ℏ : PLANCK CONSTANT OVER TWO PI / PLANCK CONSTANT OVER 2 PI -\\scrI " ℐ : SCRIPT CAPITAL I / SCRIPT I -\\Im " ℑ : BLACK-LETTER CAPITAL I / BLACK-LETTER I -\\scrL " ℒ : SCRIPT CAPITAL L / SCRIPT L -\\ell " ℓ : SCRIPT SMALL L -\\bbN " ℕ : DOUBLE-STRUCK CAPITAL N / DOUBLE-STRUCK N -\\numero " № : NUMERO SIGN / NUMERO -\\wp " ℘ : SCRIPT CAPITAL P / SCRIPT P -\\bbP " ℙ : DOUBLE-STRUCK CAPITAL P / DOUBLE-STRUCK P -\\bbQ " ℚ : DOUBLE-STRUCK CAPITAL Q / DOUBLE-STRUCK Q -\\scrR " ℛ : SCRIPT CAPITAL R / SCRIPT R -\\Re " ℜ : BLACK-LETTER CAPITAL R / BLACK-LETTER R -\\bbR " ℝ : DOUBLE-STRUCK CAPITAL R / DOUBLE-STRUCK R -\\xrat " ℞ : PRESCRIPTION TAKE -\\trademark " ™ : TRADE MARK SIGN / TRADEMARK -\\:tm: " ™ : TRADE MARK SIGN / TRADEMARK -\\bbZ " ℤ : DOUBLE-STRUCK CAPITAL Z / DOUBLE-STRUCK Z -\\mho " ℧ : INVERTED OHM SIGN / MHO -\\frakZ " ℨ : BLACK-LETTER CAPITAL Z / BLACK-LETTER Z -\\turnediota " ℩ : TURNED GREEK SMALL LETTER IOTA -\\Angstrom " Å : ANGSTROM SIGN / ANGSTROM UNIT -\\scrB " ℬ : SCRIPT CAPITAL B / SCRIPT B -\\frakC " ℭ : BLACK-LETTER CAPITAL C / BLACK-LETTER C -\\scre " ℯ : SCRIPT SMALL E -\\euler " ℯ : SCRIPT SMALL E -\\scrE " ℰ : SCRIPT CAPITAL E / SCRIPT E -\\scrF " ℱ : SCRIPT CAPITAL F / SCRIPT F -\\Finv " Ⅎ : TURNED CAPITAL F / TURNED F -\\scrM " ℳ : SCRIPT CAPITAL M / SCRIPT M -\\scro " ℴ : SCRIPT SMALL O -\\aleph " ℵ : ALEF SYMBOL / FIRST TRANSFINITE CARDINAL -\\beth " ℶ : BET SYMBOL / SECOND TRANSFINITE CARDINAL -\\gimel " ℷ : GIMEL SYMBOL / THIRD TRANSFINITE CARDINAL -\\daleth " ℸ : DALET SYMBOL / FOURTH TRANSFINITE CARDINAL -\\:information_source: " ℹ : INFORMATION SOURCE -\\bbpi " ℼ : DOUBLE-STRUCK SMALL PI -\\bbgamma " ℽ : DOUBLE-STRUCK SMALL GAMMA -\\bbGamma " ℾ : DOUBLE-STRUCK CAPITAL GAMMA -\\bbPi " ℿ : DOUBLE-STRUCK CAPITAL PI -\\bbsum " ⅀ : DOUBLE-STRUCK N-ARY SUMMATION -\\Game " ⅁ : TURNED SANS-SERIF CAPITAL G -\\sansLturned " ⅂ : TURNED SANS-SERIF CAPITAL L -\\sansLmirrored " ⅃ : REVERSED SANS-SERIF CAPITAL L -\\Yup " ⅄ : TURNED SANS-SERIF CAPITAL Y -\\bbiD " ⅅ : DOUBLE-STRUCK ITALIC CAPITAL D -\\bbid " ⅆ : DOUBLE-STRUCK ITALIC SMALL D -\\bbie " ⅇ : DOUBLE-STRUCK ITALIC SMALL E -\\bbii " ⅈ : DOUBLE-STRUCK ITALIC SMALL I -\\bbij " ⅉ : DOUBLE-STRUCK ITALIC SMALL J -\\PropertyLine " ⅊ : PROPERTY LINE -\\upand " ⅋ : TURNED AMPERSAND -\\1/7 " ⅐ : VULGAR FRACTION ONE SEVENTH -\\1/9 " ⅑ : VULGAR FRACTION ONE NINTH -\\1/10 " ⅒ : VULGAR FRACTION ONE TENTH -\\1/3 " ⅓ : VULGAR FRACTION ONE THIRD / FRACTION ONE THIRD -\\2/3 " ⅔ : VULGAR FRACTION TWO THIRDS / FRACTION TWO THIRDS -\\1/5 " ⅕ : VULGAR FRACTION ONE FIFTH / FRACTION ONE FIFTH -\\2/5 " ⅖ : VULGAR FRACTION TWO FIFTHS / FRACTION TWO FIFTHS \\3/5 " ⅗ : VULGAR FRACTION THREE FIFTHS / FRACTION THREE FIFTHS +\\3/8 " ⅜ : VULGAR FRACTION THREE EIGHTHS / FRACTION THREE EIGHTHS \\4/5 " ⅘ : VULGAR FRACTION FOUR FIFTHS / FRACTION FOUR FIFTHS -\\1/6 " ⅙ : VULGAR FRACTION ONE SIXTH / FRACTION ONE SIXTH \\5/6 " ⅚ : VULGAR FRACTION FIVE SIXTHS / FRACTION FIVE SIXTHS -\\1/8 " ⅛ : VULGAR FRACTION ONE EIGHTH / FRACTION ONE EIGHTH -\\3/8 " ⅜ : VULGAR FRACTION THREE EIGHTHS / FRACTION THREE EIGHTHS \\5/8 " ⅝ : VULGAR FRACTION FIVE EIGHTHS / FRACTION FIVE EIGHTHS \\7/8 " ⅞ : VULGAR FRACTION SEVEN EIGHTHS / FRACTION SEVEN EIGHTHS -\\1/ " ⅟ : FRACTION NUMERATOR ONE -\\0/3 " ↉ : VULGAR FRACTION ZERO THIRDS -\\leftarrow " ← : LEFTWARDS ARROW / LEFT ARROW -\\uparrow " ↑ : UPWARDS ARROW / UP ARROW -\\rightarrow " → : RIGHTWARDS ARROW / RIGHT ARROW -\\to " → : RIGHTWARDS ARROW / RIGHT ARROW -\\downarrow " ↓ : DOWNWARDS ARROW / DOWN ARROW -\\:left_right_arrow: " ↔ : LEFT RIGHT ARROW -\\leftrightarrow " ↔ : LEFT RIGHT ARROW +\\:+1: " 👍 : THUMBS UP SIGN +\\:-1: " 👎 : THUMBS DOWN SIGN +\\:100: " 💯 : HUNDRED POINTS SYMBOL +\\:1234: " 🔢 : INPUT SYMBOL FOR NUMBERS +\\:8ball: " 🎱 : BILLIARDS +\\:a: " 🅰 : NEGATIVE SQUARED LATIN CAPITAL LETTER A +\\:ab: " 🆎 : NEGATIVE SQUARED AB +\\:abc: " 🔤 : INPUT SYMBOL FOR LATIN LETTERS +\\:abcd: " 🔡 : INPUT SYMBOL FOR LATIN SMALL LETTERS +\\:accept: " 🉑 : CIRCLED IDEOGRAPH ACCEPT +\\:aerial_tramway: " 🚡 : AERIAL TRAMWAY +\\:airplane: " ✈ : AIRPLANE +\\:alarm_clock: " ⏰ : ALARM CLOCK +\\:alien: " 👽 : EXTRATERRESTRIAL ALIEN +\\:ambulance: " 🚑 : AMBULANCE +\\:anchor: " ⚓ : ANCHOR +\\:angel: " 👼 : BABY ANGEL +\\:anger: " 💢 : ANGER SYMBOL +\\:angry: " 😠 : ANGRY FACE +\\:anguished: " 😧 : ANGUISHED FACE +\\:ant: " 🐜 : ANT +\\:apple: " 🍎 : RED APPLE +\\:aquarius: " ♒ : AQUARIUS +\\:aries: " ♈ : ARIES +\\:arrow_backward: " ◀ : BLACK LEFT-POINTING TRIANGLE / BLACK LEFT POINTING TRIANGLE +\\:arrow_double_down: " ⏬ : BLACK DOWN-POINTING DOUBLE TRIANGLE +\\:arrow_double_up: " ⏫ : BLACK UP-POINTING DOUBLE TRIANGLE +\\:arrow_down: " ⬇ : DOWNWARDS BLACK ARROW +\\:arrow_down_small: " 🔽 : DOWN-POINTING SMALL RED TRIANGLE +\\:arrow_forward: " ▶ : BLACK RIGHT-POINTING TRIANGLE / BLACK RIGHT POINTING TRIANGLE +\\:arrow_heading_down: " ⤵ : ARROW POINTING RIGHTWARDS THEN CURVING DOWNWARDS +\\:arrow_heading_up: " ⤴ : ARROW POINTING RIGHTWARDS THEN CURVING UPWARDS +\\:arrow_left: " ⬅ : LEFTWARDS BLACK ARROW +\\:arrow_lower_left: " ↙ : SOUTH WEST ARROW / LOWER LEFT ARROW +\\:arrow_lower_right: " ↘ : SOUTH EAST ARROW / LOWER RIGHT ARROW +\\:arrow_right: " ➡ : BLACK RIGHTWARDS ARROW / BLACK RIGHT ARROW +\\:arrow_right_hook: " ↪ : RIGHTWARDS ARROW WITH HOOK / RIGHT ARROW WITH HOOK +\\:arrow_up: " ⬆ : UPWARDS BLACK ARROW \\:arrow_up_down: " ↕ : UP DOWN ARROW -\\updownarrow " ↕ : UP DOWN ARROW +\\:arrow_up_small: " 🔼 : UP-POINTING SMALL RED TRIANGLE \\:arrow_upper_left: " ↖ : NORTH WEST ARROW / UPPER LEFT ARROW -\\nwarrow " ↖ : NORTH WEST ARROW / UPPER LEFT ARROW -\\nearrow " ↗ : NORTH EAST ARROW / UPPER RIGHT ARROW \\:arrow_upper_right: " ↗ : NORTH EAST ARROW / UPPER RIGHT ARROW -\\:arrow_lower_right: " ↘ : SOUTH EAST ARROW / LOWER RIGHT ARROW -\\searrow " ↘ : SOUTH EAST ARROW / LOWER RIGHT ARROW -\\swarrow " ↙ : SOUTH WEST ARROW / LOWER LEFT ARROW -\\:arrow_lower_left: " ↙ : SOUTH WEST ARROW / LOWER LEFT ARROW -\\nleftarrow " ↚ : LEFTWARDS ARROW WITH STROKE / LEFT ARROW WITH STROKE -\\nrightarrow " ↛ : RIGHTWARDS ARROW WITH STROKE / RIGHT ARROW WITH STROKE -\\leftwavearrow " ↜ : LEFTWARDS WAVE ARROW / LEFT WAVE ARROW -\\rightwavearrow " ↝ : RIGHTWARDS WAVE ARROW / RIGHT WAVE ARROW -\\twoheadleftarrow " ↞ : LEFTWARDS TWO HEADED ARROW / LEFT TWO HEADED ARROW -\\twoheaduparrow " ↟ : UPWARDS TWO HEADED ARROW / UP TWO HEADED ARROW -\\twoheadrightarrow " ↠ : RIGHTWARDS TWO HEADED ARROW / RIGHT TWO HEADED ARROW -\\twoheaddownarrow " ↡ : DOWNWARDS TWO HEADED ARROW / DOWN TWO HEADED ARROW -\\leftarrowtail " ↢ : LEFTWARDS ARROW WITH TAIL / LEFT ARROW WITH TAIL -\\rightarrowtail " ↣ : RIGHTWARDS ARROW WITH TAIL / RIGHT ARROW WITH TAIL -\\mapsfrom " ↤ : LEFTWARDS ARROW FROM BAR / LEFT ARROW FROM BAR -\\mapsup " ↥ : UPWARDS ARROW FROM BAR / UP ARROW FROM BAR -\\mapsto " ↦ : RIGHTWARDS ARROW FROM BAR / RIGHT ARROW FROM BAR -\\mapsdown " ↧ : DOWNWARDS ARROW FROM BAR / DOWN ARROW FROM BAR -\\updownarrowbar " ↨ : UP DOWN ARROW WITH BASE -\\hookleftarrow " ↩ : LEFTWARDS ARROW WITH HOOK / LEFT ARROW WITH HOOK -\\:leftwards_arrow_with_hook: " ↩ : LEFTWARDS ARROW WITH HOOK / LEFT ARROW WITH HOOK -\\:arrow_right_hook: " ↪ : RIGHTWARDS ARROW WITH HOOK / RIGHT ARROW WITH HOOK -\\hookrightarrow " ↪ : RIGHTWARDS ARROW WITH HOOK / RIGHT ARROW WITH HOOK -\\looparrowleft " ↫ : LEFTWARDS ARROW WITH LOOP / LEFT ARROW WITH LOOP -\\looparrowright " ↬ : RIGHTWARDS ARROW WITH LOOP / RIGHT ARROW WITH LOOP -\\leftrightsquigarrow " ↭ : LEFT RIGHT WAVE ARROW -\\nleftrightarrow " ↮ : LEFT RIGHT ARROW WITH STROKE -\\downzigzagarrow " ↯ : DOWNWARDS ZIGZAG ARROW / DOWN ZIGZAG ARROW -\\Lsh " ↰ : UPWARDS ARROW WITH TIP LEFTWARDS / UP ARROW WITH TIP LEFT -\\Rsh " ↱ : UPWARDS ARROW WITH TIP RIGHTWARDS / UP ARROW WITH TIP RIGHT -\\Ldsh " ↲ : DOWNWARDS ARROW WITH TIP LEFTWARDS / DOWN ARROW WITH TIP LEFT -\\Rdsh " ↳ : DOWNWARDS ARROW WITH TIP RIGHTWARDS / DOWN ARROW WITH TIP RIGHT -\\linefeed " ↴ : RIGHTWARDS ARROW WITH CORNER DOWNWARDS / RIGHT ARROW WITH CORNER DOWN -\\carriagereturn " ↵ : DOWNWARDS ARROW WITH CORNER LEFTWARDS / DOWN ARROW WITH CORNER LEFT -\\curvearrowleft " ↶ : ANTICLOCKWISE TOP SEMICIRCLE ARROW -\\curvearrowright " ↷ : CLOCKWISE TOP SEMICIRCLE ARROW -\\barovernorthwestarrow " ↸ : NORTH WEST ARROW TO LONG BAR / UPPER LEFT ARROW TO LONG BAR -\\barleftarrowrightarrowbar " ↹ : LEFTWARDS ARROW TO BAR OVER RIGHTWARDS ARROW TO BAR / LEFT ARROW TO BAR OVER RIGHT ARROW TO BAR -\\circlearrowleft " ↺ : ANTICLOCKWISE OPEN CIRCLE ARROW -\\circlearrowright " ↻ : CLOCKWISE OPEN CIRCLE ARROW -\\leftharpoonup " ↼ : LEFTWARDS HARPOON WITH BARB UPWARDS / LEFT HARPOON WITH BARB UP -\\leftharpoondown " ↽ : LEFTWARDS HARPOON WITH BARB DOWNWARDS / LEFT HARPOON WITH BARB DOWN -\\upharpoonleft " ↾ : UPWARDS HARPOON WITH BARB RIGHTWARDS / UP HARPOON WITH BARB RIGHT -\\upharpoonright " ↿ : UPWARDS HARPOON WITH BARB LEFTWARDS / UP HARPOON WITH BARB LEFT -\\rightharpoonup " ⇀ : RIGHTWARDS HARPOON WITH BARB UPWARDS / RIGHT HARPOON WITH BARB UP -\\rightharpoondown " ⇁ : RIGHTWARDS HARPOON WITH BARB DOWNWARDS / RIGHT HARPOON WITH BARB DOWN -\\downharpoonright " ⇂ : DOWNWARDS HARPOON WITH BARB RIGHTWARDS / DOWN HARPOON WITH BARB RIGHT -\\downharpoonleft " ⇃ : DOWNWARDS HARPOON WITH BARB LEFTWARDS / DOWN HARPOON WITH BARB LEFT -\\rightleftarrows " ⇄ : RIGHTWARDS ARROW OVER LEFTWARDS ARROW / RIGHT ARROW OVER LEFT ARROW -\\dblarrowupdown " ⇅ : UPWARDS ARROW LEFTWARDS OF DOWNWARDS ARROW / UP ARROW LEFT OF DOWN ARROW -\\leftrightarrows " ⇆ : LEFTWARDS ARROW OVER RIGHTWARDS ARROW / LEFT ARROW OVER RIGHT ARROW -\\leftleftarrows " ⇇ : LEFTWARDS PAIRED ARROWS / LEFT PAIRED ARROWS -\\upuparrows " ⇈ : UPWARDS PAIRED ARROWS / UP PAIRED ARROWS -\\rightrightarrows " ⇉ : RIGHTWARDS PAIRED ARROWS / RIGHT PAIRED ARROWS -\\downdownarrows " ⇊ : DOWNWARDS PAIRED ARROWS / DOWN PAIRED ARROWS -\\leftrightharpoons " ⇋ : LEFTWARDS HARPOON OVER RIGHTWARDS HARPOON / LEFT HARPOON OVER RIGHT HARPOON -\\rightleftharpoons " ⇌ : RIGHTWARDS HARPOON OVER LEFTWARDS HARPOON / RIGHT HARPOON OVER LEFT HARPOON -\\nLeftarrow " ⇍ : LEFTWARDS DOUBLE ARROW WITH STROKE / LEFT DOUBLE ARROW WITH STROKE -\\nLeftrightarrow " ⇎ : LEFT RIGHT DOUBLE ARROW WITH STROKE -\\nRightarrow " ⇏ : RIGHTWARDS DOUBLE ARROW WITH STROKE / RIGHT DOUBLE ARROW WITH STROKE -\\Leftarrow " ⇐ : LEFTWARDS DOUBLE ARROW / LEFT DOUBLE ARROW -\\Uparrow " ⇑ : UPWARDS DOUBLE ARROW / UP DOUBLE ARROW -\\Rightarrow " ⇒ : RIGHTWARDS DOUBLE ARROW / RIGHT DOUBLE ARROW -\\Downarrow " ⇓ : DOWNWARDS DOUBLE ARROW / DOWN DOUBLE ARROW -\\Leftrightarrow " ⇔ : LEFT RIGHT DOUBLE ARROW -\\Updownarrow " ⇕ : UP DOWN DOUBLE ARROW -\\Nwarrow " ⇖ : NORTH WEST DOUBLE ARROW / UPPER LEFT DOUBLE ARROW -\\Nearrow " ⇗ : NORTH EAST DOUBLE ARROW / UPPER RIGHT DOUBLE ARROW -\\Searrow " ⇘ : SOUTH EAST DOUBLE ARROW / LOWER RIGHT DOUBLE ARROW -\\Swarrow " ⇙ : SOUTH WEST DOUBLE ARROW / LOWER LEFT DOUBLE ARROW -\\Lleftarrow " ⇚ : LEFTWARDS TRIPLE ARROW / LEFT TRIPLE ARROW -\\Rrightarrow " ⇛ : RIGHTWARDS TRIPLE ARROW / RIGHT TRIPLE ARROW -\\leftsquigarrow " ⇜ : LEFTWARDS SQUIGGLE ARROW / LEFT SQUIGGLE ARROW -\\rightsquigarrow " ⇝ : RIGHTWARDS SQUIGGLE ARROW / RIGHT SQUIGGLE ARROW -\\nHuparrow " ⇞ : UPWARDS ARROW WITH DOUBLE STROKE / UP ARROW WITH DOUBLE STROKE -\\nHdownarrow " ⇟ : DOWNWARDS ARROW WITH DOUBLE STROKE / DOWN ARROW WITH DOUBLE STROKE -\\leftdasharrow " ⇠ : LEFTWARDS DASHED ARROW / LEFT DASHED ARROW -\\updasharrow " ⇡ : UPWARDS DASHED ARROW / UP DASHED ARROW -\\rightdasharrow " ⇢ : RIGHTWARDS DASHED ARROW / RIGHT DASHED ARROW -\\downdasharrow " ⇣ : DOWNWARDS DASHED ARROW / DOWN DASHED ARROW -\\barleftarrow " ⇤ : LEFTWARDS ARROW TO BAR / LEFT ARROW TO BAR -\\rightarrowbar " ⇥ : RIGHTWARDS ARROW TO BAR / RIGHT ARROW TO BAR -\\leftwhitearrow " ⇦ : LEFTWARDS WHITE ARROW / WHITE LEFT ARROW -\\upwhitearrow " ⇧ : UPWARDS WHITE ARROW / WHITE UP ARROW -\\rightwhitearrow " ⇨ : RIGHTWARDS WHITE ARROW / WHITE RIGHT ARROW -\\downwhitearrow " ⇩ : DOWNWARDS WHITE ARROW / WHITE DOWN ARROW -\\whitearrowupfrombar " ⇪ : UPWARDS WHITE ARROW FROM BAR / WHITE UP ARROW FROM BAR -\\circleonrightarrow " ⇴ : RIGHT ARROW WITH SMALL CIRCLE -\\DownArrowUpArrow " ⇵ : DOWNWARDS ARROW LEFTWARDS OF UPWARDS ARROW -\\rightthreearrows " ⇶ : THREE RIGHTWARDS ARROWS -\\nvleftarrow " ⇷ : LEFTWARDS ARROW WITH VERTICAL STROKE -\\nvrightarrow " ⇸ : RIGHTWARDS ARROW WITH VERTICAL STROKE -\\nvleftrightarrow " ⇹ : LEFT RIGHT ARROW WITH VERTICAL STROKE -\\nVleftarrow " ⇺ : LEFTWARDS ARROW WITH DOUBLE VERTICAL STROKE -\\nVrightarrow " ⇻ : RIGHTWARDS ARROW WITH DOUBLE VERTICAL STROKE -\\nVleftrightarrow " ⇼ : LEFT RIGHT ARROW WITH DOUBLE VERTICAL STROKE -\\leftarrowtriangle " ⇽ : LEFTWARDS OPEN-HEADED ARROW -\\rightarrowtriangle " ⇾ : RIGHTWARDS OPEN-HEADED ARROW -\\leftrightarrowtriangle " ⇿ : LEFT RIGHT OPEN-HEADED ARROW -\\forall " ∀ : FOR ALL -\\complement " ∁ : COMPLEMENT -\\partial " ∂ : PARTIAL DIFFERENTIAL -\\exists " ∃ : THERE EXISTS -\\nexists " ∄ : THERE DOES NOT EXIST -\\varnothing " ∅ : EMPTY SET -\\emptyset " ∅ : EMPTY SET -\\increment " ∆ : INCREMENT -\\del " ∇ : NABLA -\\nabla " ∇ : NABLA -\\in " ∈ : ELEMENT OF -\\notin " ∉ : NOT AN ELEMENT OF -\\smallin " ∊ : SMALL ELEMENT OF -\\ni " ∋ : CONTAINS AS MEMBER -\\nni " ∌ : DOES NOT CONTAIN AS MEMBER -\\smallni " ∍ : SMALL CONTAINS AS MEMBER -\\QED " ∎ : END OF PROOF -\\prod " ∏ : N-ARY PRODUCT -\\coprod " ∐ : N-ARY COPRODUCT -\\sum " ∑ : N-ARY SUMMATION -\\minus " − : MINUS SIGN -\\mp " ∓ : MINUS-OR-PLUS SIGN -\\dotplus " ∔ : DOT PLUS -\\setminus " ∖ : SET MINUS -\\ast " ∗ : ASTERISK OPERATOR -\\circ " ∘ : RING OPERATOR -\\vysmblkcircle " ∙ : BULLET OPERATOR -\\sqrt " √ : SQUARE ROOT -\\surd " √ : SQUARE ROOT -\\cbrt " ∛ : CUBE ROOT -\\fourthroot " ∜ : FOURTH ROOT -\\propto " ∝ : PROPORTIONAL TO -\\infty " ∞ : INFINITY -\\rightangle " ∟ : RIGHT ANGLE -\\angle " ∠ : ANGLE -\\measuredangle " ∡ : MEASURED ANGLE -\\sphericalangle " ∢ : SPHERICAL ANGLE -\\mid " ∣ : DIVIDES -\\nmid " ∤ : DOES NOT DIVIDE -\\parallel " ∥ : PARALLEL TO -\\nparallel " ∦ : NOT PARALLEL TO -\\wedge " ∧ : LOGICAL AND -\\vee " ∨ : LOGICAL OR -\\cap " ∩ : INTERSECTION -\\cup " ∪ : UNION -\\int " ∫ : INTEGRAL -\\iint " ∬ : DOUBLE INTEGRAL -\\iiint " ∭ : TRIPLE INTEGRAL -\\oint " ∮ : CONTOUR INTEGRAL -\\oiint " ∯ : SURFACE INTEGRAL -\\oiiint " ∰ : VOLUME INTEGRAL -\\clwintegral " ∱ : CLOCKWISE INTEGRAL -\\varointclockwise " ∲ : CLOCKWISE CONTOUR INTEGRAL -\\ointctrclockwise " ∳ : ANTICLOCKWISE CONTOUR INTEGRAL -\\therefore " ∴ : THEREFORE -\\because " ∵ : BECAUSE -\\Colon " ∷ : PROPORTION -\\dotminus " ∸ : DOT MINUS -\\dotsminusdots " ∺ : GEOMETRIC PROPORTION -\\kernelcontraction " ∻ : HOMOTHETIC -\\sim " ∼ : TILDE OPERATOR -\\backsim " ∽ : REVERSED TILDE -\\lazysinv " ∾ : INVERTED LAZY S -\\sinewave " ∿ : SINE WAVE -\\wr " ≀ : WREATH PRODUCT -\\nsim " ≁ : NOT TILDE -\\eqsim " ≂ : MINUS TILDE -\\neqsim " ≂̸ : MINUS TILDE + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\simeq " ≃ : ASYMPTOTICALLY EQUAL TO -\\nsime " ≄ : NOT ASYMPTOTICALLY EQUAL TO -\\cong " ≅ : APPROXIMATELY EQUAL TO -\\approxnotequal " ≆ : APPROXIMATELY BUT NOT ACTUALLY EQUAL TO -\\ncong " ≇ : NEITHER APPROXIMATELY NOR ACTUALLY EQUAL TO -\\approx " ≈ : ALMOST EQUAL TO -\\napprox " ≉ : NOT ALMOST EQUAL TO -\\approxeq " ≊ : ALMOST EQUAL OR EQUAL TO -\\tildetrpl " ≋ : TRIPLE TILDE -\\allequal " ≌ : ALL EQUAL TO -\\asymp " ≍ : EQUIVALENT TO -\\Bumpeq " ≎ : GEOMETRICALLY EQUIVALENT TO -\\nBumpeq " ≎̸ : GEOMETRICALLY EQUIVALENT TO + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\bumpeq " ≏ : DIFFERENCE BETWEEN -\\nbumpeq " ≏̸ : DIFFERENCE BETWEEN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\doteq " ≐ : APPROACHES THE LIMIT -\\Doteq " ≑ : GEOMETRICALLY EQUAL TO -\\fallingdotseq " ≒ : APPROXIMATELY EQUAL TO OR THE IMAGE OF -\\risingdotseq " ≓ : IMAGE OF OR APPROXIMATELY EQUAL TO -\\coloneq " ≔ : COLON EQUALS / COLON EQUAL -\\eqcolon " ≕ : EQUALS COLON / EQUAL COLON -\\eqcirc " ≖ : RING IN EQUAL TO -\\circeq " ≗ : RING EQUAL TO -\\arceq " ≘ : CORRESPONDS TO -\\wedgeq " ≙ : ESTIMATES -\\veeeq " ≚ : EQUIANGULAR TO -\\starequal " ≛ : STAR EQUALS -\\triangleq " ≜ : DELTA EQUAL TO -\\eqdef " ≝ : EQUAL TO BY DEFINITION -\\measeq " ≞ : MEASURED BY -\\questeq " ≟ : QUESTIONED EQUAL TO -\\ne " ≠ : NOT EQUAL TO -\\equiv " ≡ : IDENTICAL TO -\\nequiv " ≢ : NOT IDENTICAL TO -\\Equiv " ≣ : STRICTLY EQUIVALENT TO -\\le " ≤ : LESS-THAN OR EQUAL TO / LESS THAN OR EQUAL TO -\\ge " ≥ : GREATER-THAN OR EQUAL TO / GREATER THAN OR EQUAL TO -\\leqq " ≦ : LESS-THAN OVER EQUAL TO / LESS THAN OVER EQUAL TO -\\geqq " ≧ : GREATER-THAN OVER EQUAL TO / GREATER THAN OVER EQUAL TO -\\lneqq " ≨ : LESS-THAN BUT NOT EQUAL TO / LESS THAN BUT NOT EQUAL TO -\\lvertneqq " ≨︀ : LESS-THAN BUT NOT EQUAL TO / LESS THAN BUT NOT EQUAL TO + VARIATION SELECTOR-1 -\\gneqq " ≩ : GREATER-THAN BUT NOT EQUAL TO / GREATER THAN BUT NOT EQUAL TO -\\gvertneqq " ≩︀ : GREATER-THAN BUT NOT EQUAL TO / GREATER THAN BUT NOT EQUAL TO + VARIATION SELECTOR-1 -\\ll " ≪ : MUCH LESS-THAN / MUCH LESS THAN -\\NotLessLess " ≪̸ : MUCH LESS-THAN / MUCH LESS THAN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\gg " ≫ : MUCH GREATER-THAN / MUCH GREATER THAN -\\NotGreaterGreater " ≫̸ : MUCH GREATER-THAN / MUCH GREATER THAN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\between " ≬ : BETWEEN -\\nasymp " ≭ : NOT EQUIVALENT TO -\\nless " ≮ : NOT LESS-THAN / NOT LESS THAN -\\ngtr " ≯ : NOT GREATER-THAN / NOT GREATER THAN -\\nleq " ≰ : NEITHER LESS-THAN NOR EQUAL TO / NEITHER LESS THAN NOR EQUAL TO -\\ngeq " ≱ : NEITHER GREATER-THAN NOR EQUAL TO / NEITHER GREATER THAN NOR EQUAL TO -\\lesssim " ≲ : LESS-THAN OR EQUIVALENT TO / LESS THAN OR EQUIVALENT TO -\\gtrsim " ≳ : GREATER-THAN OR EQUIVALENT TO / GREATER THAN OR EQUIVALENT TO -\\nlesssim " ≴ : NEITHER LESS-THAN NOR EQUIVALENT TO / NEITHER LESS THAN NOR EQUIVALENT TO -\\ngtrsim " ≵ : NEITHER GREATER-THAN NOR EQUIVALENT TO / NEITHER GREATER THAN NOR EQUIVALENT TO -\\lessgtr " ≶ : LESS-THAN OR GREATER-THAN / LESS THAN OR GREATER THAN -\\gtrless " ≷ : GREATER-THAN OR LESS-THAN / GREATER THAN OR LESS THAN -\\notlessgreater " ≸ : NEITHER LESS-THAN NOR GREATER-THAN / NEITHER LESS THAN NOR GREATER THAN -\\notgreaterless " ≹ : NEITHER GREATER-THAN NOR LESS-THAN / NEITHER GREATER THAN NOR LESS THAN -\\prec " ≺ : PRECEDES -\\succ " ≻ : SUCCEEDS -\\preccurlyeq " ≼ : PRECEDES OR EQUAL TO -\\succcurlyeq " ≽ : SUCCEEDS OR EQUAL TO -\\precsim " ≾ : PRECEDES OR EQUIVALENT TO -\\nprecsim " ≾̸ : PRECEDES OR EQUIVALENT TO + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\succsim " ≿ : SUCCEEDS OR EQUIVALENT TO -\\nsuccsim " ≿̸ : SUCCEEDS OR EQUIVALENT TO + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\nprec " ⊀ : DOES NOT PRECEDE -\\nsucc " ⊁ : DOES NOT SUCCEED -\\subset " ⊂ : SUBSET OF -\\supset " ⊃ : SUPERSET OF -\\nsubset " ⊄ : NOT A SUBSET OF -\\nsupset " ⊅ : NOT A SUPERSET OF -\\subseteq " ⊆ : SUBSET OF OR EQUAL TO -\\supseteq " ⊇ : SUPERSET OF OR EQUAL TO -\\nsubseteq " ⊈ : NEITHER A SUBSET OF NOR EQUAL TO -\\nsupseteq " ⊉ : NEITHER A SUPERSET OF NOR EQUAL TO -\\subsetneq " ⊊ : SUBSET OF WITH NOT EQUAL TO / SUBSET OF OR NOT EQUAL TO -\\varsubsetneqq " ⊊︀ : SUBSET OF WITH NOT EQUAL TO / SUBSET OF OR NOT EQUAL TO + VARIATION SELECTOR-1 -\\supsetneq " ⊋ : SUPERSET OF WITH NOT EQUAL TO / SUPERSET OF OR NOT EQUAL TO -\\varsupsetneq " ⊋︀ : SUPERSET OF WITH NOT EQUAL TO / SUPERSET OF OR NOT EQUAL TO + VARIATION SELECTOR-1 -\\cupdot " ⊍ : MULTISET MULTIPLICATION -\\uplus " ⊎ : MULTISET UNION -\\sqsubset " ⊏ : SQUARE IMAGE OF -\\NotSquareSubset " ⊏̸ : SQUARE IMAGE OF + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\sqsupset " ⊐ : SQUARE ORIGINAL OF -\\NotSquareSuperset " ⊐̸ : SQUARE ORIGINAL OF + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\sqsubseteq " ⊑ : SQUARE IMAGE OF OR EQUAL TO -\\sqsupseteq " ⊒ : SQUARE ORIGINAL OF OR EQUAL TO -\\sqcap " ⊓ : SQUARE CAP -\\sqcup " ⊔ : SQUARE CUP -\\oplus " ⊕ : CIRCLED PLUS -\\ominus " ⊖ : CIRCLED MINUS -\\otimes " ⊗ : CIRCLED TIMES -\\oslash " ⊘ : CIRCLED DIVISION SLASH -\\odot " ⊙ : CIRCLED DOT OPERATOR -\\circledcirc " ⊚ : CIRCLED RING OPERATOR -\\circledast " ⊛ : CIRCLED ASTERISK OPERATOR -\\circledequal " ⊜ : CIRCLED EQUALS -\\circleddash " ⊝ : CIRCLED DASH -\\boxplus " ⊞ : SQUARED PLUS -\\boxminus " ⊟ : SQUARED MINUS -\\boxtimes " ⊠ : SQUARED TIMES -\\boxdot " ⊡ : SQUARED DOT OPERATOR -\\vdash " ⊢ : RIGHT TACK -\\dashv " ⊣ : LEFT TACK -\\top " ⊤ : DOWN TACK -\\bot " ⊥ : UP TACK -\\models " ⊧ : MODELS -\\vDash " ⊨ : TRUE -\\Vdash " ⊩ : FORCES -\\Vvdash " ⊪ : TRIPLE VERTICAL BAR RIGHT TURNSTILE -\\VDash " ⊫ : DOUBLE VERTICAL BAR DOUBLE RIGHT TURNSTILE -\\nvdash " ⊬ : DOES NOT PROVE -\\nvDash " ⊭ : NOT TRUE -\\nVdash " ⊮ : DOES NOT FORCE -\\nVDash " ⊯ : NEGATED DOUBLE VERTICAL BAR DOUBLE RIGHT TURNSTILE -\\prurel " ⊰ : PRECEDES UNDER RELATION -\\scurel " ⊱ : SUCCEEDS UNDER RELATION -\\vartriangleleft " ⊲ : NORMAL SUBGROUP OF -\\vartriangleright " ⊳ : CONTAINS AS NORMAL SUBGROUP -\\trianglelefteq " ⊴ : NORMAL SUBGROUP OF OR EQUAL TO -\\trianglerighteq " ⊵ : CONTAINS AS NORMAL SUBGROUP OR EQUAL TO -\\original " ⊶ : ORIGINAL OF -\\image " ⊷ : IMAGE OF -\\multimap " ⊸ : MULTIMAP -\\hermitconjmatrix " ⊹ : HERMITIAN CONJUGATE MATRIX -\\intercal " ⊺ : INTERCALATE -\\veebar " ⊻ : XOR -\\xor " ⊻ : XOR -\\barwedge " ⊼ : NAND -\\barvee " ⊽ : NOR -\\rightanglearc " ⊾ : RIGHT ANGLE WITH ARC -\\varlrtriangle " ⊿ : RIGHT TRIANGLE -\\bigwedge " ⋀ : N-ARY LOGICAL AND -\\bigvee " ⋁ : N-ARY LOGICAL OR -\\bigcap " ⋂ : N-ARY INTERSECTION -\\bigcup " ⋃ : N-ARY UNION -\\diamond " ⋄ : DIAMOND OPERATOR -\\cdot " ⋅ : DOT OPERATOR -\\star " ⋆ : STAR OPERATOR -\\divideontimes " ⋇ : DIVISION TIMES -\\bowtie " ⋈ : BOWTIE -\\ltimes " ⋉ : LEFT NORMAL FACTOR SEMIDIRECT PRODUCT -\\rtimes " ⋊ : RIGHT NORMAL FACTOR SEMIDIRECT PRODUCT -\\leftthreetimes " ⋋ : LEFT SEMIDIRECT PRODUCT -\\rightthreetimes " ⋌ : RIGHT SEMIDIRECT PRODUCT -\\backsimeq " ⋍ : REVERSED TILDE EQUALS -\\curlyvee " ⋎ : CURLY LOGICAL OR -\\curlywedge " ⋏ : CURLY LOGICAL AND -\\Subset " ⋐ : DOUBLE SUBSET -\\Supset " ⋑ : DOUBLE SUPERSET -\\Cap " ⋒ : DOUBLE INTERSECTION -\\Cup " ⋓ : DOUBLE UNION -\\pitchfork " ⋔ : PITCHFORK -\\equalparallel " ⋕ : EQUAL AND PARALLEL TO -\\lessdot " ⋖ : LESS-THAN WITH DOT / LESS THAN WITH DOT -\\gtrdot " ⋗ : GREATER-THAN WITH DOT / GREATER THAN WITH DOT -\\verymuchless " ⋘ : VERY MUCH LESS-THAN / VERY MUCH LESS THAN -\\ggg " ⋙ : VERY MUCH GREATER-THAN / VERY MUCH GREATER THAN -\\lesseqgtr " ⋚ : LESS-THAN EQUAL TO OR GREATER-THAN / LESS THAN EQUAL TO OR GREATER THAN -\\gtreqless " ⋛ : GREATER-THAN EQUAL TO OR LESS-THAN / GREATER THAN EQUAL TO OR LESS THAN -\\eqless " ⋜ : EQUAL TO OR LESS-THAN / EQUAL TO OR LESS THAN -\\eqgtr " ⋝ : EQUAL TO OR GREATER-THAN / EQUAL TO OR GREATER THAN -\\curlyeqprec " ⋞ : EQUAL TO OR PRECEDES -\\curlyeqsucc " ⋟ : EQUAL TO OR SUCCEEDS -\\npreccurlyeq " ⋠ : DOES NOT PRECEDE OR EQUAL -\\nsucccurlyeq " ⋡ : DOES NOT SUCCEED OR EQUAL -\\nsqsubseteq " ⋢ : NOT SQUARE IMAGE OF OR EQUAL TO -\\nsqsupseteq " ⋣ : NOT SQUARE ORIGINAL OF OR EQUAL TO -\\sqsubsetneq " ⋤ : SQUARE IMAGE OF OR NOT EQUAL TO -\\sqspne " ⋥ : SQUARE ORIGINAL OF OR NOT EQUAL TO -\\lnsim " ⋦ : LESS-THAN BUT NOT EQUIVALENT TO / LESS THAN BUT NOT EQUIVALENT TO -\\gnsim " ⋧ : GREATER-THAN BUT NOT EQUIVALENT TO / GREATER THAN BUT NOT EQUIVALENT TO -\\precnsim " ⋨ : PRECEDES BUT NOT EQUIVALENT TO -\\succnsim " ⋩ : SUCCEEDS BUT NOT EQUIVALENT TO -\\ntriangleleft " ⋪ : NOT NORMAL SUBGROUP OF -\\ntriangleright " ⋫ : DOES NOT CONTAIN AS NORMAL SUBGROUP -\\ntrianglelefteq " ⋬ : NOT NORMAL SUBGROUP OF OR EQUAL TO -\\ntrianglerighteq " ⋭ : DOES NOT CONTAIN AS NORMAL SUBGROUP OR EQUAL -\\vdots " ⋮ : VERTICAL ELLIPSIS -\\cdots " ⋯ : MIDLINE HORIZONTAL ELLIPSIS -\\adots " ⋰ : UP RIGHT DIAGONAL ELLIPSIS -\\ddots " ⋱ : DOWN RIGHT DIAGONAL ELLIPSIS -\\disin " ⋲ : ELEMENT OF WITH LONG HORIZONTAL STROKE -\\varisins " ⋳ : ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE -\\isins " ⋴ : SMALL ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE -\\isindot " ⋵ : ELEMENT OF WITH DOT ABOVE -\\varisinobar " ⋶ : ELEMENT OF WITH OVERBAR -\\isinobar " ⋷ : SMALL ELEMENT OF WITH OVERBAR -\\isinvb " ⋸ : ELEMENT OF WITH UNDERBAR -\\isinE " ⋹ : ELEMENT OF WITH TWO HORIZONTAL STROKES -\\nisd " ⋺ : CONTAINS WITH LONG HORIZONTAL STROKE -\\varnis " ⋻ : CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE -\\nis " ⋼ : SMALL CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE -\\varniobar " ⋽ : CONTAINS WITH OVERBAR -\\niobar " ⋾ : SMALL CONTAINS WITH OVERBAR -\\bagmember " ⋿ : Z NOTATION BAG MEMBERSHIP -\\diameter " ⌀ : DIAMETER SIGN -\\house " ⌂ : HOUSE -\\varbarwedge " ⌅ : PROJECTIVE -\\vardoublebarwedge " ⌆ : PERSPECTIVE -\\lceil " ⌈ : LEFT CEILING -\\rceil " ⌉ : RIGHT CEILING -\\lfloor " ⌊ : LEFT FLOOR -\\rfloor " ⌋ : RIGHT FLOOR -\\invnot " ⌐ : REVERSED NOT SIGN -\\sqlozenge " ⌑ : SQUARE LOZENGE -\\profline " ⌒ : ARC -\\profsurf " ⌓ : SEGMENT -\\recorder " ⌕ : TELEPHONE RECORDER -\\viewdata " ⌗ : VIEWDATA SQUARE -\\turnednot " ⌙ : TURNED NOT SIGN -\\:watch: " ⌚ : WATCH -\\:hourglass: " ⌛ : HOURGLASS -\\ulcorner " ⌜ : TOP LEFT CORNER -\\urcorner " ⌝ : TOP RIGHT CORNER -\\llcorner " ⌞ : BOTTOM LEFT CORNER -\\lrcorner " ⌟ : BOTTOM RIGHT CORNER -\\frown " ⌢ : FROWN -\\smile " ⌣ : SMILE -\\varhexagonlrbonds " ⌬ : BENZENE RING -\\conictaper " ⌲ : CONICAL TAPER -\\topbot " ⌶ : APL FUNCTIONAL SYMBOL I-BEAM -\\obar " ⌽ : APL FUNCTIONAL SYMBOL CIRCLE STILE -\\notslash " ⌿ : APL FUNCTIONAL SYMBOL SLASH BAR -\\notbackslash " ⍀ : APL FUNCTIONAL SYMBOL BACKSLASH BAR -\\boxupcaret " ⍓ : APL FUNCTIONAL SYMBOL QUAD UP CARET -\\boxquestion " ⍰ : APL FUNCTIONAL SYMBOL QUAD QUESTION -\\hexagon " ⎔ : SOFTWARE-FUNCTION SYMBOL -\\dlcorn " ⎣ : LEFT SQUARE BRACKET LOWER CORNER -\\lmoustache " ⎰ : UPPER LEFT OR LOWER RIGHT CURLY BRACKET SECTION -\\rmoustache " ⎱ : UPPER RIGHT OR LOWER LEFT CURLY BRACKET SECTION -\\overbracket " ⎴ : TOP SQUARE BRACKET -\\underbracket " ⎵ : BOTTOM SQUARE BRACKET -\\bbrktbrk " ⎶ : BOTTOM SQUARE BRACKET OVER TOP SQUARE BRACKET -\\sqrtbottom " ⎷ : RADICAL SYMBOL BOTTOM -\\lvboxline " ⎸ : LEFT VERTICAL BOX LINE -\\rvboxline " ⎹ : RIGHT VERTICAL BOX LINE -\\varcarriagereturn " ⏎ : RETURN SYMBOL -\\overbrace " ⏞ : TOP CURLY BRACKET -\\underbrace " ⏟ : BOTTOM CURLY BRACKET -\\trapezium " ⏢ : WHITE TRAPEZIUM -\\benzenr " ⏣ : BENZENE RING WITH CIRCLE -\\strns " ⏤ : STRAIGHTNESS -\\fltns " ⏥ : FLATNESS -\\accurrent " ⏦ : AC CURRENT -\\elinters " ⏧ : ELECTRICAL INTERSECTION -\\:fast_forward: " ⏩ : BLACK RIGHT-POINTING DOUBLE TRIANGLE -\\:rewind: " ⏪ : BLACK LEFT-POINTING DOUBLE TRIANGLE -\\:arrow_double_up: " ⏫ : BLACK UP-POINTING DOUBLE TRIANGLE -\\:arrow_double_down: " ⏬ : BLACK DOWN-POINTING DOUBLE TRIANGLE -\\:alarm_clock: " ⏰ : ALARM CLOCK -\\:hourglass_flowing_sand: " ⏳ : HOURGLASS WITH FLOWING SAND -\\blanksymbol " ␢ : BLANK SYMBOL / BLANK -\\visiblespace " ␣ : OPEN BOX -\\:m: " Ⓜ : CIRCLED LATIN CAPITAL LETTER M -\\circledS " Ⓢ : CIRCLED LATIN CAPITAL LETTER S -\\dshfnc " ┆ : BOX DRAWINGS LIGHT TRIPLE DASH VERTICAL / FORMS LIGHT TRIPLE DASH VERTICAL -\\sqfnw " ┙ : BOX DRAWINGS UP LIGHT AND LEFT HEAVY / FORMS UP LIGHT AND LEFT HEAVY -\\diagup " ╱ : BOX DRAWINGS LIGHT DIAGONAL UPPER RIGHT TO LOWER LEFT / FORMS LIGHT DIAGONAL UPPER RIGHT TO LOWER LEFT -\\diagdown " ╲ : BOX DRAWINGS LIGHT DIAGONAL UPPER LEFT TO LOWER RIGHT / FORMS LIGHT DIAGONAL UPPER LEFT TO LOWER RIGHT -\\blockuphalf " ▀ : UPPER HALF BLOCK -\\blocklowhalf " ▄ : LOWER HALF BLOCK -\\blockfull " █ : FULL BLOCK -\\blocklefthalf " ▌ : LEFT HALF BLOCK -\\blockrighthalf " ▐ : RIGHT HALF BLOCK -\\blockqtrshaded " ░ : LIGHT SHADE -\\blockhalfshaded " ▒ : MEDIUM SHADE -\\blockthreeqtrshaded " ▓ : DARK SHADE -\\blacksquare " ■ : BLACK SQUARE -\\square " □ : WHITE SQUARE -\\squoval " ▢ : WHITE SQUARE WITH ROUNDED CORNERS -\\blackinwhitesquare " ▣ : WHITE SQUARE CONTAINING BLACK SMALL SQUARE -\\squarehfill " ▤ : SQUARE WITH HORIZONTAL FILL -\\squarevfill " ▥ : SQUARE WITH VERTICAL FILL -\\squarehvfill " ▦ : SQUARE WITH ORTHOGONAL CROSSHATCH FILL -\\squarenwsefill " ▧ : SQUARE WITH UPPER LEFT TO LOWER RIGHT FILL -\\squareneswfill " ▨ : SQUARE WITH UPPER RIGHT TO LOWER LEFT FILL -\\squarecrossfill " ▩ : SQUARE WITH DIAGONAL CROSSHATCH FILL -\\smblksquare " ▪ : BLACK SMALL SQUARE -\\:black_small_square: " ▪ : BLACK SMALL SQUARE -\\:white_small_square: " ▫ : WHITE SMALL SQUARE -\\smwhtsquare " ▫ : WHITE SMALL SQUARE -\\hrectangleblack " ▬ : BLACK RECTANGLE -\\hrectangle " ▭ : WHITE RECTANGLE -\\vrectangleblack " ▮ : BLACK VERTICAL RECTANGLE -\\vrecto " ▯ : WHITE VERTICAL RECTANGLE -\\parallelogramblack " ▰ : BLACK PARALLELOGRAM -\\parallelogram " ▱ : WHITE PARALLELOGRAM -\\bigblacktriangleup " ▲ : BLACK UP-POINTING TRIANGLE / BLACK UP POINTING TRIANGLE -\\bigtriangleup " △ : WHITE UP-POINTING TRIANGLE / WHITE UP POINTING TRIANGLE -\\blacktriangle " ▴ : BLACK UP-POINTING SMALL TRIANGLE / BLACK UP POINTING SMALL TRIANGLE -\\vartriangle " ▵ : WHITE UP-POINTING SMALL TRIANGLE / WHITE UP POINTING SMALL TRIANGLE -\\:arrow_forward: " ▶ : BLACK RIGHT-POINTING TRIANGLE / BLACK RIGHT POINTING TRIANGLE -\\blacktriangleright " ▶ : BLACK RIGHT-POINTING TRIANGLE / BLACK RIGHT POINTING TRIANGLE -\\triangleright " ▷ : WHITE RIGHT-POINTING TRIANGLE / WHITE RIGHT POINTING TRIANGLE -\\smallblacktriangleright " ▸ : BLACK RIGHT-POINTING SMALL TRIANGLE / BLACK RIGHT POINTING SMALL TRIANGLE -\\smalltriangleright " ▹ : WHITE RIGHT-POINTING SMALL TRIANGLE / WHITE RIGHT POINTING SMALL TRIANGLE -\\blackpointerright " ► : BLACK RIGHT-POINTING POINTER / BLACK RIGHT POINTING POINTER -\\whitepointerright " ▻ : WHITE RIGHT-POINTING POINTER / WHITE RIGHT POINTING POINTER -\\bigblacktriangledown " ▼ : BLACK DOWN-POINTING TRIANGLE / BLACK DOWN POINTING TRIANGLE -\\bigtriangledown " ▽ : WHITE DOWN-POINTING TRIANGLE / WHITE DOWN POINTING TRIANGLE -\\blacktriangledown " ▾ : BLACK DOWN-POINTING SMALL TRIANGLE / BLACK DOWN POINTING SMALL TRIANGLE -\\triangledown " ▿ : WHITE DOWN-POINTING SMALL TRIANGLE / WHITE DOWN POINTING SMALL TRIANGLE -\\blacktriangleleft " ◀ : BLACK LEFT-POINTING TRIANGLE / BLACK LEFT POINTING TRIANGLE -\\:arrow_backward: " ◀ : BLACK LEFT-POINTING TRIANGLE / BLACK LEFT POINTING TRIANGLE -\\triangleleft " ◁ : WHITE LEFT-POINTING TRIANGLE / WHITE LEFT POINTING TRIANGLE -\\smallblacktriangleleft " ◂ : BLACK LEFT-POINTING SMALL TRIANGLE / BLACK LEFT POINTING SMALL TRIANGLE -\\smalltriangleleft " ◃ : WHITE LEFT-POINTING SMALL TRIANGLE / WHITE LEFT POINTING SMALL TRIANGLE -\\blackpointerleft " ◄ : BLACK LEFT-POINTING POINTER / BLACK LEFT POINTING POINTER -\\whitepointerleft " ◅ : WHITE LEFT-POINTING POINTER / WHITE LEFT POINTING POINTER -\\mdlgblkdiamond " ◆ : BLACK DIAMOND -\\mdlgwhtdiamond " ◇ : WHITE DIAMOND -\\blackinwhitediamond " ◈ : WHITE DIAMOND CONTAINING BLACK SMALL DIAMOND -\\fisheye " ◉ : FISHEYE -\\lozenge " ◊ : LOZENGE -\\bigcirc " ○ : WHITE CIRCLE -\\dottedcircle " ◌ : DOTTED CIRCLE -\\circlevertfill " ◍ : CIRCLE WITH VERTICAL FILL -\\bullseye " ◎ : BULLSEYE -\\mdlgblkcircle " ● : BLACK CIRCLE -\\cirfl " ◐ : CIRCLE WITH LEFT HALF BLACK -\\cirfr " ◑ : CIRCLE WITH RIGHT HALF BLACK -\\cirfb " ◒ : CIRCLE WITH LOWER HALF BLACK -\\circletophalfblack " ◓ : CIRCLE WITH UPPER HALF BLACK -\\circleurquadblack " ◔ : CIRCLE WITH UPPER RIGHT QUADRANT BLACK -\\blackcircleulquadwhite " ◕ : CIRCLE WITH ALL BUT UPPER LEFT QUADRANT BLACK -\\blacklefthalfcircle " ◖ : LEFT HALF BLACK CIRCLE -\\blackrighthalfcircle " ◗ : RIGHT HALF BLACK CIRCLE -\\rvbull " ◘ : INVERSE BULLET -\\inversewhitecircle " ◙ : INVERSE WHITE CIRCLE -\\invwhiteupperhalfcircle " ◚ : UPPER HALF INVERSE WHITE CIRCLE -\\invwhitelowerhalfcircle " ◛ : LOWER HALF INVERSE WHITE CIRCLE -\\ularc " ◜ : UPPER LEFT QUADRANT CIRCULAR ARC -\\urarc " ◝ : UPPER RIGHT QUADRANT CIRCULAR ARC -\\lrarc " ◞ : LOWER RIGHT QUADRANT CIRCULAR ARC -\\llarc " ◟ : LOWER LEFT QUADRANT CIRCULAR ARC -\\topsemicircle " ◠ : UPPER HALF CIRCLE -\\botsemicircle " ◡ : LOWER HALF CIRCLE -\\lrblacktriangle " ◢ : BLACK LOWER RIGHT TRIANGLE -\\llblacktriangle " ◣ : BLACK LOWER LEFT TRIANGLE -\\ulblacktriangle " ◤ : BLACK UPPER LEFT TRIANGLE -\\urblacktriangle " ◥ : BLACK UPPER RIGHT TRIANGLE -\\smwhtcircle " ◦ : WHITE BULLET -\\sqfl " ◧ : SQUARE WITH LEFT HALF BLACK -\\sqfr " ◨ : SQUARE WITH RIGHT HALF BLACK -\\squareulblack " ◩ : SQUARE WITH UPPER LEFT DIAGONAL HALF BLACK -\\sqfse " ◪ : SQUARE WITH LOWER RIGHT DIAGONAL HALF BLACK -\\boxbar " ◫ : WHITE SQUARE WITH VERTICAL BISECTING LINE -\\trianglecdot " ◬ : WHITE UP-POINTING TRIANGLE WITH DOT / WHITE UP POINTING TRIANGLE WITH DOT -\\triangleleftblack " ◭ : UP-POINTING TRIANGLE WITH LEFT HALF BLACK / UP POINTING TRIANGLE WITH LEFT HALF BLACK -\\trianglerightblack " ◮ : UP-POINTING TRIANGLE WITH RIGHT HALF BLACK / UP POINTING TRIANGLE WITH RIGHT HALF BLACK -\\lgwhtcircle " ◯ : LARGE CIRCLE -\\squareulquad " ◰ : WHITE SQUARE WITH UPPER LEFT QUADRANT -\\squarellquad " ◱ : WHITE SQUARE WITH LOWER LEFT QUADRANT -\\squarelrquad " ◲ : WHITE SQUARE WITH LOWER RIGHT QUADRANT -\\squareurquad " ◳ : WHITE SQUARE WITH UPPER RIGHT QUADRANT -\\circleulquad " ◴ : WHITE CIRCLE WITH UPPER LEFT QUADRANT -\\circlellquad " ◵ : WHITE CIRCLE WITH LOWER LEFT QUADRANT -\\circlelrquad " ◶ : WHITE CIRCLE WITH LOWER RIGHT QUADRANT -\\circleurquad " ◷ : WHITE CIRCLE WITH UPPER RIGHT QUADRANT -\\ultriangle " ◸ : UPPER LEFT TRIANGLE -\\urtriangle " ◹ : UPPER RIGHT TRIANGLE -\\lltriangle " ◺ : LOWER LEFT TRIANGLE -\\mdwhtsquare " ◻ : WHITE MEDIUM SQUARE -\\:white_medium_square: " ◻ : WHITE MEDIUM SQUARE -\\:black_medium_square: " ◼ : BLACK MEDIUM SQUARE -\\mdblksquare " ◼ : BLACK MEDIUM SQUARE -\\:white_medium_small_square: " ◽ : WHITE MEDIUM SMALL SQUARE -\\mdsmwhtsquare " ◽ : WHITE MEDIUM SMALL SQUARE -\\mdsmblksquare " ◾ : BLACK MEDIUM SMALL SQUARE -\\:black_medium_small_square: " ◾ : BLACK MEDIUM SMALL SQUARE -\\lrtriangle " ◿ : LOWER RIGHT TRIANGLE -\\:sunny: " ☀ : BLACK SUN WITH RAYS -\\:cloud: " ☁ : CLOUD -\\bigstar " ★ : BLACK STAR -\\bigwhitestar " ☆ : WHITE STAR -\\astrosun " ☉ : SUN -\\:phone: " ☎ : BLACK TELEPHONE -\\:ballot_box_with_check: " ☑ : BALLOT BOX WITH CHECK -\\:umbrella: " ☔ : UMBRELLA WITH RAIN DROPS -\\:coffee: " ☕ : HOT BEVERAGE -\\:point_up: " ☝ : WHITE UP POINTING INDEX -\\danger " ☡ : CAUTION SIGN -\\:relaxed: " ☺ : WHITE SMILING FACE -\\blacksmiley " ☻ : BLACK SMILING FACE -\\sun " ☼ : WHITE SUN WITH RAYS -\\rightmoon " ☽ : FIRST QUARTER MOON -\\leftmoon " ☾ : LAST QUARTER MOON -\\mercury " ☿ : MERCURY -\\venus " ♀ : FEMALE SIGN -\\female " ♀ : FEMALE SIGN -\\male " ♂ : MALE SIGN -\\mars " ♂ : MALE SIGN -\\jupiter " ♃ : JUPITER -\\saturn " ♄ : SATURN -\\uranus " ♅ : URANUS -\\neptune " ♆ : NEPTUNE -\\pluto " ♇ : PLUTO -\\:aries: " ♈ : ARIES -\\aries " ♈ : ARIES -\\:taurus: " ♉ : TAURUS -\\taurus " ♉ : TAURUS -\\:gemini: " ♊ : GEMINI -\\gemini " ♊ : GEMINI -\\:cancer: " ♋ : CANCER -\\cancer " ♋ : CANCER -\\leo " ♌ : LEO -\\:leo: " ♌ : LEO -\\:virgo: " ♍ : VIRGO -\\virgo " ♍ : VIRGO -\\:libra: " ♎ : LIBRA -\\libra " ♎ : LIBRA -\\scorpio " ♏ : SCORPIUS -\\:scorpius: " ♏ : SCORPIUS -\\sagittarius " ♐ : SAGITTARIUS -\\:sagittarius: " ♐ : SAGITTARIUS -\\capricornus " ♑ : CAPRICORN -\\:capricorn: " ♑ : CAPRICORN -\\aquarius " ♒ : AQUARIUS -\\:aquarius: " ♒ : AQUARIUS -\\pisces " ♓ : PISCES -\\:pisces: " ♓ : PISCES -\\spadesuit " ♠ : BLACK SPADE SUIT -\\:spades: " ♠ : BLACK SPADE SUIT -\\heartsuit " ♡ : WHITE HEART SUIT -\\diamondsuit " ♢ : WHITE DIAMOND SUIT -\\:clubs: " ♣ : BLACK CLUB SUIT -\\clubsuit " ♣ : BLACK CLUB SUIT -\\varspadesuit " ♤ : WHITE SPADE SUIT -\\varheartsuit " ♥ : BLACK HEART SUIT -\\:hearts: " ♥ : BLACK HEART SUIT -\\vardiamondsuit " ♦ : BLACK DIAMOND SUIT -\\:diamonds: " ♦ : BLACK DIAMOND SUIT -\\varclubsuit " ♧ : WHITE CLUB SUIT -\\:hotsprings: " ♨ : HOT SPRINGS -\\quarternote " ♩ : QUARTER NOTE -\\eighthnote " ♪ : EIGHTH NOTE -\\twonotes " ♫ : BEAMED EIGHTH NOTES / BARRED EIGHTH NOTES -\\flat " ♭ : MUSIC FLAT SIGN / FLAT -\\natural " ♮ : MUSIC NATURAL SIGN / NATURAL -\\sharp " ♯ : MUSIC SHARP SIGN / SHARP -\\:recycle: " ♻ : BLACK UNIVERSAL RECYCLING SYMBOL -\\acidfree " ♾ : PERMANENT PAPER SIGN -\\:wheelchair: " ♿ : WHEELCHAIR SYMBOL -\\dicei " ⚀ : DIE FACE-1 -\\diceii " ⚁ : DIE FACE-2 -\\diceiii " ⚂ : DIE FACE-3 -\\diceiv " ⚃ : DIE FACE-4 -\\dicev " ⚄ : DIE FACE-5 -\\dicevi " ⚅ : DIE FACE-6 -\\circledrightdot " ⚆ : WHITE CIRCLE WITH DOT RIGHT -\\circledtwodots " ⚇ : WHITE CIRCLE WITH TWO DOTS -\\blackcircledrightdot " ⚈ : BLACK CIRCLE WITH WHITE DOT RIGHT -\\blackcircledtwodots " ⚉ : BLACK CIRCLE WITH TWO WHITE DOTS -\\:anchor: " ⚓ : ANCHOR -\\:warning: " ⚠ : WARNING SIGN -\\:zap: " ⚡ : HIGH VOLTAGE SIGN -\\hermaphrodite " ⚥ : MALE AND FEMALE SIGN -\\:white_circle: " ⚪ : MEDIUM WHITE CIRCLE -\\mdwhtcircle " ⚪ : MEDIUM WHITE CIRCLE -\\mdblkcircle " ⚫ : MEDIUM BLACK CIRCLE -\\:black_circle: " ⚫ : MEDIUM BLACK CIRCLE -\\mdsmwhtcircle " ⚬ : MEDIUM SMALL WHITE CIRCLE -\\neuter " ⚲ : NEUTER -\\:soccer: " ⚽ : SOCCER BALL -\\:baseball: " ⚾ : BASEBALL -\\:snowman: " ⛄ : SNOWMAN WITHOUT SNOW -\\:partly_sunny: " ⛅ : SUN BEHIND CLOUD -\\:ophiuchus: " ⛎ : OPHIUCHUS -\\:no_entry: " ⛔ : NO ENTRY -\\:church: " ⛪ : CHURCH -\\:fountain: " ⛲ : FOUNTAIN -\\:golf: " ⛳ : FLAG IN HOLE -\\:boat: " ⛵ : SAILBOAT -\\:tent: " ⛺ : TENT -\\:fuelpump: " ⛽ : FUEL PUMP -\\:scissors: " ✂ : BLACK SCISSORS -\\:white_check_mark: " ✅ : WHITE HEAVY CHECK MARK -\\:airplane: " ✈ : AIRPLANE -\\:email: " ✉ : ENVELOPE -\\:fist: " ✊ : RAISED FIST -\\:hand: " ✋ : RAISED HAND -\\:v: " ✌ : VICTORY HAND -\\:pencil2: " ✏ : PENCIL -\\:black_nib: " ✒ : BLACK NIB -\\checkmark " ✓ : CHECK MARK -\\:heavy_check_mark: " ✔ : HEAVY CHECK MARK -\\:heavy_multiplication_x: " ✖ : HEAVY MULTIPLICATION X -\\maltese " ✠ : MALTESE CROSS -\\:sparkles: " ✨ : SPARKLES -\\circledstar " ✪ : CIRCLED WHITE STAR -\\:eight_spoked_asterisk: " ✳ : EIGHT SPOKED ASTERISK -\\:eight_pointed_black_star: " ✴ : EIGHT POINTED BLACK STAR -\\varstar " ✶ : SIX POINTED BLACK STAR -\\dingasterisk " ✽ : HEAVY TEARDROP-SPOKED ASTERISK -\\:snowflake: " ❄ : SNOWFLAKE -\\:sparkle: " ❇ : SPARKLE -\\:x: " ❌ : CROSS MARK -\\:negative_squared_cross_mark: " ❎ : NEGATIVE SQUARED CROSS MARK -\\:question: " ❓ : BLACK QUESTION MARK ORNAMENT -\\:grey_question: " ❔ : WHITE QUESTION MARK ORNAMENT -\\:grey_exclamation: " ❕ : WHITE EXCLAMATION MARK ORNAMENT -\\:exclamation: " ❗ : HEAVY EXCLAMATION MARK SYMBOL -\\:heart: " ❤ : HEAVY BLACK HEART -\\:heavy_plus_sign: " ➕ : HEAVY PLUS SIGN -\\:heavy_minus_sign: " ➖ : HEAVY MINUS SIGN -\\:heavy_division_sign: " ➗ : HEAVY DIVISION SIGN -\\draftingarrow " ➛ : DRAFTING POINT RIGHTWARDS ARROW / DRAFTING POINT RIGHT ARROW -\\:arrow_right: " ➡ : BLACK RIGHTWARDS ARROW / BLACK RIGHT ARROW -\\:curly_loop: " ➰ : CURLY LOOP -\\:loop: " ➿ : DOUBLE CURLY LOOP -\\threedangle " ⟀ : THREE DIMENSIONAL ANGLE -\\whiteinwhitetriangle " ⟁ : WHITE TRIANGLE CONTAINING SMALL WHITE TRIANGLE -\\perp " ⟂ : PERPENDICULAR -\\bsolhsub " ⟈ : REVERSE SOLIDUS PRECEDING SUBSET -\\suphsol " ⟉ : SUPERSET PRECEDING SOLIDUS -\\wedgedot " ⟑ : AND WITH DOT -\\upin " ⟒ : ELEMENT OF OPENING UPWARDS -\\leftouterjoin " ⟕ : LEFT OUTER JOIN -\\rightouterjoin " ⟖ : RIGHT OUTER JOIN -\\fullouterjoin " ⟗ : FULL OUTER JOIN -\\bigbot " ⟘ : LARGE UP TACK -\\bigtop " ⟙ : LARGE DOWN TACK -\\openbracketleft " ⟦ : MATHEMATICAL LEFT WHITE SQUARE BRACKET -\\llbracket " ⟦ : MATHEMATICAL LEFT WHITE SQUARE BRACKET -\\openbracketright " ⟧ : MATHEMATICAL RIGHT WHITE SQUARE BRACKET -\\rrbracket " ⟧ : MATHEMATICAL RIGHT WHITE SQUARE BRACKET -\\langle " ⟨ : MATHEMATICAL LEFT ANGLE BRACKET -\\rangle " ⟩ : MATHEMATICAL RIGHT ANGLE BRACKET -\\UUparrow " ⟰ : UPWARDS QUADRUPLE ARROW -\\DDownarrow " ⟱ : DOWNWARDS QUADRUPLE ARROW -\\longleftarrow " ⟵ : LONG LEFTWARDS ARROW -\\longrightarrow " ⟶ : LONG RIGHTWARDS ARROW -\\longleftrightarrow " ⟷ : LONG LEFT RIGHT ARROW -\\impliedby " ⟸ : LONG LEFTWARDS DOUBLE ARROW -\\Longleftarrow " ⟸ : LONG LEFTWARDS DOUBLE ARROW -\\implies " ⟹ : LONG RIGHTWARDS DOUBLE ARROW -\\Longrightarrow " ⟹ : LONG RIGHTWARDS DOUBLE ARROW -\\iff " ⟺ : LONG LEFT RIGHT DOUBLE ARROW -\\Longleftrightarrow " ⟺ : LONG LEFT RIGHT DOUBLE ARROW -\\longmapsfrom " ⟻ : LONG LEFTWARDS ARROW FROM BAR -\\longmapsto " ⟼ : LONG RIGHTWARDS ARROW FROM BAR -\\Longmapsfrom " ⟽ : LONG LEFTWARDS DOUBLE ARROW FROM BAR -\\Longmapsto " ⟾ : LONG RIGHTWARDS DOUBLE ARROW FROM BAR -\\longrightsquigarrow " ⟿ : LONG RIGHTWARDS SQUIGGLE ARROW -\\nvtwoheadrightarrow " ⤀ : RIGHTWARDS TWO-HEADED ARROW WITH VERTICAL STROKE -\\nVtwoheadrightarrow " ⤁ : RIGHTWARDS TWO-HEADED ARROW WITH DOUBLE VERTICAL STROKE -\\nvLeftarrow " ⤂ : LEFTWARDS DOUBLE ARROW WITH VERTICAL STROKE -\\nvRightarrow " ⤃ : RIGHTWARDS DOUBLE ARROW WITH VERTICAL STROKE -\\nvLeftrightarrow " ⤄ : LEFT RIGHT DOUBLE ARROW WITH VERTICAL STROKE -\\twoheadmapsto " ⤅ : RIGHTWARDS TWO-HEADED ARROW FROM BAR -\\Mapsfrom " ⤆ : LEFTWARDS DOUBLE ARROW FROM BAR -\\Mapsto " ⤇ : RIGHTWARDS DOUBLE ARROW FROM BAR -\\downarrowbarred " ⤈ : DOWNWARDS ARROW WITH HORIZONTAL STROKE -\\uparrowbarred " ⤉ : UPWARDS ARROW WITH HORIZONTAL STROKE -\\Uuparrow " ⤊ : UPWARDS TRIPLE ARROW -\\Ddownarrow " ⤋ : DOWNWARDS TRIPLE ARROW -\\leftbkarrow " ⤌ : LEFTWARDS DOUBLE DASH ARROW -\\bkarow " ⤍ : RIGHTWARDS DOUBLE DASH ARROW -\\leftdbkarrow " ⤎ : LEFTWARDS TRIPLE DASH ARROW -\\dbkarow " ⤏ : RIGHTWARDS TRIPLE DASH ARROW -\\drbkarrow " ⤐ : RIGHTWARDS TWO-HEADED TRIPLE DASH ARROW -\\rightdotarrow " ⤑ : RIGHTWARDS ARROW WITH DOTTED STEM -\\UpArrowBar " ⤒ : UPWARDS ARROW TO BAR -\\DownArrowBar " ⤓ : DOWNWARDS ARROW TO BAR -\\nvrightarrowtail " ⤔ : RIGHTWARDS ARROW WITH TAIL WITH VERTICAL STROKE -\\nVrightarrowtail " ⤕ : RIGHTWARDS ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE -\\twoheadrightarrowtail " ⤖ : RIGHTWARDS TWO-HEADED ARROW WITH TAIL -\\nvtwoheadrightarrowtail " ⤗ : RIGHTWARDS TWO-HEADED ARROW WITH TAIL WITH VERTICAL STROKE -\\nVtwoheadrightarrowtail " ⤘ : RIGHTWARDS TWO-HEADED ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE -\\diamondleftarrow " ⤝ : LEFTWARDS ARROW TO BLACK DIAMOND -\\rightarrowdiamond " ⤞ : RIGHTWARDS ARROW TO BLACK DIAMOND -\\diamondleftarrowbar " ⤟ : LEFTWARDS ARROW FROM BAR TO BLACK DIAMOND -\\barrightarrowdiamond " ⤠ : RIGHTWARDS ARROW FROM BAR TO BLACK DIAMOND -\\hksearow " ⤥ : SOUTH EAST ARROW WITH HOOK -\\hkswarow " ⤦ : SOUTH WEST ARROW WITH HOOK -\\tona " ⤧ : NORTH WEST ARROW AND NORTH EAST ARROW -\\toea " ⤨ : NORTH EAST ARROW AND SOUTH EAST ARROW -\\tosa " ⤩ : SOUTH EAST ARROW AND SOUTH WEST ARROW -\\towa " ⤪ : SOUTH WEST ARROW AND NORTH WEST ARROW -\\rdiagovfdiag " ⤫ : RISING DIAGONAL CROSSING FALLING DIAGONAL -\\fdiagovrdiag " ⤬ : FALLING DIAGONAL CROSSING RISING DIAGONAL -\\seovnearrow " ⤭ : SOUTH EAST ARROW CROSSING NORTH EAST ARROW -\\neovsearrow " ⤮ : NORTH EAST ARROW CROSSING SOUTH EAST ARROW -\\fdiagovnearrow " ⤯ : FALLING DIAGONAL CROSSING NORTH EAST ARROW -\\rdiagovsearrow " ⤰ : RISING DIAGONAL CROSSING SOUTH EAST ARROW -\\neovnwarrow " ⤱ : NORTH EAST ARROW CROSSING NORTH WEST ARROW -\\nwovnearrow " ⤲ : NORTH WEST ARROW CROSSING NORTH EAST ARROW -\\:arrow_heading_up: " ⤴ : ARROW POINTING RIGHTWARDS THEN CURVING UPWARDS -\\:arrow_heading_down: " ⤵ : ARROW POINTING RIGHTWARDS THEN CURVING DOWNWARDS -\\Rlarr " ⥂ : RIGHTWARDS ARROW ABOVE SHORT LEFTWARDS ARROW -\\rLarr " ⥄ : SHORT RIGHTWARDS ARROW ABOVE LEFTWARDS ARROW -\\rightarrowplus " ⥅ : RIGHTWARDS ARROW WITH PLUS BELOW -\\leftarrowplus " ⥆ : LEFTWARDS ARROW WITH PLUS BELOW -\\rarrx " ⥇ : RIGHTWARDS ARROW THROUGH X -\\leftrightarrowcircle " ⥈ : LEFT RIGHT ARROW THROUGH SMALL CIRCLE -\\twoheaduparrowcircle " ⥉ : UPWARDS TWO-HEADED ARROW FROM SMALL CIRCLE -\\leftrightharpoonupdown " ⥊ : LEFT BARB UP RIGHT BARB DOWN HARPOON -\\leftrightharpoondownup " ⥋ : LEFT BARB DOWN RIGHT BARB UP HARPOON -\\updownharpoonrightleft " ⥌ : UP BARB RIGHT DOWN BARB LEFT HARPOON -\\updownharpoonleftright " ⥍ : UP BARB LEFT DOWN BARB RIGHT HARPOON -\\LeftRightVector " ⥎ : LEFT BARB UP RIGHT BARB UP HARPOON -\\RightUpDownVector " ⥏ : UP BARB RIGHT DOWN BARB RIGHT HARPOON -\\DownLeftRightVector " ⥐ : LEFT BARB DOWN RIGHT BARB DOWN HARPOON -\\LeftUpDownVector " ⥑ : UP BARB LEFT DOWN BARB LEFT HARPOON -\\LeftVectorBar " ⥒ : LEFTWARDS HARPOON WITH BARB UP TO BAR -\\RightVectorBar " ⥓ : RIGHTWARDS HARPOON WITH BARB UP TO BAR -\\RightUpVectorBar " ⥔ : UPWARDS HARPOON WITH BARB RIGHT TO BAR -\\RightDownVectorBar " ⥕ : DOWNWARDS HARPOON WITH BARB RIGHT TO BAR -\\DownLeftVectorBar " ⥖ : LEFTWARDS HARPOON WITH BARB DOWN TO BAR -\\DownRightVectorBar " ⥗ : RIGHTWARDS HARPOON WITH BARB DOWN TO BAR -\\LeftUpVectorBar " ⥘ : UPWARDS HARPOON WITH BARB LEFT TO BAR -\\LeftDownVectorBar " ⥙ : DOWNWARDS HARPOON WITH BARB LEFT TO BAR -\\LeftTeeVector " ⥚ : LEFTWARDS HARPOON WITH BARB UP FROM BAR -\\RightTeeVector " ⥛ : RIGHTWARDS HARPOON WITH BARB UP FROM BAR -\\RightUpTeeVector " ⥜ : UPWARDS HARPOON WITH BARB RIGHT FROM BAR -\\RightDownTeeVector " ⥝ : DOWNWARDS HARPOON WITH BARB RIGHT FROM BAR -\\DownLeftTeeVector " ⥞ : LEFTWARDS HARPOON WITH BARB DOWN FROM BAR -\\DownRightTeeVector " ⥟ : RIGHTWARDS HARPOON WITH BARB DOWN FROM BAR -\\LeftUpTeeVector " ⥠ : UPWARDS HARPOON WITH BARB LEFT FROM BAR -\\LeftDownTeeVector " ⥡ : DOWNWARDS HARPOON WITH BARB LEFT FROM BAR -\\leftharpoonsupdown " ⥢ : LEFTWARDS HARPOON WITH BARB UP ABOVE LEFTWARDS HARPOON WITH BARB DOWN -\\upharpoonsleftright " ⥣ : UPWARDS HARPOON WITH BARB LEFT BESIDE UPWARDS HARPOON WITH BARB RIGHT -\\rightharpoonsupdown " ⥤ : RIGHTWARDS HARPOON WITH BARB UP ABOVE RIGHTWARDS HARPOON WITH BARB DOWN -\\downharpoonsleftright " ⥥ : DOWNWARDS HARPOON WITH BARB LEFT BESIDE DOWNWARDS HARPOON WITH BARB RIGHT -\\leftrightharpoonsup " ⥦ : LEFTWARDS HARPOON WITH BARB UP ABOVE RIGHTWARDS HARPOON WITH BARB UP -\\leftrightharpoonsdown " ⥧ : LEFTWARDS HARPOON WITH BARB DOWN ABOVE RIGHTWARDS HARPOON WITH BARB DOWN -\\rightleftharpoonsup " ⥨ : RIGHTWARDS HARPOON WITH BARB UP ABOVE LEFTWARDS HARPOON WITH BARB UP -\\rightleftharpoonsdown " ⥩ : RIGHTWARDS HARPOON WITH BARB DOWN ABOVE LEFTWARDS HARPOON WITH BARB DOWN -\\leftharpoonupdash " ⥪ : LEFTWARDS HARPOON WITH BARB UP ABOVE LONG DASH -\\dashleftharpoondown " ⥫ : LEFTWARDS HARPOON WITH BARB DOWN BELOW LONG DASH -\\rightharpoonupdash " ⥬ : RIGHTWARDS HARPOON WITH BARB UP ABOVE LONG DASH -\\dashrightharpoondown " ⥭ : RIGHTWARDS HARPOON WITH BARB DOWN BELOW LONG DASH -\\UpEquilibrium " ⥮ : UPWARDS HARPOON WITH BARB LEFT BESIDE DOWNWARDS HARPOON WITH BARB RIGHT -\\ReverseUpEquilibrium " ⥯ : DOWNWARDS HARPOON WITH BARB LEFT BESIDE UPWARDS HARPOON WITH BARB RIGHT -\\RoundImplies " ⥰ : RIGHT DOUBLE ARROW WITH ROUNDED HEAD -\\Vvert " ⦀ : TRIPLE VERTICAL BAR DELIMITER -\\Elroang " ⦆ : RIGHT WHITE PARENTHESIS -\\ddfnc " ⦙ : DOTTED FENCE -\\measuredangleleft " ⦛ : MEASURED ANGLE OPENING LEFT -\\Angle " ⦜ : RIGHT ANGLE VARIANT WITH SQUARE -\\rightanglemdot " ⦝ : MEASURED RIGHT ANGLE WITH DOT -\\angles " ⦞ : ANGLE WITH S INSIDE -\\angdnr " ⦟ : ACUTE ANGLE -\\lpargt " ⦠ : SPHERICAL ANGLE OPENING LEFT -\\sphericalangleup " ⦡ : SPHERICAL ANGLE OPENING UP -\\turnangle " ⦢ : TURNED ANGLE -\\revangle " ⦣ : REVERSED ANGLE -\\angleubar " ⦤ : ANGLE WITH UNDERBAR -\\revangleubar " ⦥ : REVERSED ANGLE WITH UNDERBAR -\\wideangledown " ⦦ : OBLIQUE ANGLE OPENING UP -\\wideangleup " ⦧ : OBLIQUE ANGLE OPENING DOWN -\\measanglerutone " ⦨ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING UP AND RIGHT -\\measanglelutonw " ⦩ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING UP AND LEFT -\\measanglerdtose " ⦪ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING DOWN AND RIGHT -\\measangleldtosw " ⦫ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING DOWN AND LEFT -\\measangleurtone " ⦬ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING RIGHT AND UP -\\measangleultonw " ⦭ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING LEFT AND UP -\\measangledrtose " ⦮ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING RIGHT AND DOWN -\\measangledltosw " ⦯ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING LEFT AND DOWN -\\revemptyset " ⦰ : REVERSED EMPTY SET -\\emptysetobar " ⦱ : EMPTY SET WITH OVERBAR -\\emptysetocirc " ⦲ : EMPTY SET WITH SMALL CIRCLE ABOVE -\\emptysetoarr " ⦳ : EMPTY SET WITH RIGHT ARROW ABOVE -\\emptysetoarrl " ⦴ : EMPTY SET WITH LEFT ARROW ABOVE -\\circledparallel " ⦷ : CIRCLED PARALLEL -\\obslash " ⦸ : CIRCLED REVERSE SOLIDUS -\\odotslashdot " ⦼ : CIRCLED ANTICLOCKWISE-ROTATED DIVISION SIGN -\\circledwhitebullet " ⦾ : CIRCLED WHITE BULLET -\\circledbullet " ⦿ : CIRCLED BULLET -\\olessthan " ⧀ : CIRCLED LESS-THAN -\\ogreaterthan " ⧁ : CIRCLED GREATER-THAN -\\boxdiag " ⧄ : SQUARED RISING DIAGONAL SLASH -\\boxbslash " ⧅ : SQUARED FALLING DIAGONAL SLASH -\\boxast " ⧆ : SQUARED ASTERISK -\\boxcircle " ⧇ : SQUARED SMALL CIRCLE -\\Lap " ⧊ : TRIANGLE WITH DOT ABOVE -\\defas " ⧋ : TRIANGLE WITH UNDERBAR -\\LeftTriangleBar " ⧏ : LEFT TRIANGLE BESIDE VERTICAL BAR -\\NotLeftTriangleBar " ⧏̸ : LEFT TRIANGLE BESIDE VERTICAL BAR + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\RightTriangleBar " ⧐ : VERTICAL BAR BESIDE RIGHT TRIANGLE -\\NotRightTriangleBar " ⧐̸ : VERTICAL BAR BESIDE RIGHT TRIANGLE + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\dualmap " ⧟ : DOUBLE-ENDED MULTIMAP -\\lrtriangleeq " ⧡ : INCREASES AS -\\shuffle " ⧢ : SHUFFLE PRODUCT -\\eparsl " ⧣ : EQUALS SIGN AND SLANTED PARALLEL -\\smeparsl " ⧤ : EQUALS SIGN AND SLANTED PARALLEL WITH TILDE ABOVE -\\eqvparsl " ⧥ : IDENTICAL TO AND SLANTED PARALLEL -\\blacklozenge " ⧫ : BLACK LOZENGE -\\RuleDelayed " ⧴ : RULE-DELAYED -\\dsol " ⧶ : SOLIDUS WITH OVERBAR -\\rsolbar " ⧷ : REVERSE SOLIDUS WITH HORIZONTAL STROKE -\\doubleplus " ⧺ : DOUBLE PLUS -\\tripleplus " ⧻ : TRIPLE PLUS -\\bigodot " ⨀ : N-ARY CIRCLED DOT OPERATOR -\\bigoplus " ⨁ : N-ARY CIRCLED PLUS OPERATOR -\\bigotimes " ⨂ : N-ARY CIRCLED TIMES OPERATOR -\\bigcupdot " ⨃ : N-ARY UNION OPERATOR WITH DOT -\\biguplus " ⨄ : N-ARY UNION OPERATOR WITH PLUS -\\bigsqcap " ⨅ : N-ARY SQUARE INTERSECTION OPERATOR -\\bigsqcup " ⨆ : N-ARY SQUARE UNION OPERATOR -\\conjquant " ⨇ : TWO LOGICAL AND OPERATOR -\\disjquant " ⨈ : TWO LOGICAL OR OPERATOR -\\bigtimes " ⨉ : N-ARY TIMES OPERATOR -\\modtwosum " ⨊ : MODULO TWO SUM -\\sumint " ⨋ : SUMMATION WITH INTEGRAL -\\iiiint " ⨌ : QUADRUPLE INTEGRAL OPERATOR -\\intbar " ⨍ : FINITE PART INTEGRAL -\\intBar " ⨎ : INTEGRAL WITH DOUBLE STROKE -\\clockoint " ⨏ : INTEGRAL AVERAGE WITH SLASH -\\cirfnint " ⨐ : CIRCULATION FUNCTION -\\awint " ⨑ : ANTICLOCKWISE INTEGRATION -\\rppolint " ⨒ : LINE INTEGRATION WITH RECTANGULAR PATH AROUND POLE -\\scpolint " ⨓ : LINE INTEGRATION WITH SEMICIRCULAR PATH AROUND POLE -\\npolint " ⨔ : LINE INTEGRATION NOT INCLUDING THE POLE -\\pointint " ⨕ : INTEGRAL AROUND A POINT OPERATOR -\\sqrint " ⨖ : QUATERNION INTEGRAL OPERATOR -\\intx " ⨘ : INTEGRAL WITH TIMES SIGN -\\intcap " ⨙ : INTEGRAL WITH INTERSECTION -\\intcup " ⨚ : INTEGRAL WITH UNION -\\upint " ⨛ : INTEGRAL WITH OVERBAR -\\lowint " ⨜ : INTEGRAL WITH UNDERBAR -\\join " ⨝ : JOIN -\\Join " ⨝ : JOIN -\\ringplus " ⨢ : PLUS SIGN WITH SMALL CIRCLE ABOVE -\\plushat " ⨣ : PLUS SIGN WITH CIRCUMFLEX ACCENT ABOVE -\\simplus " ⨤ : PLUS SIGN WITH TILDE ABOVE -\\plusdot " ⨥ : PLUS SIGN WITH DOT BELOW -\\plussim " ⨦ : PLUS SIGN WITH TILDE BELOW -\\plussubtwo " ⨧ : PLUS SIGN WITH SUBSCRIPT TWO -\\plustrif " ⨨ : PLUS SIGN WITH BLACK TRIANGLE -\\commaminus " ⨩ : MINUS SIGN WITH COMMA ABOVE -\\minusdot " ⨪ : MINUS SIGN WITH DOT BELOW -\\minusfdots " ⨫ : MINUS SIGN WITH FALLING DOTS -\\minusrdots " ⨬ : MINUS SIGN WITH RISING DOTS -\\opluslhrim " ⨭ : PLUS SIGN IN LEFT HALF CIRCLE -\\oplusrhrim " ⨮ : PLUS SIGN IN RIGHT HALF CIRCLE -\\Times " ⨯ : VECTOR OR CROSS PRODUCT -\\dottimes " ⨰ : MULTIPLICATION SIGN WITH DOT ABOVE -\\timesbar " ⨱ : MULTIPLICATION SIGN WITH UNDERBAR -\\btimes " ⨲ : SEMIDIRECT PRODUCT WITH BOTTOM CLOSED -\\smashtimes " ⨳ : SMASH PRODUCT -\\otimeslhrim " ⨴ : MULTIPLICATION SIGN IN LEFT HALF CIRCLE -\\otimesrhrim " ⨵ : MULTIPLICATION SIGN IN RIGHT HALF CIRCLE -\\otimeshat " ⨶ : CIRCLED MULTIPLICATION SIGN WITH CIRCUMFLEX ACCENT -\\Otimes " ⨷ : MULTIPLICATION SIGN IN DOUBLE CIRCLE -\\odiv " ⨸ : CIRCLED DIVISION SIGN -\\triangleplus " ⨹ : PLUS SIGN IN TRIANGLE -\\triangleminus " ⨺ : MINUS SIGN IN TRIANGLE -\\triangletimes " ⨻ : MULTIPLICATION SIGN IN TRIANGLE -\\intprod " ⨼ : INTERIOR PRODUCT -\\intprodr " ⨽ : RIGHTHAND INTERIOR PRODUCT -\\amalg " ⨿ : AMALGAMATION OR COPRODUCT -\\capdot " ⩀ : INTERSECTION WITH DOT -\\uminus " ⩁ : UNION WITH MINUS SIGN -\\barcup " ⩂ : UNION WITH OVERBAR -\\barcap " ⩃ : INTERSECTION WITH OVERBAR -\\capwedge " ⩄ : INTERSECTION WITH LOGICAL AND -\\cupvee " ⩅ : UNION WITH LOGICAL OR -\\twocups " ⩊ : UNION BESIDE AND JOINED WITH UNION -\\twocaps " ⩋ : INTERSECTION BESIDE AND JOINED WITH INTERSECTION -\\closedvarcup " ⩌ : CLOSED UNION WITH SERIFS -\\closedvarcap " ⩍ : CLOSED INTERSECTION WITH SERIFS -\\Sqcap " ⩎ : DOUBLE SQUARE INTERSECTION -\\Sqcup " ⩏ : DOUBLE SQUARE UNION -\\closedvarcupsmashprod " ⩐ : CLOSED UNION WITH SERIFS AND SMASH PRODUCT -\\wedgeodot " ⩑ : LOGICAL AND WITH DOT ABOVE -\\veeodot " ⩒ : LOGICAL OR WITH DOT ABOVE -\\And " ⩓ : DOUBLE LOGICAL AND -\\Or " ⩔ : DOUBLE LOGICAL OR -\\wedgeonwedge " ⩕ : TWO INTERSECTING LOGICAL AND -\\ElOr " ⩖ : TWO INTERSECTING LOGICAL OR -\\bigslopedvee " ⩗ : SLOPING LARGE OR -\\bigslopedwedge " ⩘ : SLOPING LARGE AND -\\wedgemidvert " ⩚ : LOGICAL AND WITH MIDDLE STEM -\\veemidvert " ⩛ : LOGICAL OR WITH MIDDLE STEM -\\midbarwedge " ⩜ : LOGICAL AND WITH HORIZONTAL DASH -\\midbarvee " ⩝ : LOGICAL OR WITH HORIZONTAL DASH -\\perspcorrespond " ⩞ : LOGICAL AND WITH DOUBLE OVERBAR -\\minhat " ⩟ : LOGICAL AND WITH UNDERBAR -\\wedgedoublebar " ⩠ : LOGICAL AND WITH DOUBLE UNDERBAR -\\varveebar " ⩡ : SMALL VEE WITH UNDERBAR -\\doublebarvee " ⩢ : LOGICAL OR WITH DOUBLE OVERBAR -\\veedoublebar " ⩣ : LOGICAL OR WITH DOUBLE UNDERBAR -\\eqdot " ⩦ : EQUALS SIGN WITH DOT BELOW -\\dotequiv " ⩧ : IDENTICAL WITH DOT ABOVE -\\dotsim " ⩪ : TILDE OPERATOR WITH DOT ABOVE -\\simrdots " ⩫ : TILDE OPERATOR WITH RISING DOTS -\\simminussim " ⩬ : SIMILAR MINUS SIMILAR -\\congdot " ⩭ : CONGRUENT WITH DOT ABOVE -\\asteq " ⩮ : EQUALS WITH ASTERISK -\\hatapprox " ⩯ : ALMOST EQUAL TO WITH CIRCUMFLEX ACCENT -\\approxeqq " ⩰ : APPROXIMATELY EQUAL OR EQUAL TO -\\eqqplus " ⩱ : EQUALS SIGN ABOVE PLUS SIGN -\\pluseqq " ⩲ : PLUS SIGN ABOVE EQUALS SIGN -\\eqqsim " ⩳ : EQUALS SIGN ABOVE TILDE OPERATOR -\\Coloneq " ⩴ : DOUBLE COLON EQUAL -\\Equal " ⩵ : TWO CONSECUTIVE EQUALS SIGNS -\\eqeqeq " ⩶ : THREE CONSECUTIVE EQUALS SIGNS -\\ddotseq " ⩷ : EQUALS SIGN WITH TWO DOTS ABOVE AND TWO DOTS BELOW -\\equivDD " ⩸ : EQUIVALENT WITH FOUR DOTS ABOVE -\\ltcir " ⩹ : LESS-THAN WITH CIRCLE INSIDE -\\gtcir " ⩺ : GREATER-THAN WITH CIRCLE INSIDE -\\ltquest " ⩻ : LESS-THAN WITH QUESTION MARK ABOVE -\\gtquest " ⩼ : GREATER-THAN WITH QUESTION MARK ABOVE -\\leqslant " ⩽ : LESS-THAN OR SLANTED EQUAL TO -\\nleqslant " ⩽̸ : LESS-THAN OR SLANTED EQUAL TO + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\geqslant " ⩾ : GREATER-THAN OR SLANTED EQUAL TO -\\ngeqslant " ⩾̸ : GREATER-THAN OR SLANTED EQUAL TO + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\lesdot " ⩿ : LESS-THAN OR SLANTED EQUAL TO WITH DOT INSIDE -\\gesdot " ⪀ : GREATER-THAN OR SLANTED EQUAL TO WITH DOT INSIDE -\\lesdoto " ⪁ : LESS-THAN OR SLANTED EQUAL TO WITH DOT ABOVE -\\gesdoto " ⪂ : GREATER-THAN OR SLANTED EQUAL TO WITH DOT ABOVE -\\lesdotor " ⪃ : LESS-THAN OR SLANTED EQUAL TO WITH DOT ABOVE RIGHT -\\gesdotol " ⪄ : GREATER-THAN OR SLANTED EQUAL TO WITH DOT ABOVE LEFT -\\lessapprox " ⪅ : LESS-THAN OR APPROXIMATE -\\gtrapprox " ⪆ : GREATER-THAN OR APPROXIMATE -\\lneq " ⪇ : LESS-THAN AND SINGLE-LINE NOT EQUAL TO -\\gneq " ⪈ : GREATER-THAN AND SINGLE-LINE NOT EQUAL TO -\\lnapprox " ⪉ : LESS-THAN AND NOT APPROXIMATE -\\gnapprox " ⪊ : GREATER-THAN AND NOT APPROXIMATE -\\lesseqqgtr " ⪋ : LESS-THAN ABOVE DOUBLE-LINE EQUAL ABOVE GREATER-THAN -\\gtreqqless " ⪌ : GREATER-THAN ABOVE DOUBLE-LINE EQUAL ABOVE LESS-THAN -\\lsime " ⪍ : LESS-THAN ABOVE SIMILAR OR EQUAL -\\gsime " ⪎ : GREATER-THAN ABOVE SIMILAR OR EQUAL -\\lsimg " ⪏ : LESS-THAN ABOVE SIMILAR ABOVE GREATER-THAN -\\gsiml " ⪐ : GREATER-THAN ABOVE SIMILAR ABOVE LESS-THAN -\\lgE " ⪑ : LESS-THAN ABOVE GREATER-THAN ABOVE DOUBLE-LINE EQUAL -\\glE " ⪒ : GREATER-THAN ABOVE LESS-THAN ABOVE DOUBLE-LINE EQUAL -\\lesges " ⪓ : LESS-THAN ABOVE SLANTED EQUAL ABOVE GREATER-THAN ABOVE SLANTED EQUAL -\\gesles " ⪔ : GREATER-THAN ABOVE SLANTED EQUAL ABOVE LESS-THAN ABOVE SLANTED EQUAL -\\eqslantless " ⪕ : SLANTED EQUAL TO OR LESS-THAN -\\eqslantgtr " ⪖ : SLANTED EQUAL TO OR GREATER-THAN -\\elsdot " ⪗ : SLANTED EQUAL TO OR LESS-THAN WITH DOT INSIDE -\\egsdot " ⪘ : SLANTED EQUAL TO OR GREATER-THAN WITH DOT INSIDE -\\eqqless " ⪙ : DOUBLE-LINE EQUAL TO OR LESS-THAN -\\eqqgtr " ⪚ : DOUBLE-LINE EQUAL TO OR GREATER-THAN -\\eqqslantless " ⪛ : DOUBLE-LINE SLANTED EQUAL TO OR LESS-THAN -\\eqqslantgtr " ⪜ : DOUBLE-LINE SLANTED EQUAL TO OR GREATER-THAN -\\simless " ⪝ : SIMILAR OR LESS-THAN -\\simgtr " ⪞ : SIMILAR OR GREATER-THAN -\\simlE " ⪟ : SIMILAR ABOVE LESS-THAN ABOVE EQUALS SIGN -\\simgE " ⪠ : SIMILAR ABOVE GREATER-THAN ABOVE EQUALS SIGN -\\NestedLessLess " ⪡ : DOUBLE NESTED LESS-THAN -\\NotNestedLessLess " ⪡̸ : DOUBLE NESTED LESS-THAN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\NestedGreaterGreater " ⪢ : DOUBLE NESTED GREATER-THAN -\\NotNestedGreaterGreater " ⪢̸ : DOUBLE NESTED GREATER-THAN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\partialmeetcontraction " ⪣ : DOUBLE NESTED LESS-THAN WITH UNDERBAR -\\glj " ⪤ : GREATER-THAN OVERLAPPING LESS-THAN -\\gla " ⪥ : GREATER-THAN BESIDE LESS-THAN -\\ltcc " ⪦ : LESS-THAN CLOSED BY CURVE -\\gtcc " ⪧ : GREATER-THAN CLOSED BY CURVE -\\lescc " ⪨ : LESS-THAN CLOSED BY CURVE ABOVE SLANTED EQUAL -\\gescc " ⪩ : GREATER-THAN CLOSED BY CURVE ABOVE SLANTED EQUAL -\\smt " ⪪ : SMALLER THAN -\\lat " ⪫ : LARGER THAN -\\smte " ⪬ : SMALLER THAN OR EQUAL TO -\\late " ⪭ : LARGER THAN OR EQUAL TO -\\bumpeqq " ⪮ : EQUALS SIGN WITH BUMPY ABOVE -\\preceq " ⪯ : PRECEDES ABOVE SINGLE-LINE EQUALS SIGN -\\npreceq " ⪯̸ : PRECEDES ABOVE SINGLE-LINE EQUALS SIGN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\succeq " ⪰ : SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN -\\nsucceq " ⪰̸ : SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\precneq " ⪱ : PRECEDES ABOVE SINGLE-LINE NOT EQUAL TO -\\succneq " ⪲ : SUCCEEDS ABOVE SINGLE-LINE NOT EQUAL TO -\\preceqq " ⪳ : PRECEDES ABOVE EQUALS SIGN -\\succeqq " ⪴ : SUCCEEDS ABOVE EQUALS SIGN -\\precneqq " ⪵ : PRECEDES ABOVE NOT EQUAL TO -\\succneqq " ⪶ : SUCCEEDS ABOVE NOT EQUAL TO -\\precapprox " ⪷ : PRECEDES ABOVE ALMOST EQUAL TO -\\succapprox " ⪸ : SUCCEEDS ABOVE ALMOST EQUAL TO -\\precnapprox " ⪹ : PRECEDES ABOVE NOT ALMOST EQUAL TO -\\succnapprox " ⪺ : SUCCEEDS ABOVE NOT ALMOST EQUAL TO -\\Prec " ⪻ : DOUBLE PRECEDES -\\Succ " ⪼ : DOUBLE SUCCEEDS -\\subsetdot " ⪽ : SUBSET WITH DOT -\\supsetdot " ⪾ : SUPERSET WITH DOT -\\subsetplus " ⪿ : SUBSET WITH PLUS SIGN BELOW -\\supsetplus " ⫀ : SUPERSET WITH PLUS SIGN BELOW -\\submult " ⫁ : SUBSET WITH MULTIPLICATION SIGN BELOW -\\supmult " ⫂ : SUPERSET WITH MULTIPLICATION SIGN BELOW -\\subedot " ⫃ : SUBSET OF OR EQUAL TO WITH DOT ABOVE -\\supedot " ⫄ : SUPERSET OF OR EQUAL TO WITH DOT ABOVE -\\subseteqq " ⫅ : SUBSET OF ABOVE EQUALS SIGN -\\nsubseteqq " ⫅̸ : SUBSET OF ABOVE EQUALS SIGN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\supseteqq " ⫆ : SUPERSET OF ABOVE EQUALS SIGN -\\nsupseteqq " ⫆̸ : SUPERSET OF ABOVE EQUALS SIGN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY -\\subsim " ⫇ : SUBSET OF ABOVE TILDE OPERATOR -\\supsim " ⫈ : SUPERSET OF ABOVE TILDE OPERATOR -\\subsetapprox " ⫉ : SUBSET OF ABOVE ALMOST EQUAL TO -\\supsetapprox " ⫊ : SUPERSET OF ABOVE ALMOST EQUAL TO -\\subsetneqq " ⫋ : SUBSET OF ABOVE NOT EQUAL TO -\\supsetneqq " ⫌ : SUPERSET OF ABOVE NOT EQUAL TO -\\lsqhook " ⫍ : SQUARE LEFT OPEN BOX OPERATOR -\\rsqhook " ⫎ : SQUARE RIGHT OPEN BOX OPERATOR -\\csub " ⫏ : CLOSED SUBSET -\\csup " ⫐ : CLOSED SUPERSET -\\csube " ⫑ : CLOSED SUBSET OR EQUAL TO -\\csupe " ⫒ : CLOSED SUPERSET OR EQUAL TO -\\subsup " ⫓ : SUBSET ABOVE SUPERSET -\\supsub " ⫔ : SUPERSET ABOVE SUBSET -\\subsub " ⫕ : SUBSET ABOVE SUBSET -\\supsup " ⫖ : SUPERSET ABOVE SUPERSET -\\suphsub " ⫗ : SUPERSET BESIDE SUBSET -\\supdsub " ⫘ : SUPERSET BESIDE AND JOINED BY DASH WITH SUBSET -\\forkv " ⫙ : ELEMENT OF OPENING DOWNWARDS -\\mlcp " ⫛ : TRANSVERSAL INTERSECTION -\\forks " ⫝̸ : FORKING -\\forksnot " ⫝ : NONFORKING -\\dashV " ⫣ : DOUBLE VERTICAL BAR LEFT TURNSTILE -\\Dashv " ⫤ : VERTICAL BAR DOUBLE LEFT TURNSTILE -\\interleave " ⫴ : TRIPLE VERTICAL BAR BINARY RELATION -\\tdcol " ⫶ : TRIPLE COLON OPERATOR -\\lllnest " ⫷ : TRIPLE NESTED LESS-THAN -\\gggnest " ⫸ : TRIPLE NESTED GREATER-THAN -\\leqqslant " ⫹ : DOUBLE-LINE SLANTED LESS-THAN OR EQUAL TO -\\geqqslant " ⫺ : DOUBLE-LINE SLANTED GREATER-THAN OR EQUAL TO -\\:arrow_left: " ⬅ : LEFTWARDS BLACK ARROW -\\:arrow_up: " ⬆ : UPWARDS BLACK ARROW -\\:arrow_down: " ⬇ : DOWNWARDS BLACK ARROW -\\squaretopblack " ⬒ : SQUARE WITH TOP HALF BLACK -\\squarebotblack " ⬓ : SQUARE WITH BOTTOM HALF BLACK -\\squareurblack " ⬔ : SQUARE WITH UPPER RIGHT DIAGONAL HALF BLACK -\\squarellblack " ⬕ : SQUARE WITH LOWER LEFT DIAGONAL HALF BLACK -\\diamondleftblack " ⬖ : DIAMOND WITH LEFT HALF BLACK -\\diamondrightblack " ⬗ : DIAMOND WITH RIGHT HALF BLACK -\\diamondtopblack " ⬘ : DIAMOND WITH TOP HALF BLACK -\\diamondbotblack " ⬙ : DIAMOND WITH BOTTOM HALF BLACK -\\dottedsquare " ⬚ : DOTTED SQUARE -\\lgblksquare " ⬛ : BLACK LARGE SQUARE -\\:black_large_square: " ⬛ : BLACK LARGE SQUARE -\\lgwhtsquare " ⬜ : WHITE LARGE SQUARE -\\:white_large_square: " ⬜ : WHITE LARGE SQUARE -\\vysmblksquare " ⬝ : BLACK VERY SMALL SQUARE -\\vysmwhtsquare " ⬞ : WHITE VERY SMALL SQUARE -\\pentagonblack " ⬟ : BLACK PENTAGON -\\pentagon " ⬠ : WHITE PENTAGON -\\varhexagon " ⬡ : WHITE HEXAGON -\\varhexagonblack " ⬢ : BLACK HEXAGON -\\hexagonblack " ⬣ : HORIZONTAL BLACK HEXAGON -\\lgblkcircle " ⬤ : BLACK LARGE CIRCLE -\\mdblkdiamond " ⬥ : BLACK MEDIUM DIAMOND -\\mdwhtdiamond " ⬦ : WHITE MEDIUM DIAMOND -\\mdblklozenge " ⬧ : BLACK MEDIUM LOZENGE -\\mdwhtlozenge " ⬨ : WHITE MEDIUM LOZENGE -\\smblkdiamond " ⬩ : BLACK SMALL DIAMOND -\\smblklozenge " ⬪ : BLACK SMALL LOZENGE -\\smwhtlozenge " ⬫ : WHITE SMALL LOZENGE -\\blkhorzoval " ⬬ : BLACK HORIZONTAL ELLIPSE -\\whthorzoval " ⬭ : WHITE HORIZONTAL ELLIPSE -\\blkvertoval " ⬮ : BLACK VERTICAL ELLIPSE -\\whtvertoval " ⬯ : WHITE VERTICAL ELLIPSE -\\circleonleftarrow " ⬰ : LEFT ARROW WITH SMALL CIRCLE -\\leftthreearrows " ⬱ : THREE LEFTWARDS ARROWS -\\leftarrowonoplus " ⬲ : LEFT ARROW WITH CIRCLED PLUS -\\longleftsquigarrow " ⬳ : LONG LEFTWARDS SQUIGGLE ARROW -\\nvtwoheadleftarrow " ⬴ : LEFTWARDS TWO-HEADED ARROW WITH VERTICAL STROKE -\\nVtwoheadleftarrow " ⬵ : LEFTWARDS TWO-HEADED ARROW WITH DOUBLE VERTICAL STROKE -\\twoheadmapsfrom " ⬶ : LEFTWARDS TWO-HEADED ARROW FROM BAR -\\twoheadleftdbkarrow " ⬷ : LEFTWARDS TWO-HEADED TRIPLE DASH ARROW -\\leftdotarrow " ⬸ : LEFTWARDS ARROW WITH DOTTED STEM -\\nvleftarrowtail " ⬹ : LEFTWARDS ARROW WITH TAIL WITH VERTICAL STROKE -\\nVleftarrowtail " ⬺ : LEFTWARDS ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE -\\twoheadleftarrowtail " ⬻ : LEFTWARDS TWO-HEADED ARROW WITH TAIL -\\nvtwoheadleftarrowtail " ⬼ : LEFTWARDS TWO-HEADED ARROW WITH TAIL WITH VERTICAL STROKE -\\nVtwoheadleftarrowtail " ⬽ : LEFTWARDS TWO-HEADED ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE -\\leftarrowx " ⬾ : LEFTWARDS ARROW THROUGH X -\\leftcurvedarrow " ⬿ : WAVE ARROW POINTING DIRECTLY LEFT -\\equalleftarrow " ⭀ : EQUALS SIGN ABOVE LEFTWARDS ARROW -\\bsimilarleftarrow " ⭁ : REVERSE TILDE OPERATOR ABOVE LEFTWARDS ARROW -\\leftarrowbackapprox " ⭂ : LEFTWARDS ARROW ABOVE REVERSE ALMOST EQUAL TO -\\rightarrowgtr " ⭃ : RIGHTWARDS ARROW THROUGH GREATER-THAN -\\rightarrowsupset " ⭄ : RIGHTWARDS ARROW THROUGH SUPERSET -\\LLeftarrow " ⭅ : LEFTWARDS QUADRUPLE ARROW -\\RRightarrow " ⭆ : RIGHTWARDS QUADRUPLE ARROW -\\bsimilarrightarrow " ⭇ : REVERSE TILDE OPERATOR ABOVE RIGHTWARDS ARROW -\\rightarrowbackapprox " ⭈ : RIGHTWARDS ARROW ABOVE REVERSE ALMOST EQUAL TO -\\similarleftarrow " ⭉ : TILDE OPERATOR ABOVE LEFTWARDS ARROW -\\leftarrowapprox " ⭊ : LEFTWARDS ARROW ABOVE ALMOST EQUAL TO -\\leftarrowbsimilar " ⭋ : LEFTWARDS ARROW ABOVE REVERSE TILDE OPERATOR -\\rightarrowbsimilar " ⭌ : RIGHTWARDS ARROW ABOVE REVERSE TILDE OPERATOR -\\:star: " ⭐ : WHITE MEDIUM STAR -\\medwhitestar " ⭐ : WHITE MEDIUM STAR -\\medblackstar " ⭑ : BLACK SMALL STAR -\\smwhitestar " ⭒ : WHITE SMALL STAR -\\rightpentagonblack " ⭓ : BLACK RIGHT-POINTING PENTAGON -\\rightpentagon " ⭔ : WHITE RIGHT-POINTING PENTAGON -\\:o: " ⭕ : HEAVY LARGE CIRCLE -\\_j " ⱼ : LATIN SUBSCRIPT SMALL LETTER J -\\^V " ⱽ : MODIFIER LETTER CAPITAL V -\\postalmark " 〒 : POSTAL MARK -\\:wavy_dash: " 〰 : WAVY DASH -\\:part_alternation_mark: " 〽 : PART ALTERNATION MARK -\\:congratulations: " ㊗ : CIRCLED IDEOGRAPH CONGRATULATION -\\:secret: " ㊙ : CIRCLED IDEOGRAPH SECRET -\\bfA " 𝐀 : MATHEMATICAL BOLD CAPITAL A -\\bfB " 𝐁 : MATHEMATICAL BOLD CAPITAL B -\\bfC " 𝐂 : MATHEMATICAL BOLD CAPITAL C -\\bfD " 𝐃 : MATHEMATICAL BOLD CAPITAL D -\\bfE " 𝐄 : MATHEMATICAL BOLD CAPITAL E -\\bfF " 𝐅 : MATHEMATICAL BOLD CAPITAL F -\\bfG " 𝐆 : MATHEMATICAL BOLD CAPITAL G -\\bfH " 𝐇 : MATHEMATICAL BOLD CAPITAL H -\\bfI " 𝐈 : MATHEMATICAL BOLD CAPITAL I -\\bfJ " 𝐉 : MATHEMATICAL BOLD CAPITAL J -\\bfK " 𝐊 : MATHEMATICAL BOLD CAPITAL K -\\bfL " 𝐋 : MATHEMATICAL BOLD CAPITAL L -\\bfM " 𝐌 : MATHEMATICAL BOLD CAPITAL M -\\bfN " 𝐍 : MATHEMATICAL BOLD CAPITAL N -\\bfO " 𝐎 : MATHEMATICAL BOLD CAPITAL O -\\bfP " 𝐏 : MATHEMATICAL BOLD CAPITAL P -\\bfQ " 𝐐 : MATHEMATICAL BOLD CAPITAL Q -\\bfR " 𝐑 : MATHEMATICAL BOLD CAPITAL R -\\bfS " 𝐒 : MATHEMATICAL BOLD CAPITAL S -\\bfT " 𝐓 : MATHEMATICAL BOLD CAPITAL T -\\bfU " 𝐔 : MATHEMATICAL BOLD CAPITAL U -\\bfV " 𝐕 : MATHEMATICAL BOLD CAPITAL V -\\bfW " 𝐖 : MATHEMATICAL BOLD CAPITAL W -\\bfX " 𝐗 : MATHEMATICAL BOLD CAPITAL X -\\bfY " 𝐘 : MATHEMATICAL BOLD CAPITAL Y -\\bfZ " 𝐙 : MATHEMATICAL BOLD CAPITAL Z -\\bfa " 𝐚 : MATHEMATICAL BOLD SMALL A -\\bfb " 𝐛 : MATHEMATICAL BOLD SMALL B -\\bfc " 𝐜 : MATHEMATICAL BOLD SMALL C -\\bfd " 𝐝 : MATHEMATICAL BOLD SMALL D -\\bfe " 𝐞 : MATHEMATICAL BOLD SMALL E -\\bff " 𝐟 : MATHEMATICAL BOLD SMALL F -\\bfg " 𝐠 : MATHEMATICAL BOLD SMALL G -\\bfh " 𝐡 : MATHEMATICAL BOLD SMALL H -\\bfi " 𝐢 : MATHEMATICAL BOLD SMALL I -\\bfj " 𝐣 : MATHEMATICAL BOLD SMALL J -\\bfk " 𝐤 : MATHEMATICAL BOLD SMALL K -\\bfl " 𝐥 : MATHEMATICAL BOLD SMALL L -\\bfm " 𝐦 : MATHEMATICAL BOLD SMALL M -\\bfn " 𝐧 : MATHEMATICAL BOLD SMALL N -\\bfo " 𝐨 : MATHEMATICAL BOLD SMALL O -\\bfp " 𝐩 : MATHEMATICAL BOLD SMALL P -\\bfq " 𝐪 : MATHEMATICAL BOLD SMALL Q -\\bfr " 𝐫 : MATHEMATICAL BOLD SMALL R -\\bfs " 𝐬 : MATHEMATICAL BOLD SMALL S -\\bft " 𝐭 : MATHEMATICAL BOLD SMALL T -\\bfu " 𝐮 : MATHEMATICAL BOLD SMALL U -\\bfv " 𝐯 : MATHEMATICAL BOLD SMALL V -\\bfw " 𝐰 : MATHEMATICAL BOLD SMALL W -\\bfx " 𝐱 : MATHEMATICAL BOLD SMALL X -\\bfy " 𝐲 : MATHEMATICAL BOLD SMALL Y -\\bfz " 𝐳 : MATHEMATICAL BOLD SMALL Z -\\itA " 𝐴 : MATHEMATICAL ITALIC CAPITAL A -\\itB " 𝐵 : MATHEMATICAL ITALIC CAPITAL B -\\itC " 𝐶 : MATHEMATICAL ITALIC CAPITAL C -\\itD " 𝐷 : MATHEMATICAL ITALIC CAPITAL D -\\itE " 𝐸 : MATHEMATICAL ITALIC CAPITAL E -\\itF " 𝐹 : MATHEMATICAL ITALIC CAPITAL F -\\itG " 𝐺 : MATHEMATICAL ITALIC CAPITAL G -\\itH " 𝐻 : MATHEMATICAL ITALIC CAPITAL H -\\itI " 𝐼 : MATHEMATICAL ITALIC CAPITAL I -\\itJ " 𝐽 : MATHEMATICAL ITALIC CAPITAL J -\\itK " 𝐾 : MATHEMATICAL ITALIC CAPITAL K -\\itL " 𝐿 : MATHEMATICAL ITALIC CAPITAL L -\\itM " 𝑀 : MATHEMATICAL ITALIC CAPITAL M -\\itN " 𝑁 : MATHEMATICAL ITALIC CAPITAL N -\\itO " 𝑂 : MATHEMATICAL ITALIC CAPITAL O -\\itP " 𝑃 : MATHEMATICAL ITALIC CAPITAL P -\\itQ " 𝑄 : MATHEMATICAL ITALIC CAPITAL Q -\\itR " 𝑅 : MATHEMATICAL ITALIC CAPITAL R -\\itS " 𝑆 : MATHEMATICAL ITALIC CAPITAL S -\\itT " 𝑇 : MATHEMATICAL ITALIC CAPITAL T -\\itU " 𝑈 : MATHEMATICAL ITALIC CAPITAL U -\\itV " 𝑉 : MATHEMATICAL ITALIC CAPITAL V -\\itW " 𝑊 : MATHEMATICAL ITALIC CAPITAL W -\\itX " 𝑋 : MATHEMATICAL ITALIC CAPITAL X -\\itY " 𝑌 : MATHEMATICAL ITALIC CAPITAL Y -\\itZ " 𝑍 : MATHEMATICAL ITALIC CAPITAL Z -\\ita " 𝑎 : MATHEMATICAL ITALIC SMALL A -\\itb " 𝑏 : MATHEMATICAL ITALIC SMALL B -\\itc " 𝑐 : MATHEMATICAL ITALIC SMALL C -\\itd " 𝑑 : MATHEMATICAL ITALIC SMALL D -\\ite " 𝑒 : MATHEMATICAL ITALIC SMALL E -\\itf " 𝑓 : MATHEMATICAL ITALIC SMALL F -\\itg " 𝑔 : MATHEMATICAL ITALIC SMALL G -\\iti " 𝑖 : MATHEMATICAL ITALIC SMALL I -\\itj " 𝑗 : MATHEMATICAL ITALIC SMALL J -\\itk " 𝑘 : MATHEMATICAL ITALIC SMALL K -\\itl " 𝑙 : MATHEMATICAL ITALIC SMALL L -\\itm " 𝑚 : MATHEMATICAL ITALIC SMALL M -\\itn " 𝑛 : MATHEMATICAL ITALIC SMALL N -\\ito " 𝑜 : MATHEMATICAL ITALIC SMALL O -\\itp " 𝑝 : MATHEMATICAL ITALIC SMALL P -\\itq " 𝑞 : MATHEMATICAL ITALIC SMALL Q -\\itr " 𝑟 : MATHEMATICAL ITALIC SMALL R -\\its " 𝑠 : MATHEMATICAL ITALIC SMALL S -\\itt " 𝑡 : MATHEMATICAL ITALIC SMALL T -\\itu " 𝑢 : MATHEMATICAL ITALIC SMALL U -\\itv " 𝑣 : MATHEMATICAL ITALIC SMALL V -\\itw " 𝑤 : MATHEMATICAL ITALIC SMALL W -\\itx " 𝑥 : MATHEMATICAL ITALIC SMALL X -\\ity " 𝑦 : MATHEMATICAL ITALIC SMALL Y -\\itz " 𝑧 : MATHEMATICAL ITALIC SMALL Z -\\biA " 𝑨 : MATHEMATICAL BOLD ITALIC CAPITAL A -\\biB " 𝑩 : MATHEMATICAL BOLD ITALIC CAPITAL B -\\biC " 𝑪 : MATHEMATICAL BOLD ITALIC CAPITAL C -\\biD " 𝑫 : MATHEMATICAL BOLD ITALIC CAPITAL D -\\biE " 𝑬 : MATHEMATICAL BOLD ITALIC CAPITAL E -\\biF " 𝑭 : MATHEMATICAL BOLD ITALIC CAPITAL F -\\biG " 𝑮 : MATHEMATICAL BOLD ITALIC CAPITAL G -\\biH " 𝑯 : MATHEMATICAL BOLD ITALIC CAPITAL H -\\biI " 𝑰 : MATHEMATICAL BOLD ITALIC CAPITAL I -\\biJ " 𝑱 : MATHEMATICAL BOLD ITALIC CAPITAL J -\\biK " 𝑲 : MATHEMATICAL BOLD ITALIC CAPITAL K -\\biL " 𝑳 : MATHEMATICAL BOLD ITALIC CAPITAL L -\\biM " 𝑴 : MATHEMATICAL BOLD ITALIC CAPITAL M -\\biN " 𝑵 : MATHEMATICAL BOLD ITALIC CAPITAL N -\\biO " 𝑶 : MATHEMATICAL BOLD ITALIC CAPITAL O -\\biP " 𝑷 : MATHEMATICAL BOLD ITALIC CAPITAL P -\\biQ " 𝑸 : MATHEMATICAL BOLD ITALIC CAPITAL Q -\\biR " 𝑹 : MATHEMATICAL BOLD ITALIC CAPITAL R -\\biS " 𝑺 : MATHEMATICAL BOLD ITALIC CAPITAL S -\\biT " 𝑻 : MATHEMATICAL BOLD ITALIC CAPITAL T -\\biU " 𝑼 : MATHEMATICAL BOLD ITALIC CAPITAL U -\\biV " 𝑽 : MATHEMATICAL BOLD ITALIC CAPITAL V -\\biW " 𝑾 : MATHEMATICAL BOLD ITALIC CAPITAL W -\\biX " 𝑿 : MATHEMATICAL BOLD ITALIC CAPITAL X -\\biY " 𝒀 : MATHEMATICAL BOLD ITALIC CAPITAL Y -\\biZ " 𝒁 : MATHEMATICAL BOLD ITALIC CAPITAL Z -\\bia " 𝒂 : MATHEMATICAL BOLD ITALIC SMALL A -\\bib " 𝒃 : MATHEMATICAL BOLD ITALIC SMALL B -\\bic " 𝒄 : MATHEMATICAL BOLD ITALIC SMALL C -\\bid " 𝒅 : MATHEMATICAL BOLD ITALIC SMALL D -\\bie " 𝒆 : MATHEMATICAL BOLD ITALIC SMALL E -\\bif " 𝒇 : MATHEMATICAL BOLD ITALIC SMALL F -\\big " 𝒈 : MATHEMATICAL BOLD ITALIC SMALL G -\\bih " 𝒉 : MATHEMATICAL BOLD ITALIC SMALL H -\\bii " 𝒊 : MATHEMATICAL BOLD ITALIC SMALL I -\\bij " 𝒋 : MATHEMATICAL BOLD ITALIC SMALL J -\\bik " 𝒌 : MATHEMATICAL BOLD ITALIC SMALL K -\\bil " 𝒍 : MATHEMATICAL BOLD ITALIC SMALL L -\\bim " 𝒎 : MATHEMATICAL BOLD ITALIC SMALL M -\\bin " 𝒏 : MATHEMATICAL BOLD ITALIC SMALL N -\\bio " 𝒐 : MATHEMATICAL BOLD ITALIC SMALL O -\\bip " 𝒑 : MATHEMATICAL BOLD ITALIC SMALL P -\\biq " 𝒒 : MATHEMATICAL BOLD ITALIC SMALL Q -\\bir " 𝒓 : MATHEMATICAL BOLD ITALIC SMALL R -\\bis " 𝒔 : MATHEMATICAL BOLD ITALIC SMALL S -\\bit " 𝒕 : MATHEMATICAL BOLD ITALIC SMALL T -\\biu " 𝒖 : MATHEMATICAL BOLD ITALIC SMALL U -\\biv " 𝒗 : MATHEMATICAL BOLD ITALIC SMALL V -\\biw " 𝒘 : MATHEMATICAL BOLD ITALIC SMALL W -\\bix " 𝒙 : MATHEMATICAL BOLD ITALIC SMALL X -\\biy " 𝒚 : MATHEMATICAL BOLD ITALIC SMALL Y -\\biz " 𝒛 : MATHEMATICAL BOLD ITALIC SMALL Z -\\scrA " 𝒜 : MATHEMATICAL SCRIPT CAPITAL A -\\scrC " 𝒞 : MATHEMATICAL SCRIPT CAPITAL C -\\scrD " 𝒟 : MATHEMATICAL SCRIPT CAPITAL D -\\scrG " 𝒢 : MATHEMATICAL SCRIPT CAPITAL G -\\scrJ " 𝒥 : MATHEMATICAL SCRIPT CAPITAL J -\\scrK " 𝒦 : MATHEMATICAL SCRIPT CAPITAL K -\\scrN " 𝒩 : MATHEMATICAL SCRIPT CAPITAL N -\\scrO " 𝒪 : MATHEMATICAL SCRIPT CAPITAL O -\\scrP " 𝒫 : MATHEMATICAL SCRIPT CAPITAL P -\\scrQ " 𝒬 : MATHEMATICAL SCRIPT CAPITAL Q -\\scrS " 𝒮 : MATHEMATICAL SCRIPT CAPITAL S -\\scrT " 𝒯 : MATHEMATICAL SCRIPT CAPITAL T -\\scrU " 𝒰 : MATHEMATICAL SCRIPT CAPITAL U -\\scrV " 𝒱 : MATHEMATICAL SCRIPT CAPITAL V -\\scrW " 𝒲 : MATHEMATICAL SCRIPT CAPITAL W -\\scrX " 𝒳 : MATHEMATICAL SCRIPT CAPITAL X -\\scrY " 𝒴 : MATHEMATICAL SCRIPT CAPITAL Y -\\scrZ " 𝒵 : MATHEMATICAL SCRIPT CAPITAL Z -\\scra " 𝒶 : MATHEMATICAL SCRIPT SMALL A -\\scrb " 𝒷 : MATHEMATICAL SCRIPT SMALL B -\\scrc " 𝒸 : MATHEMATICAL SCRIPT SMALL C -\\scrd " 𝒹 : MATHEMATICAL SCRIPT SMALL D -\\scrf " 𝒻 : MATHEMATICAL SCRIPT SMALL F -\\scrh " 𝒽 : MATHEMATICAL SCRIPT SMALL H -\\scri " 𝒾 : MATHEMATICAL SCRIPT SMALL I -\\scrj " 𝒿 : MATHEMATICAL SCRIPT SMALL J -\\scrk " 𝓀 : MATHEMATICAL SCRIPT SMALL K -\\scrl " 𝓁 : MATHEMATICAL SCRIPT SMALL L -\\scrm " 𝓂 : MATHEMATICAL SCRIPT SMALL M -\\scrn " 𝓃 : MATHEMATICAL SCRIPT SMALL N -\\scrp " 𝓅 : MATHEMATICAL SCRIPT SMALL P -\\scrq " 𝓆 : MATHEMATICAL SCRIPT SMALL Q -\\scrr " 𝓇 : MATHEMATICAL SCRIPT SMALL R -\\scrs " 𝓈 : MATHEMATICAL SCRIPT SMALL S -\\scrt " 𝓉 : MATHEMATICAL SCRIPT SMALL T -\\scru " 𝓊 : MATHEMATICAL SCRIPT SMALL U -\\scrv " 𝓋 : MATHEMATICAL SCRIPT SMALL V -\\scrw " 𝓌 : MATHEMATICAL SCRIPT SMALL W -\\scrx " 𝓍 : MATHEMATICAL SCRIPT SMALL X -\\scry " 𝓎 : MATHEMATICAL SCRIPT SMALL Y -\\scrz " 𝓏 : MATHEMATICAL SCRIPT SMALL Z -\\bscrA " 𝓐 : MATHEMATICAL BOLD SCRIPT CAPITAL A -\\bscrB " 𝓑 : MATHEMATICAL BOLD SCRIPT CAPITAL B -\\bscrC " 𝓒 : MATHEMATICAL BOLD SCRIPT CAPITAL C -\\bscrD " 𝓓 : MATHEMATICAL BOLD SCRIPT CAPITAL D -\\bscrE " 𝓔 : MATHEMATICAL BOLD SCRIPT CAPITAL E -\\bscrF " 𝓕 : MATHEMATICAL BOLD SCRIPT CAPITAL F -\\bscrG " 𝓖 : MATHEMATICAL BOLD SCRIPT CAPITAL G -\\bscrH " 𝓗 : MATHEMATICAL BOLD SCRIPT CAPITAL H -\\bscrI " 𝓘 : MATHEMATICAL BOLD SCRIPT CAPITAL I -\\bscrJ " 𝓙 : MATHEMATICAL BOLD SCRIPT CAPITAL J -\\bscrK " 𝓚 : MATHEMATICAL BOLD SCRIPT CAPITAL K -\\bscrL " 𝓛 : MATHEMATICAL BOLD SCRIPT CAPITAL L -\\bscrM " 𝓜 : MATHEMATICAL BOLD SCRIPT CAPITAL M -\\bscrN " 𝓝 : MATHEMATICAL BOLD SCRIPT CAPITAL N -\\bscrO " 𝓞 : MATHEMATICAL BOLD SCRIPT CAPITAL O -\\bscrP " 𝓟 : MATHEMATICAL BOLD SCRIPT CAPITAL P -\\bscrQ " 𝓠 : MATHEMATICAL BOLD SCRIPT CAPITAL Q -\\bscrR " 𝓡 : MATHEMATICAL BOLD SCRIPT CAPITAL R -\\bscrS " 𝓢 : MATHEMATICAL BOLD SCRIPT CAPITAL S -\\bscrT " 𝓣 : MATHEMATICAL BOLD SCRIPT CAPITAL T -\\bscrU " 𝓤 : MATHEMATICAL BOLD SCRIPT CAPITAL U -\\bscrV " 𝓥 : MATHEMATICAL BOLD SCRIPT CAPITAL V -\\bscrW " 𝓦 : MATHEMATICAL BOLD SCRIPT CAPITAL W -\\bscrX " 𝓧 : MATHEMATICAL BOLD SCRIPT CAPITAL X -\\bscrY " 𝓨 : MATHEMATICAL BOLD SCRIPT CAPITAL Y -\\bscrZ " 𝓩 : MATHEMATICAL BOLD SCRIPT CAPITAL Z -\\bscra " 𝓪 : MATHEMATICAL BOLD SCRIPT SMALL A -\\bscrb " 𝓫 : MATHEMATICAL BOLD SCRIPT SMALL B -\\bscrc " 𝓬 : MATHEMATICAL BOLD SCRIPT SMALL C -\\bscrd " 𝓭 : MATHEMATICAL BOLD SCRIPT SMALL D -\\bscre " 𝓮 : MATHEMATICAL BOLD SCRIPT SMALL E -\\bscrf " 𝓯 : MATHEMATICAL BOLD SCRIPT SMALL F -\\bscrg " 𝓰 : MATHEMATICAL BOLD SCRIPT SMALL G -\\bscrh " 𝓱 : MATHEMATICAL BOLD SCRIPT SMALL H -\\bscri " 𝓲 : MATHEMATICAL BOLD SCRIPT SMALL I -\\bscrj " 𝓳 : MATHEMATICAL BOLD SCRIPT SMALL J -\\bscrk " 𝓴 : MATHEMATICAL BOLD SCRIPT SMALL K -\\bscrl " 𝓵 : MATHEMATICAL BOLD SCRIPT SMALL L -\\bscrm " 𝓶 : MATHEMATICAL BOLD SCRIPT SMALL M -\\bscrn " 𝓷 : MATHEMATICAL BOLD SCRIPT SMALL N -\\bscro " 𝓸 : MATHEMATICAL BOLD SCRIPT SMALL O -\\bscrp " 𝓹 : MATHEMATICAL BOLD SCRIPT SMALL P -\\bscrq " 𝓺 : MATHEMATICAL BOLD SCRIPT SMALL Q -\\bscrr " 𝓻 : MATHEMATICAL BOLD SCRIPT SMALL R -\\bscrs " 𝓼 : MATHEMATICAL BOLD SCRIPT SMALL S -\\bscrt " 𝓽 : MATHEMATICAL BOLD SCRIPT SMALL T -\\bscru " 𝓾 : MATHEMATICAL BOLD SCRIPT SMALL U -\\bscrv " 𝓿 : MATHEMATICAL BOLD SCRIPT SMALL V -\\bscrw " 𝔀 : MATHEMATICAL BOLD SCRIPT SMALL W -\\bscrx " 𝔁 : MATHEMATICAL BOLD SCRIPT SMALL X -\\bscry " 𝔂 : MATHEMATICAL BOLD SCRIPT SMALL Y -\\bscrz " 𝔃 : MATHEMATICAL BOLD SCRIPT SMALL Z -\\frakA " 𝔄 : MATHEMATICAL FRAKTUR CAPITAL A -\\frakB " 𝔅 : MATHEMATICAL FRAKTUR CAPITAL B -\\frakD " 𝔇 : MATHEMATICAL FRAKTUR CAPITAL D -\\frakE " 𝔈 : MATHEMATICAL FRAKTUR CAPITAL E -\\frakF " 𝔉 : MATHEMATICAL FRAKTUR CAPITAL F -\\frakG " 𝔊 : MATHEMATICAL FRAKTUR CAPITAL G -\\frakJ " 𝔍 : MATHEMATICAL FRAKTUR CAPITAL J -\\frakK " 𝔎 : MATHEMATICAL FRAKTUR CAPITAL K -\\frakL " 𝔏 : MATHEMATICAL FRAKTUR CAPITAL L -\\frakM " 𝔐 : MATHEMATICAL FRAKTUR CAPITAL M -\\frakN " 𝔑 : MATHEMATICAL FRAKTUR CAPITAL N -\\frakO " 𝔒 : MATHEMATICAL FRAKTUR CAPITAL O -\\frakP " 𝔓 : MATHEMATICAL FRAKTUR CAPITAL P -\\frakQ " 𝔔 : MATHEMATICAL FRAKTUR CAPITAL Q -\\frakS " 𝔖 : MATHEMATICAL FRAKTUR CAPITAL S -\\frakT " 𝔗 : MATHEMATICAL FRAKTUR CAPITAL T -\\frakU " 𝔘 : MATHEMATICAL FRAKTUR CAPITAL U -\\frakV " 𝔙 : MATHEMATICAL FRAKTUR CAPITAL V -\\frakW " 𝔚 : MATHEMATICAL FRAKTUR CAPITAL W -\\frakX " 𝔛 : MATHEMATICAL FRAKTUR CAPITAL X -\\frakY " 𝔜 : MATHEMATICAL FRAKTUR CAPITAL Y -\\fraka " 𝔞 : MATHEMATICAL FRAKTUR SMALL A -\\frakb " 𝔟 : MATHEMATICAL FRAKTUR SMALL B -\\frakc " 𝔠 : MATHEMATICAL FRAKTUR SMALL C -\\frakd " 𝔡 : MATHEMATICAL FRAKTUR SMALL D -\\frake " 𝔢 : MATHEMATICAL FRAKTUR SMALL E -\\frakf " 𝔣 : MATHEMATICAL FRAKTUR SMALL F -\\frakg " 𝔤 : MATHEMATICAL FRAKTUR SMALL G -\\frakh " 𝔥 : MATHEMATICAL FRAKTUR SMALL H -\\fraki " 𝔦 : MATHEMATICAL FRAKTUR SMALL I -\\frakj " 𝔧 : MATHEMATICAL FRAKTUR SMALL J -\\frakk " 𝔨 : MATHEMATICAL FRAKTUR SMALL K -\\frakl " 𝔩 : MATHEMATICAL FRAKTUR SMALL L -\\frakm " 𝔪 : MATHEMATICAL FRAKTUR SMALL M -\\frakn " 𝔫 : MATHEMATICAL FRAKTUR SMALL N -\\frako " 𝔬 : MATHEMATICAL FRAKTUR SMALL O -\\frakp " 𝔭 : MATHEMATICAL FRAKTUR SMALL P -\\frakq " 𝔮 : MATHEMATICAL FRAKTUR SMALL Q -\\frakr " 𝔯 : MATHEMATICAL FRAKTUR SMALL R -\\fraks " 𝔰 : MATHEMATICAL FRAKTUR SMALL S -\\frakt " 𝔱 : MATHEMATICAL FRAKTUR SMALL T -\\fraku " 𝔲 : MATHEMATICAL FRAKTUR SMALL U -\\frakv " 𝔳 : MATHEMATICAL FRAKTUR SMALL V -\\frakw " 𝔴 : MATHEMATICAL FRAKTUR SMALL W -\\frakx " 𝔵 : MATHEMATICAL FRAKTUR SMALL X -\\fraky " 𝔶 : MATHEMATICAL FRAKTUR SMALL Y -\\frakz " 𝔷 : MATHEMATICAL FRAKTUR SMALL Z -\\bbA " 𝔸 : MATHEMATICAL DOUBLE-STRUCK CAPITAL A -\\bbB " 𝔹 : MATHEMATICAL DOUBLE-STRUCK CAPITAL B -\\bbD " 𝔻 : MATHEMATICAL DOUBLE-STRUCK CAPITAL D -\\bbE " 𝔼 : MATHEMATICAL DOUBLE-STRUCK CAPITAL E -\\bbF " 𝔽 : MATHEMATICAL DOUBLE-STRUCK CAPITAL F -\\bbG " 𝔾 : MATHEMATICAL DOUBLE-STRUCK CAPITAL G -\\bbI " 𝕀 : MATHEMATICAL DOUBLE-STRUCK CAPITAL I -\\bbJ " 𝕁 : MATHEMATICAL DOUBLE-STRUCK CAPITAL J -\\bbK " 𝕂 : MATHEMATICAL DOUBLE-STRUCK CAPITAL K -\\bbL " 𝕃 : MATHEMATICAL DOUBLE-STRUCK CAPITAL L -\\bbM " 𝕄 : MATHEMATICAL DOUBLE-STRUCK CAPITAL M -\\bbO " 𝕆 : MATHEMATICAL DOUBLE-STRUCK CAPITAL O -\\bbS " 𝕊 : MATHEMATICAL DOUBLE-STRUCK CAPITAL S -\\bbT " 𝕋 : MATHEMATICAL DOUBLE-STRUCK CAPITAL T -\\bbU " 𝕌 : MATHEMATICAL DOUBLE-STRUCK CAPITAL U -\\bbV " 𝕍 : MATHEMATICAL DOUBLE-STRUCK CAPITAL V -\\bbW " 𝕎 : MATHEMATICAL DOUBLE-STRUCK CAPITAL W -\\bbX " 𝕏 : MATHEMATICAL DOUBLE-STRUCK CAPITAL X -\\bbY " 𝕐 : MATHEMATICAL DOUBLE-STRUCK CAPITAL Y -\\bba " 𝕒 : MATHEMATICAL DOUBLE-STRUCK SMALL A -\\bbb " 𝕓 : MATHEMATICAL DOUBLE-STRUCK SMALL B -\\bbc " 𝕔 : MATHEMATICAL DOUBLE-STRUCK SMALL C -\\bbd " 𝕕 : MATHEMATICAL DOUBLE-STRUCK SMALL D -\\bbe " 𝕖 : MATHEMATICAL DOUBLE-STRUCK SMALL E -\\bbf " 𝕗 : MATHEMATICAL DOUBLE-STRUCK SMALL F -\\bbg " 𝕘 : MATHEMATICAL DOUBLE-STRUCK SMALL G -\\bbh " 𝕙 : MATHEMATICAL DOUBLE-STRUCK SMALL H -\\bbi " 𝕚 : MATHEMATICAL DOUBLE-STRUCK SMALL I -\\bbj " 𝕛 : MATHEMATICAL DOUBLE-STRUCK SMALL J -\\bbk " 𝕜 : MATHEMATICAL DOUBLE-STRUCK SMALL K -\\bbl " 𝕝 : MATHEMATICAL DOUBLE-STRUCK SMALL L -\\bbm " 𝕞 : MATHEMATICAL DOUBLE-STRUCK SMALL M -\\bbn " 𝕟 : MATHEMATICAL DOUBLE-STRUCK SMALL N -\\bbo " 𝕠 : MATHEMATICAL DOUBLE-STRUCK SMALL O -\\bbp " 𝕡 : MATHEMATICAL DOUBLE-STRUCK SMALL P -\\bbq " 𝕢 : MATHEMATICAL DOUBLE-STRUCK SMALL Q -\\bbr " 𝕣 : MATHEMATICAL DOUBLE-STRUCK SMALL R -\\bbs " 𝕤 : MATHEMATICAL DOUBLE-STRUCK SMALL S -\\bbt " 𝕥 : MATHEMATICAL DOUBLE-STRUCK SMALL T -\\bbu " 𝕦 : MATHEMATICAL DOUBLE-STRUCK SMALL U -\\bbv " 𝕧 : MATHEMATICAL DOUBLE-STRUCK SMALL V -\\bbw " 𝕨 : MATHEMATICAL DOUBLE-STRUCK SMALL W -\\bbx " 𝕩 : MATHEMATICAL DOUBLE-STRUCK SMALL X -\\bby " 𝕪 : MATHEMATICAL DOUBLE-STRUCK SMALL Y -\\bbz " 𝕫 : MATHEMATICAL DOUBLE-STRUCK SMALL Z -\\bfrakA " 𝕬 : MATHEMATICAL BOLD FRAKTUR CAPITAL A -\\bfrakB " 𝕭 : MATHEMATICAL BOLD FRAKTUR CAPITAL B -\\bfrakC " 𝕮 : MATHEMATICAL BOLD FRAKTUR CAPITAL C -\\bfrakD " 𝕯 : MATHEMATICAL BOLD FRAKTUR CAPITAL D -\\bfrakE " 𝕰 : MATHEMATICAL BOLD FRAKTUR CAPITAL E -\\bfrakF " 𝕱 : MATHEMATICAL BOLD FRAKTUR CAPITAL F -\\bfrakG " 𝕲 : MATHEMATICAL BOLD FRAKTUR CAPITAL G -\\bfrakH " 𝕳 : MATHEMATICAL BOLD FRAKTUR CAPITAL H -\\bfrakI " 𝕴 : MATHEMATICAL BOLD FRAKTUR CAPITAL I -\\bfrakJ " 𝕵 : MATHEMATICAL BOLD FRAKTUR CAPITAL J -\\bfrakK " 𝕶 : MATHEMATICAL BOLD FRAKTUR CAPITAL K -\\bfrakL " 𝕷 : MATHEMATICAL BOLD FRAKTUR CAPITAL L -\\bfrakM " 𝕸 : MATHEMATICAL BOLD FRAKTUR CAPITAL M -\\bfrakN " 𝕹 : MATHEMATICAL BOLD FRAKTUR CAPITAL N -\\bfrakO " 𝕺 : MATHEMATICAL BOLD FRAKTUR CAPITAL O -\\bfrakP " 𝕻 : MATHEMATICAL BOLD FRAKTUR CAPITAL P -\\bfrakQ " 𝕼 : MATHEMATICAL BOLD FRAKTUR CAPITAL Q -\\bfrakR " 𝕽 : MATHEMATICAL BOLD FRAKTUR CAPITAL R -\\bfrakS " 𝕾 : MATHEMATICAL BOLD FRAKTUR CAPITAL S -\\bfrakT " 𝕿 : MATHEMATICAL BOLD FRAKTUR CAPITAL T -\\bfrakU " 𝖀 : MATHEMATICAL BOLD FRAKTUR CAPITAL U -\\bfrakV " 𝖁 : MATHEMATICAL BOLD FRAKTUR CAPITAL V -\\bfrakW " 𝖂 : MATHEMATICAL BOLD FRAKTUR CAPITAL W -\\bfrakX " 𝖃 : MATHEMATICAL BOLD FRAKTUR CAPITAL X -\\bfrakY " 𝖄 : MATHEMATICAL BOLD FRAKTUR CAPITAL Y -\\bfrakZ " 𝖅 : MATHEMATICAL BOLD FRAKTUR CAPITAL Z -\\bfraka " 𝖆 : MATHEMATICAL BOLD FRAKTUR SMALL A -\\bfrakb " 𝖇 : MATHEMATICAL BOLD FRAKTUR SMALL B -\\bfrakc " 𝖈 : MATHEMATICAL BOLD FRAKTUR SMALL C -\\bfrakd " 𝖉 : MATHEMATICAL BOLD FRAKTUR SMALL D -\\bfrake " 𝖊 : MATHEMATICAL BOLD FRAKTUR SMALL E -\\bfrakf " 𝖋 : MATHEMATICAL BOLD FRAKTUR SMALL F -\\bfrakg " 𝖌 : MATHEMATICAL BOLD FRAKTUR SMALL G -\\bfrakh " 𝖍 : MATHEMATICAL BOLD FRAKTUR SMALL H -\\bfraki " 𝖎 : MATHEMATICAL BOLD FRAKTUR SMALL I -\\bfrakj " 𝖏 : MATHEMATICAL BOLD FRAKTUR SMALL J -\\bfrakk " 𝖐 : MATHEMATICAL BOLD FRAKTUR SMALL K -\\bfrakl " 𝖑 : MATHEMATICAL BOLD FRAKTUR SMALL L -\\bfrakm " 𝖒 : MATHEMATICAL BOLD FRAKTUR SMALL M -\\bfrakn " 𝖓 : MATHEMATICAL BOLD FRAKTUR SMALL N -\\bfrako " 𝖔 : MATHEMATICAL BOLD FRAKTUR SMALL O -\\bfrakp " 𝖕 : MATHEMATICAL BOLD FRAKTUR SMALL P -\\bfrakq " 𝖖 : MATHEMATICAL BOLD FRAKTUR SMALL Q -\\bfrakr " 𝖗 : MATHEMATICAL BOLD FRAKTUR SMALL R -\\bfraks " 𝖘 : MATHEMATICAL BOLD FRAKTUR SMALL S -\\bfrakt " 𝖙 : MATHEMATICAL BOLD FRAKTUR SMALL T -\\bfraku " 𝖚 : MATHEMATICAL BOLD FRAKTUR SMALL U -\\bfrakv " 𝖛 : MATHEMATICAL BOLD FRAKTUR SMALL V -\\bfrakw " 𝖜 : MATHEMATICAL BOLD FRAKTUR SMALL W -\\bfrakx " 𝖝 : MATHEMATICAL BOLD FRAKTUR SMALL X -\\bfraky " 𝖞 : MATHEMATICAL BOLD FRAKTUR SMALL Y -\\bfrakz " 𝖟 : MATHEMATICAL BOLD FRAKTUR SMALL Z -\\sansA " 𝖠 : MATHEMATICAL SANS-SERIF CAPITAL A -\\sansB " 𝖡 : MATHEMATICAL SANS-SERIF CAPITAL B -\\sansC " 𝖢 : MATHEMATICAL SANS-SERIF CAPITAL C -\\sansD " 𝖣 : MATHEMATICAL SANS-SERIF CAPITAL D -\\sansE " 𝖤 : MATHEMATICAL SANS-SERIF CAPITAL E -\\sansF " 𝖥 : MATHEMATICAL SANS-SERIF CAPITAL F -\\sansG " 𝖦 : MATHEMATICAL SANS-SERIF CAPITAL G -\\sansH " 𝖧 : MATHEMATICAL SANS-SERIF CAPITAL H -\\sansI " 𝖨 : MATHEMATICAL SANS-SERIF CAPITAL I -\\sansJ " 𝖩 : MATHEMATICAL SANS-SERIF CAPITAL J -\\sansK " 𝖪 : MATHEMATICAL SANS-SERIF CAPITAL K -\\sansL " 𝖫 : MATHEMATICAL SANS-SERIF CAPITAL L -\\sansM " 𝖬 : MATHEMATICAL SANS-SERIF CAPITAL M -\\sansN " 𝖭 : MATHEMATICAL SANS-SERIF CAPITAL N -\\sansO " 𝖮 : MATHEMATICAL SANS-SERIF CAPITAL O -\\sansP " 𝖯 : MATHEMATICAL SANS-SERIF CAPITAL P -\\sansQ " 𝖰 : MATHEMATICAL SANS-SERIF CAPITAL Q -\\sansR " 𝖱 : MATHEMATICAL SANS-SERIF CAPITAL R -\\sansS " 𝖲 : MATHEMATICAL SANS-SERIF CAPITAL S -\\sansT " 𝖳 : MATHEMATICAL SANS-SERIF CAPITAL T -\\sansU " 𝖴 : MATHEMATICAL SANS-SERIF CAPITAL U -\\sansV " 𝖵 : MATHEMATICAL SANS-SERIF CAPITAL V -\\sansW " 𝖶 : MATHEMATICAL SANS-SERIF CAPITAL W -\\sansX " 𝖷 : MATHEMATICAL SANS-SERIF CAPITAL X -\\sansY " 𝖸 : MATHEMATICAL SANS-SERIF CAPITAL Y -\\sansZ " 𝖹 : MATHEMATICAL SANS-SERIF CAPITAL Z -\\sansa " 𝖺 : MATHEMATICAL SANS-SERIF SMALL A -\\sansb " 𝖻 : MATHEMATICAL SANS-SERIF SMALL B -\\sansc " 𝖼 : MATHEMATICAL SANS-SERIF SMALL C -\\sansd " 𝖽 : MATHEMATICAL SANS-SERIF SMALL D -\\sanse " 𝖾 : MATHEMATICAL SANS-SERIF SMALL E -\\sansf " 𝖿 : MATHEMATICAL SANS-SERIF SMALL F -\\sansg " 𝗀 : MATHEMATICAL SANS-SERIF SMALL G -\\sansh " 𝗁 : MATHEMATICAL SANS-SERIF SMALL H -\\sansi " 𝗂 : MATHEMATICAL SANS-SERIF SMALL I -\\sansj " 𝗃 : MATHEMATICAL SANS-SERIF SMALL J -\\sansk " 𝗄 : MATHEMATICAL SANS-SERIF SMALL K -\\sansl " 𝗅 : MATHEMATICAL SANS-SERIF SMALL L -\\sansm " 𝗆 : MATHEMATICAL SANS-SERIF SMALL M -\\sansn " 𝗇 : MATHEMATICAL SANS-SERIF SMALL N -\\sanso " 𝗈 : MATHEMATICAL SANS-SERIF SMALL O -\\sansp " 𝗉 : MATHEMATICAL SANS-SERIF SMALL P -\\sansq " 𝗊 : MATHEMATICAL SANS-SERIF SMALL Q -\\sansr " 𝗋 : MATHEMATICAL SANS-SERIF SMALL R -\\sanss " 𝗌 : MATHEMATICAL SANS-SERIF SMALL S -\\sanst " 𝗍 : MATHEMATICAL SANS-SERIF SMALL T -\\sansu " 𝗎 : MATHEMATICAL SANS-SERIF SMALL U -\\sansv " 𝗏 : MATHEMATICAL SANS-SERIF SMALL V -\\sansw " 𝗐 : MATHEMATICAL SANS-SERIF SMALL W -\\sansx " 𝗑 : MATHEMATICAL SANS-SERIF SMALL X -\\sansy " 𝗒 : MATHEMATICAL SANS-SERIF SMALL Y -\\sansz " 𝗓 : MATHEMATICAL SANS-SERIF SMALL Z -\\bsansA " 𝗔 : MATHEMATICAL SANS-SERIF BOLD CAPITAL A -\\bsansB " 𝗕 : MATHEMATICAL SANS-SERIF BOLD CAPITAL B -\\bsansC " 𝗖 : MATHEMATICAL SANS-SERIF BOLD CAPITAL C -\\bsansD " 𝗗 : MATHEMATICAL SANS-SERIF BOLD CAPITAL D -\\bsansE " 𝗘 : MATHEMATICAL SANS-SERIF BOLD CAPITAL E -\\bsansF " 𝗙 : MATHEMATICAL SANS-SERIF BOLD CAPITAL F -\\bsansG " 𝗚 : MATHEMATICAL SANS-SERIF BOLD CAPITAL G -\\bsansH " 𝗛 : MATHEMATICAL SANS-SERIF BOLD CAPITAL H -\\bsansI " 𝗜 : MATHEMATICAL SANS-SERIF BOLD CAPITAL I -\\bsansJ " 𝗝 : MATHEMATICAL SANS-SERIF BOLD CAPITAL J -\\bsansK " 𝗞 : MATHEMATICAL SANS-SERIF BOLD CAPITAL K -\\bsansL " 𝗟 : MATHEMATICAL SANS-SERIF BOLD CAPITAL L -\\bsansM " 𝗠 : MATHEMATICAL SANS-SERIF BOLD CAPITAL M -\\bsansN " 𝗡 : MATHEMATICAL SANS-SERIF BOLD CAPITAL N -\\bsansO " 𝗢 : MATHEMATICAL SANS-SERIF BOLD CAPITAL O -\\bsansP " 𝗣 : MATHEMATICAL SANS-SERIF BOLD CAPITAL P -\\bsansQ " 𝗤 : MATHEMATICAL SANS-SERIF BOLD CAPITAL Q -\\bsansR " 𝗥 : MATHEMATICAL SANS-SERIF BOLD CAPITAL R -\\bsansS " 𝗦 : MATHEMATICAL SANS-SERIF BOLD CAPITAL S -\\bsansT " 𝗧 : MATHEMATICAL SANS-SERIF BOLD CAPITAL T -\\bsansU " 𝗨 : MATHEMATICAL SANS-SERIF BOLD CAPITAL U -\\bsansV " 𝗩 : MATHEMATICAL SANS-SERIF BOLD CAPITAL V -\\bsansW " 𝗪 : MATHEMATICAL SANS-SERIF BOLD CAPITAL W -\\bsansX " 𝗫 : MATHEMATICAL SANS-SERIF BOLD CAPITAL X -\\bsansY " 𝗬 : MATHEMATICAL SANS-SERIF BOLD CAPITAL Y -\\bsansZ " 𝗭 : MATHEMATICAL SANS-SERIF BOLD CAPITAL Z -\\bsansa " 𝗮 : MATHEMATICAL SANS-SERIF BOLD SMALL A -\\bsansb " 𝗯 : MATHEMATICAL SANS-SERIF BOLD SMALL B -\\bsansc " 𝗰 : MATHEMATICAL SANS-SERIF BOLD SMALL C -\\bsansd " 𝗱 : MATHEMATICAL SANS-SERIF BOLD SMALL D -\\bsanse " 𝗲 : MATHEMATICAL SANS-SERIF BOLD SMALL E -\\bsansf " 𝗳 : MATHEMATICAL SANS-SERIF BOLD SMALL F -\\bsansg " 𝗴 : MATHEMATICAL SANS-SERIF BOLD SMALL G -\\bsansh " 𝗵 : MATHEMATICAL SANS-SERIF BOLD SMALL H -\\bsansi " 𝗶 : MATHEMATICAL SANS-SERIF BOLD SMALL I -\\bsansj " 𝗷 : MATHEMATICAL SANS-SERIF BOLD SMALL J -\\bsansk " 𝗸 : MATHEMATICAL SANS-SERIF BOLD SMALL K -\\bsansl " 𝗹 : MATHEMATICAL SANS-SERIF BOLD SMALL L -\\bsansm " 𝗺 : MATHEMATICAL SANS-SERIF BOLD SMALL M -\\bsansn " 𝗻 : MATHEMATICAL SANS-SERIF BOLD SMALL N -\\bsanso " 𝗼 : MATHEMATICAL SANS-SERIF BOLD SMALL O -\\bsansp " 𝗽 : MATHEMATICAL SANS-SERIF BOLD SMALL P -\\bsansq " 𝗾 : MATHEMATICAL SANS-SERIF BOLD SMALL Q -\\bsansr " 𝗿 : MATHEMATICAL SANS-SERIF BOLD SMALL R -\\bsanss " 𝘀 : MATHEMATICAL SANS-SERIF BOLD SMALL S -\\bsanst " 𝘁 : MATHEMATICAL SANS-SERIF BOLD SMALL T -\\bsansu " 𝘂 : MATHEMATICAL SANS-SERIF BOLD SMALL U -\\bsansv " 𝘃 : MATHEMATICAL SANS-SERIF BOLD SMALL V -\\bsansw " 𝘄 : MATHEMATICAL SANS-SERIF BOLD SMALL W -\\bsansx " 𝘅 : MATHEMATICAL SANS-SERIF BOLD SMALL X -\\bsansy " 𝘆 : MATHEMATICAL SANS-SERIF BOLD SMALL Y -\\bsansz " 𝘇 : MATHEMATICAL SANS-SERIF BOLD SMALL Z -\\isansA " 𝘈 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL A -\\isansB " 𝘉 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL B -\\isansC " 𝘊 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL C -\\isansD " 𝘋 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL D -\\isansE " 𝘌 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL E -\\isansF " 𝘍 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL F -\\isansG " 𝘎 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL G -\\isansH " 𝘏 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL H -\\isansI " 𝘐 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL I -\\isansJ " 𝘑 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL J -\\isansK " 𝘒 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL K -\\isansL " 𝘓 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL L -\\isansM " 𝘔 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL M -\\isansN " 𝘕 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL N -\\isansO " 𝘖 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL O -\\isansP " 𝘗 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL P -\\isansQ " 𝘘 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL Q -\\isansR " 𝘙 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL R -\\isansS " 𝘚 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL S -\\isansT " 𝘛 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL T -\\isansU " 𝘜 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL U -\\isansV " 𝘝 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL V -\\isansW " 𝘞 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL W -\\isansX " 𝘟 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL X -\\isansY " 𝘠 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL Y -\\isansZ " 𝘡 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL Z -\\isansa " 𝘢 : MATHEMATICAL SANS-SERIF ITALIC SMALL A -\\isansb " 𝘣 : MATHEMATICAL SANS-SERIF ITALIC SMALL B -\\isansc " 𝘤 : MATHEMATICAL SANS-SERIF ITALIC SMALL C -\\isansd " 𝘥 : MATHEMATICAL SANS-SERIF ITALIC SMALL D -\\isanse " 𝘦 : MATHEMATICAL SANS-SERIF ITALIC SMALL E -\\isansf " 𝘧 : MATHEMATICAL SANS-SERIF ITALIC SMALL F -\\isansg " 𝘨 : MATHEMATICAL SANS-SERIF ITALIC SMALL G -\\isansh " 𝘩 : MATHEMATICAL SANS-SERIF ITALIC SMALL H -\\isansi " 𝘪 : MATHEMATICAL SANS-SERIF ITALIC SMALL I -\\isansj " 𝘫 : MATHEMATICAL SANS-SERIF ITALIC SMALL J -\\isansk " 𝘬 : MATHEMATICAL SANS-SERIF ITALIC SMALL K -\\isansl " 𝘭 : MATHEMATICAL SANS-SERIF ITALIC SMALL L -\\isansm " 𝘮 : MATHEMATICAL SANS-SERIF ITALIC SMALL M -\\isansn " 𝘯 : MATHEMATICAL SANS-SERIF ITALIC SMALL N -\\isanso " 𝘰 : MATHEMATICAL SANS-SERIF ITALIC SMALL O -\\isansp " 𝘱 : MATHEMATICAL SANS-SERIF ITALIC SMALL P -\\isansq " 𝘲 : MATHEMATICAL SANS-SERIF ITALIC SMALL Q -\\isansr " 𝘳 : MATHEMATICAL SANS-SERIF ITALIC SMALL R -\\isanss " 𝘴 : MATHEMATICAL SANS-SERIF ITALIC SMALL S -\\isanst " 𝘵 : MATHEMATICAL SANS-SERIF ITALIC SMALL T -\\isansu " 𝘶 : MATHEMATICAL SANS-SERIF ITALIC SMALL U -\\isansv " 𝘷 : MATHEMATICAL SANS-SERIF ITALIC SMALL V -\\isansw " 𝘸 : MATHEMATICAL SANS-SERIF ITALIC SMALL W -\\isansx " 𝘹 : MATHEMATICAL SANS-SERIF ITALIC SMALL X -\\isansy " 𝘺 : MATHEMATICAL SANS-SERIF ITALIC SMALL Y -\\isansz " 𝘻 : MATHEMATICAL SANS-SERIF ITALIC SMALL Z -\\bisansA " 𝘼 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL A -\\bisansB " 𝘽 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL B -\\bisansC " 𝘾 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL C -\\bisansD " 𝘿 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL D -\\bisansE " 𝙀 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL E -\\bisansF " 𝙁 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL F -\\bisansG " 𝙂 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL G -\\bisansH " 𝙃 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL H -\\bisansI " 𝙄 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL I -\\bisansJ " 𝙅 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL J -\\bisansK " 𝙆 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL K -\\bisansL " 𝙇 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL L -\\bisansM " 𝙈 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL M -\\bisansN " 𝙉 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL N -\\bisansO " 𝙊 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL O -\\bisansP " 𝙋 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL P -\\bisansQ " 𝙌 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL Q -\\bisansR " 𝙍 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL R -\\bisansS " 𝙎 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL S -\\bisansT " 𝙏 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL T -\\bisansU " 𝙐 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL U -\\bisansV " 𝙑 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL V -\\bisansW " 𝙒 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL W -\\bisansX " 𝙓 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL X -\\bisansY " 𝙔 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL Y -\\bisansZ " 𝙕 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL Z -\\bisansa " 𝙖 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL A -\\bisansb " 𝙗 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL B -\\bisansc " 𝙘 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL C -\\bisansd " 𝙙 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL D -\\bisanse " 𝙚 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL E -\\bisansf " 𝙛 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL F -\\bisansg " 𝙜 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL G -\\bisansh " 𝙝 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL H -\\bisansi " 𝙞 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL I -\\bisansj " 𝙟 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL J -\\bisansk " 𝙠 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL K -\\bisansl " 𝙡 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL L -\\bisansm " 𝙢 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL M -\\bisansn " 𝙣 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL N -\\bisanso " 𝙤 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL O -\\bisansp " 𝙥 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL P -\\bisansq " 𝙦 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL Q -\\bisansr " 𝙧 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL R -\\bisanss " 𝙨 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL S -\\bisanst " 𝙩 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL T -\\bisansu " 𝙪 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL U -\\bisansv " 𝙫 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL V -\\bisansw " 𝙬 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL W -\\bisansx " 𝙭 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL X -\\bisansy " 𝙮 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL Y -\\bisansz " 𝙯 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL Z -\\ttA " 𝙰 : MATHEMATICAL MONOSPACE CAPITAL A -\\ttB " 𝙱 : MATHEMATICAL MONOSPACE CAPITAL B -\\ttC " 𝙲 : MATHEMATICAL MONOSPACE CAPITAL C -\\ttD " 𝙳 : MATHEMATICAL MONOSPACE CAPITAL D -\\ttE " 𝙴 : MATHEMATICAL MONOSPACE CAPITAL E -\\ttF " 𝙵 : MATHEMATICAL MONOSPACE CAPITAL F -\\ttG " 𝙶 : MATHEMATICAL MONOSPACE CAPITAL G -\\ttH " 𝙷 : MATHEMATICAL MONOSPACE CAPITAL H -\\ttI " 𝙸 : MATHEMATICAL MONOSPACE CAPITAL I -\\ttJ " 𝙹 : MATHEMATICAL MONOSPACE CAPITAL J -\\ttK " 𝙺 : MATHEMATICAL MONOSPACE CAPITAL K -\\ttL " 𝙻 : MATHEMATICAL MONOSPACE CAPITAL L -\\ttM " 𝙼 : MATHEMATICAL MONOSPACE CAPITAL M -\\ttN " 𝙽 : MATHEMATICAL MONOSPACE CAPITAL N -\\ttO " 𝙾 : MATHEMATICAL MONOSPACE CAPITAL O -\\ttP " 𝙿 : MATHEMATICAL MONOSPACE CAPITAL P -\\ttQ " 𝚀 : MATHEMATICAL MONOSPACE CAPITAL Q -\\ttR " 𝚁 : MATHEMATICAL MONOSPACE CAPITAL R -\\ttS " 𝚂 : MATHEMATICAL MONOSPACE CAPITAL S -\\ttT " 𝚃 : MATHEMATICAL MONOSPACE CAPITAL T -\\ttU " 𝚄 : MATHEMATICAL MONOSPACE CAPITAL U -\\ttV " 𝚅 : MATHEMATICAL MONOSPACE CAPITAL V -\\ttW " 𝚆 : MATHEMATICAL MONOSPACE CAPITAL W -\\ttX " 𝚇 : MATHEMATICAL MONOSPACE CAPITAL X -\\ttY " 𝚈 : MATHEMATICAL MONOSPACE CAPITAL Y -\\ttZ " 𝚉 : MATHEMATICAL MONOSPACE CAPITAL Z -\\tta " 𝚊 : MATHEMATICAL MONOSPACE SMALL A -\\ttb " 𝚋 : MATHEMATICAL MONOSPACE SMALL B -\\ttc " 𝚌 : MATHEMATICAL MONOSPACE SMALL C -\\ttd " 𝚍 : MATHEMATICAL MONOSPACE SMALL D -\\tte " 𝚎 : MATHEMATICAL MONOSPACE SMALL E -\\ttf " 𝚏 : MATHEMATICAL MONOSPACE SMALL F -\\ttg " 𝚐 : MATHEMATICAL MONOSPACE SMALL G -\\tth " 𝚑 : MATHEMATICAL MONOSPACE SMALL H -\\tti " 𝚒 : MATHEMATICAL MONOSPACE SMALL I -\\ttj " 𝚓 : MATHEMATICAL MONOSPACE SMALL J -\\ttk " 𝚔 : MATHEMATICAL MONOSPACE SMALL K -\\ttl " 𝚕 : MATHEMATICAL MONOSPACE SMALL L -\\ttm " 𝚖 : MATHEMATICAL MONOSPACE SMALL M -\\ttn " 𝚗 : MATHEMATICAL MONOSPACE SMALL N -\\tto " 𝚘 : MATHEMATICAL MONOSPACE SMALL O -\\ttp " 𝚙 : MATHEMATICAL MONOSPACE SMALL P -\\ttq " 𝚚 : MATHEMATICAL MONOSPACE SMALL Q -\\ttr " 𝚛 : MATHEMATICAL MONOSPACE SMALL R -\\tts " 𝚜 : MATHEMATICAL MONOSPACE SMALL S -\\ttt " 𝚝 : MATHEMATICAL MONOSPACE SMALL T -\\ttu " 𝚞 : MATHEMATICAL MONOSPACE SMALL U -\\ttv " 𝚟 : MATHEMATICAL MONOSPACE SMALL V -\\ttw " 𝚠 : MATHEMATICAL MONOSPACE SMALL W -\\ttx " 𝚡 : MATHEMATICAL MONOSPACE SMALL X -\\tty " 𝚢 : MATHEMATICAL MONOSPACE SMALL Y -\\ttz " 𝚣 : MATHEMATICAL MONOSPACE SMALL Z -\\itimath " 𝚤 : MATHEMATICAL ITALIC SMALL DOTLESS I -\\itjmath " 𝚥 : MATHEMATICAL ITALIC SMALL DOTLESS J -\\bfAlpha " 𝚨 : MATHEMATICAL BOLD CAPITAL ALPHA -\\bfBeta " 𝚩 : MATHEMATICAL BOLD CAPITAL BETA -\\bfGamma " 𝚪 : MATHEMATICAL BOLD CAPITAL GAMMA -\\bfDelta " 𝚫 : MATHEMATICAL BOLD CAPITAL DELTA -\\bfEpsilon " 𝚬 : MATHEMATICAL BOLD CAPITAL EPSILON -\\bfZeta " 𝚭 : MATHEMATICAL BOLD CAPITAL ZETA -\\bfEta " 𝚮 : MATHEMATICAL BOLD CAPITAL ETA -\\bfTheta " 𝚯 : MATHEMATICAL BOLD CAPITAL THETA -\\bfIota " 𝚰 : MATHEMATICAL BOLD CAPITAL IOTA -\\bfKappa " 𝚱 : MATHEMATICAL BOLD CAPITAL KAPPA -\\bfLambda " 𝚲 : MATHEMATICAL BOLD CAPITAL LAMDA -\\bfMu " 𝚳 : MATHEMATICAL BOLD CAPITAL MU -\\bfNu " 𝚴 : MATHEMATICAL BOLD CAPITAL NU -\\bfXi " 𝚵 : MATHEMATICAL BOLD CAPITAL XI -\\bfOmicron " 𝚶 : MATHEMATICAL BOLD CAPITAL OMICRON -\\bfPi " 𝚷 : MATHEMATICAL BOLD CAPITAL PI -\\bfRho " 𝚸 : MATHEMATICAL BOLD CAPITAL RHO -\\bfvarTheta " 𝚹 : MATHEMATICAL BOLD CAPITAL THETA SYMBOL -\\bfSigma " 𝚺 : MATHEMATICAL BOLD CAPITAL SIGMA -\\bfTau " 𝚻 : MATHEMATICAL BOLD CAPITAL TAU -\\bfUpsilon " 𝚼 : MATHEMATICAL BOLD CAPITAL UPSILON -\\bfPhi " 𝚽 : MATHEMATICAL BOLD CAPITAL PHI -\\bfChi " 𝚾 : MATHEMATICAL BOLD CAPITAL CHI -\\bfPsi " 𝚿 : MATHEMATICAL BOLD CAPITAL PSI -\\bfOmega " 𝛀 : MATHEMATICAL BOLD CAPITAL OMEGA -\\bfnabla " 𝛁 : MATHEMATICAL BOLD NABLA -\\bfalpha " 𝛂 : MATHEMATICAL BOLD SMALL ALPHA -\\bfbeta " 𝛃 : MATHEMATICAL BOLD SMALL BETA -\\bfgamma " 𝛄 : MATHEMATICAL BOLD SMALL GAMMA -\\bfdelta " 𝛅 : MATHEMATICAL BOLD SMALL DELTA -\\bfepsilon " 𝛆 : MATHEMATICAL BOLD SMALL EPSILON -\\bfzeta " 𝛇 : MATHEMATICAL BOLD SMALL ZETA -\\bfeta " 𝛈 : MATHEMATICAL BOLD SMALL ETA -\\bftheta " 𝛉 : MATHEMATICAL BOLD SMALL THETA -\\bfiota " 𝛊 : MATHEMATICAL BOLD SMALL IOTA -\\bfkappa " 𝛋 : MATHEMATICAL BOLD SMALL KAPPA -\\bflambda " 𝛌 : MATHEMATICAL BOLD SMALL LAMDA -\\bfmu " 𝛍 : MATHEMATICAL BOLD SMALL MU -\\bfnu " 𝛎 : MATHEMATICAL BOLD SMALL NU -\\bfxi " 𝛏 : MATHEMATICAL BOLD SMALL XI -\\bfomicron " 𝛐 : MATHEMATICAL BOLD SMALL OMICRON -\\bfpi " 𝛑 : MATHEMATICAL BOLD SMALL PI -\\bfrho " 𝛒 : MATHEMATICAL BOLD SMALL RHO -\\bfvarsigma " 𝛓 : MATHEMATICAL BOLD SMALL FINAL SIGMA -\\bfsigma " 𝛔 : MATHEMATICAL BOLD SMALL SIGMA -\\bftau " 𝛕 : MATHEMATICAL BOLD SMALL TAU -\\bfupsilon " 𝛖 : MATHEMATICAL BOLD SMALL UPSILON -\\bfvarphi " 𝛗 : MATHEMATICAL BOLD SMALL PHI -\\bfchi " 𝛘 : MATHEMATICAL BOLD SMALL CHI -\\bfpsi " 𝛙 : MATHEMATICAL BOLD SMALL PSI -\\bfomega " 𝛚 : MATHEMATICAL BOLD SMALL OMEGA -\\bfpartial " 𝛛 : MATHEMATICAL BOLD PARTIAL DIFFERENTIAL -\\bfvarepsilon " 𝛜 : MATHEMATICAL BOLD EPSILON SYMBOL -\\bfvartheta " 𝛝 : MATHEMATICAL BOLD THETA SYMBOL -\\bfvarkappa " 𝛞 : MATHEMATICAL BOLD KAPPA SYMBOL -\\bfphi " 𝛟 : MATHEMATICAL BOLD PHI SYMBOL -\\bfvarrho " 𝛠 : MATHEMATICAL BOLD RHO SYMBOL -\\bfvarpi " 𝛡 : MATHEMATICAL BOLD PI SYMBOL -\\itAlpha " 𝛢 : MATHEMATICAL ITALIC CAPITAL ALPHA -\\itBeta " 𝛣 : MATHEMATICAL ITALIC CAPITAL BETA -\\itGamma " 𝛤 : MATHEMATICAL ITALIC CAPITAL GAMMA -\\itDelta " 𝛥 : MATHEMATICAL ITALIC CAPITAL DELTA -\\itEpsilon " 𝛦 : MATHEMATICAL ITALIC CAPITAL EPSILON -\\itZeta " 𝛧 : MATHEMATICAL ITALIC CAPITAL ZETA -\\itEta " 𝛨 : MATHEMATICAL ITALIC CAPITAL ETA -\\itTheta " 𝛩 : MATHEMATICAL ITALIC CAPITAL THETA -\\itIota " 𝛪 : MATHEMATICAL ITALIC CAPITAL IOTA -\\itKappa " 𝛫 : MATHEMATICAL ITALIC CAPITAL KAPPA -\\itLambda " 𝛬 : MATHEMATICAL ITALIC CAPITAL LAMDA -\\itMu " 𝛭 : MATHEMATICAL ITALIC CAPITAL MU -\\itNu " 𝛮 : MATHEMATICAL ITALIC CAPITAL NU -\\itXi " 𝛯 : MATHEMATICAL ITALIC CAPITAL XI -\\itOmicron " 𝛰 : MATHEMATICAL ITALIC CAPITAL OMICRON -\\itPi " 𝛱 : MATHEMATICAL ITALIC CAPITAL PI -\\itRho " 𝛲 : MATHEMATICAL ITALIC CAPITAL RHO -\\itvarTheta " 𝛳 : MATHEMATICAL ITALIC CAPITAL THETA SYMBOL -\\itSigma " 𝛴 : MATHEMATICAL ITALIC CAPITAL SIGMA -\\itTau " 𝛵 : MATHEMATICAL ITALIC CAPITAL TAU -\\itUpsilon " 𝛶 : MATHEMATICAL ITALIC CAPITAL UPSILON -\\itPhi " 𝛷 : MATHEMATICAL ITALIC CAPITAL PHI -\\itChi " 𝛸 : MATHEMATICAL ITALIC CAPITAL CHI -\\itPsi " 𝛹 : MATHEMATICAL ITALIC CAPITAL PSI -\\itOmega " 𝛺 : MATHEMATICAL ITALIC CAPITAL OMEGA -\\itnabla " 𝛻 : MATHEMATICAL ITALIC NABLA -\\italpha " 𝛼 : MATHEMATICAL ITALIC SMALL ALPHA -\\itbeta " 𝛽 : MATHEMATICAL ITALIC SMALL BETA -\\itgamma " 𝛾 : MATHEMATICAL ITALIC SMALL GAMMA -\\itdelta " 𝛿 : MATHEMATICAL ITALIC SMALL DELTA -\\itepsilon " 𝜀 : MATHEMATICAL ITALIC SMALL EPSILON -\\itzeta " 𝜁 : MATHEMATICAL ITALIC SMALL ZETA -\\iteta " 𝜂 : MATHEMATICAL ITALIC SMALL ETA -\\ittheta " 𝜃 : MATHEMATICAL ITALIC SMALL THETA -\\itiota " 𝜄 : MATHEMATICAL ITALIC SMALL IOTA -\\itkappa " 𝜅 : MATHEMATICAL ITALIC SMALL KAPPA -\\itlambda " 𝜆 : MATHEMATICAL ITALIC SMALL LAMDA -\\itmu " 𝜇 : MATHEMATICAL ITALIC SMALL MU -\\itnu " 𝜈 : MATHEMATICAL ITALIC SMALL NU -\\itxi " 𝜉 : MATHEMATICAL ITALIC SMALL XI -\\itomicron " 𝜊 : MATHEMATICAL ITALIC SMALL OMICRON -\\itpi " 𝜋 : MATHEMATICAL ITALIC SMALL PI -\\itrho " 𝜌 : MATHEMATICAL ITALIC SMALL RHO -\\itvarsigma " 𝜍 : MATHEMATICAL ITALIC SMALL FINAL SIGMA -\\itsigma " 𝜎 : MATHEMATICAL ITALIC SMALL SIGMA -\\ittau " 𝜏 : MATHEMATICAL ITALIC SMALL TAU -\\itupsilon " 𝜐 : MATHEMATICAL ITALIC SMALL UPSILON -\\itphi " 𝜑 : MATHEMATICAL ITALIC SMALL PHI -\\itchi " 𝜒 : MATHEMATICAL ITALIC SMALL CHI -\\itpsi " 𝜓 : MATHEMATICAL ITALIC SMALL PSI -\\itomega " 𝜔 : MATHEMATICAL ITALIC SMALL OMEGA -\\itpartial " 𝜕 : MATHEMATICAL ITALIC PARTIAL DIFFERENTIAL -\\itvarepsilon " 𝜖 : MATHEMATICAL ITALIC EPSILON SYMBOL -\\itvartheta " 𝜗 : MATHEMATICAL ITALIC THETA SYMBOL -\\itvarkappa " 𝜘 : MATHEMATICAL ITALIC KAPPA SYMBOL -\\itvarphi " 𝜙 : MATHEMATICAL ITALIC PHI SYMBOL -\\itvarrho " 𝜚 : MATHEMATICAL ITALIC RHO SYMBOL -\\itvarpi " 𝜛 : MATHEMATICAL ITALIC PI SYMBOL -\\biAlpha " 𝜜 : MATHEMATICAL BOLD ITALIC CAPITAL ALPHA -\\biBeta " 𝜝 : MATHEMATICAL BOLD ITALIC CAPITAL BETA -\\biGamma " 𝜞 : MATHEMATICAL BOLD ITALIC CAPITAL GAMMA -\\biDelta " 𝜟 : MATHEMATICAL BOLD ITALIC CAPITAL DELTA -\\biEpsilon " 𝜠 : MATHEMATICAL BOLD ITALIC CAPITAL EPSILON -\\biZeta " 𝜡 : MATHEMATICAL BOLD ITALIC CAPITAL ZETA -\\biEta " 𝜢 : MATHEMATICAL BOLD ITALIC CAPITAL ETA -\\biTheta " 𝜣 : MATHEMATICAL BOLD ITALIC CAPITAL THETA -\\biIota " 𝜤 : MATHEMATICAL BOLD ITALIC CAPITAL IOTA -\\biKappa " 𝜥 : MATHEMATICAL BOLD ITALIC CAPITAL KAPPA -\\biLambda " 𝜦 : MATHEMATICAL BOLD ITALIC CAPITAL LAMDA -\\biMu " 𝜧 : MATHEMATICAL BOLD ITALIC CAPITAL MU -\\biNu " 𝜨 : MATHEMATICAL BOLD ITALIC CAPITAL NU -\\biXi " 𝜩 : MATHEMATICAL BOLD ITALIC CAPITAL XI -\\biOmicron " 𝜪 : MATHEMATICAL BOLD ITALIC CAPITAL OMICRON -\\biPi " 𝜫 : MATHEMATICAL BOLD ITALIC CAPITAL PI -\\biRho " 𝜬 : MATHEMATICAL BOLD ITALIC CAPITAL RHO -\\bivarTheta " 𝜭 : MATHEMATICAL BOLD ITALIC CAPITAL THETA SYMBOL -\\biSigma " 𝜮 : MATHEMATICAL BOLD ITALIC CAPITAL SIGMA -\\biTau " 𝜯 : MATHEMATICAL BOLD ITALIC CAPITAL TAU -\\biUpsilon " 𝜰 : MATHEMATICAL BOLD ITALIC CAPITAL UPSILON -\\biPhi " 𝜱 : MATHEMATICAL BOLD ITALIC CAPITAL PHI -\\biChi " 𝜲 : MATHEMATICAL BOLD ITALIC CAPITAL CHI -\\biPsi " 𝜳 : MATHEMATICAL BOLD ITALIC CAPITAL PSI -\\biOmega " 𝜴 : MATHEMATICAL BOLD ITALIC CAPITAL OMEGA -\\binabla " 𝜵 : MATHEMATICAL BOLD ITALIC NABLA -\\bialpha " 𝜶 : MATHEMATICAL BOLD ITALIC SMALL ALPHA -\\bibeta " 𝜷 : MATHEMATICAL BOLD ITALIC SMALL BETA -\\bigamma " 𝜸 : MATHEMATICAL BOLD ITALIC SMALL GAMMA -\\bidelta " 𝜹 : MATHEMATICAL BOLD ITALIC SMALL DELTA -\\biepsilon " 𝜺 : MATHEMATICAL BOLD ITALIC SMALL EPSILON -\\bizeta " 𝜻 : MATHEMATICAL BOLD ITALIC SMALL ZETA -\\bieta " 𝜼 : MATHEMATICAL BOLD ITALIC SMALL ETA -\\bitheta " 𝜽 : MATHEMATICAL BOLD ITALIC SMALL THETA -\\biiota " 𝜾 : MATHEMATICAL BOLD ITALIC SMALL IOTA -\\bikappa " 𝜿 : MATHEMATICAL BOLD ITALIC SMALL KAPPA -\\bilambda " 𝝀 : MATHEMATICAL BOLD ITALIC SMALL LAMDA -\\bimu " 𝝁 : MATHEMATICAL BOLD ITALIC SMALL MU -\\binu " 𝝂 : MATHEMATICAL BOLD ITALIC SMALL NU -\\bixi " 𝝃 : MATHEMATICAL BOLD ITALIC SMALL XI -\\biomicron " 𝝄 : MATHEMATICAL BOLD ITALIC SMALL OMICRON -\\bipi " 𝝅 : MATHEMATICAL BOLD ITALIC SMALL PI -\\birho " 𝝆 : MATHEMATICAL BOLD ITALIC SMALL RHO -\\bivarsigma " 𝝇 : MATHEMATICAL BOLD ITALIC SMALL FINAL SIGMA -\\bisigma " 𝝈 : MATHEMATICAL BOLD ITALIC SMALL SIGMA -\\bitau " 𝝉 : MATHEMATICAL BOLD ITALIC SMALL TAU -\\biupsilon " 𝝊 : MATHEMATICAL BOLD ITALIC SMALL UPSILON -\\biphi " 𝝋 : MATHEMATICAL BOLD ITALIC SMALL PHI -\\bichi " 𝝌 : MATHEMATICAL BOLD ITALIC SMALL CHI -\\bipsi " 𝝍 : MATHEMATICAL BOLD ITALIC SMALL PSI -\\biomega " 𝝎 : MATHEMATICAL BOLD ITALIC SMALL OMEGA -\\bipartial " 𝝏 : MATHEMATICAL BOLD ITALIC PARTIAL DIFFERENTIAL -\\bivarepsilon " 𝝐 : MATHEMATICAL BOLD ITALIC EPSILON SYMBOL -\\bivartheta " 𝝑 : MATHEMATICAL BOLD ITALIC THETA SYMBOL -\\bivarkappa " 𝝒 : MATHEMATICAL BOLD ITALIC KAPPA SYMBOL -\\bivarphi " 𝝓 : MATHEMATICAL BOLD ITALIC PHI SYMBOL -\\bivarrho " 𝝔 : MATHEMATICAL BOLD ITALIC RHO SYMBOL -\\bivarpi " 𝝕 : MATHEMATICAL BOLD ITALIC PI SYMBOL -\\bsansAlpha " 𝝖 : MATHEMATICAL SANS-SERIF BOLD CAPITAL ALPHA -\\bsansBeta " 𝝗 : MATHEMATICAL SANS-SERIF BOLD CAPITAL BETA -\\bsansGamma " 𝝘 : MATHEMATICAL SANS-SERIF BOLD CAPITAL GAMMA -\\bsansDelta " 𝝙 : MATHEMATICAL SANS-SERIF BOLD CAPITAL DELTA -\\bsansEpsilon " 𝝚 : MATHEMATICAL SANS-SERIF BOLD CAPITAL EPSILON -\\bsansZeta " 𝝛 : MATHEMATICAL SANS-SERIF BOLD CAPITAL ZETA -\\bsansEta " 𝝜 : MATHEMATICAL SANS-SERIF BOLD CAPITAL ETA -\\bsansTheta " 𝝝 : MATHEMATICAL SANS-SERIF BOLD CAPITAL THETA -\\bsansIota " 𝝞 : MATHEMATICAL SANS-SERIF BOLD CAPITAL IOTA -\\bsansKappa " 𝝟 : MATHEMATICAL SANS-SERIF BOLD CAPITAL KAPPA -\\bsansLambda " 𝝠 : MATHEMATICAL SANS-SERIF BOLD CAPITAL LAMDA -\\bsansMu " 𝝡 : MATHEMATICAL SANS-SERIF BOLD CAPITAL MU -\\bsansNu " 𝝢 : MATHEMATICAL SANS-SERIF BOLD CAPITAL NU -\\bsansXi " 𝝣 : MATHEMATICAL SANS-SERIF BOLD CAPITAL XI -\\bsansOmicron " 𝝤 : MATHEMATICAL SANS-SERIF BOLD CAPITAL OMICRON -\\bsansPi " 𝝥 : MATHEMATICAL SANS-SERIF BOLD CAPITAL PI -\\bsansRho " 𝝦 : MATHEMATICAL SANS-SERIF BOLD CAPITAL RHO -\\bsansvarTheta " 𝝧 : MATHEMATICAL SANS-SERIF BOLD CAPITAL THETA SYMBOL -\\bsansSigma " 𝝨 : MATHEMATICAL SANS-SERIF BOLD CAPITAL SIGMA -\\bsansTau " 𝝩 : MATHEMATICAL SANS-SERIF BOLD CAPITAL TAU -\\bsansUpsilon " 𝝪 : MATHEMATICAL SANS-SERIF BOLD CAPITAL UPSILON -\\bsansPhi " 𝝫 : MATHEMATICAL SANS-SERIF BOLD CAPITAL PHI -\\bsansChi " 𝝬 : MATHEMATICAL SANS-SERIF BOLD CAPITAL CHI -\\bsansPsi " 𝝭 : MATHEMATICAL SANS-SERIF BOLD CAPITAL PSI -\\bsansOmega " 𝝮 : MATHEMATICAL SANS-SERIF BOLD CAPITAL OMEGA -\\bsansnabla " 𝝯 : MATHEMATICAL SANS-SERIF BOLD NABLA -\\bsansalpha " 𝝰 : MATHEMATICAL SANS-SERIF BOLD SMALL ALPHA -\\bsansbeta " 𝝱 : MATHEMATICAL SANS-SERIF BOLD SMALL BETA -\\bsansgamma " 𝝲 : MATHEMATICAL SANS-SERIF BOLD SMALL GAMMA -\\bsansdelta " 𝝳 : MATHEMATICAL SANS-SERIF BOLD SMALL DELTA -\\bsansepsilon " 𝝴 : MATHEMATICAL SANS-SERIF BOLD SMALL EPSILON -\\bsanszeta " 𝝵 : MATHEMATICAL SANS-SERIF BOLD SMALL ZETA -\\bsanseta " 𝝶 : MATHEMATICAL SANS-SERIF BOLD SMALL ETA -\\bsanstheta " 𝝷 : MATHEMATICAL SANS-SERIF BOLD SMALL THETA -\\bsansiota " 𝝸 : MATHEMATICAL SANS-SERIF BOLD SMALL IOTA -\\bsanskappa " 𝝹 : MATHEMATICAL SANS-SERIF BOLD SMALL KAPPA -\\bsanslambda " 𝝺 : MATHEMATICAL SANS-SERIF BOLD SMALL LAMDA -\\bsansmu " 𝝻 : MATHEMATICAL SANS-SERIF BOLD SMALL MU -\\bsansnu " 𝝼 : MATHEMATICAL SANS-SERIF BOLD SMALL NU -\\bsansxi " 𝝽 : MATHEMATICAL SANS-SERIF BOLD SMALL XI -\\bsansomicron " 𝝾 : MATHEMATICAL SANS-SERIF BOLD SMALL OMICRON -\\bsanspi " 𝝿 : MATHEMATICAL SANS-SERIF BOLD SMALL PI -\\bsansrho " 𝞀 : MATHEMATICAL SANS-SERIF BOLD SMALL RHO -\\bsansvarsigma " 𝞁 : MATHEMATICAL SANS-SERIF BOLD SMALL FINAL SIGMA -\\bsanssigma " 𝞂 : MATHEMATICAL SANS-SERIF BOLD SMALL SIGMA -\\bsanstau " 𝞃 : MATHEMATICAL SANS-SERIF BOLD SMALL TAU -\\bsansupsilon " 𝞄 : MATHEMATICAL SANS-SERIF BOLD SMALL UPSILON -\\bsansphi " 𝞅 : MATHEMATICAL SANS-SERIF BOLD SMALL PHI -\\bsanschi " 𝞆 : MATHEMATICAL SANS-SERIF BOLD SMALL CHI -\\bsanspsi " 𝞇 : MATHEMATICAL SANS-SERIF BOLD SMALL PSI -\\bsansomega " 𝞈 : MATHEMATICAL SANS-SERIF BOLD SMALL OMEGA -\\bsanspartial " 𝞉 : MATHEMATICAL SANS-SERIF BOLD PARTIAL DIFFERENTIAL -\\bsansvarepsilon " 𝞊 : MATHEMATICAL SANS-SERIF BOLD EPSILON SYMBOL -\\bsansvartheta " 𝞋 : MATHEMATICAL SANS-SERIF BOLD THETA SYMBOL -\\bsansvarkappa " 𝞌 : MATHEMATICAL SANS-SERIF BOLD KAPPA SYMBOL -\\bsansvarphi " 𝞍 : MATHEMATICAL SANS-SERIF BOLD PHI SYMBOL -\\bsansvarrho " 𝞎 : MATHEMATICAL SANS-SERIF BOLD RHO SYMBOL -\\bsansvarpi " 𝞏 : MATHEMATICAL SANS-SERIF BOLD PI SYMBOL -\\bisansAlpha " 𝞐 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL ALPHA -\\bisansBeta " 𝞑 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL BETA -\\bisansGamma " 𝞒 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL GAMMA -\\bisansDelta " 𝞓 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL DELTA -\\bisansEpsilon " 𝞔 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL EPSILON -\\bisansZeta " 𝞕 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL ZETA -\\bisansEta " 𝞖 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL ETA -\\bisansTheta " 𝞗 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL THETA -\\bisansIota " 𝞘 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL IOTA -\\bisansKappa " 𝞙 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL KAPPA -\\bisansLambda " 𝞚 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL LAMDA -\\bisansMu " 𝞛 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL MU -\\bisansNu " 𝞜 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL NU -\\bisansXi " 𝞝 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL XI -\\bisansOmicron " 𝞞 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL OMICRON -\\bisansPi " 𝞟 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL PI -\\bisansRho " 𝞠 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL RHO -\\bisansvarTheta " 𝞡 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL THETA SYMBOL -\\bisansSigma " 𝞢 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL SIGMA -\\bisansTau " 𝞣 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL TAU -\\bisansUpsilon " 𝞤 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL UPSILON -\\bisansPhi " 𝞥 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL PHI -\\bisansChi " 𝞦 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL CHI -\\bisansPsi " 𝞧 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL PSI -\\bisansOmega " 𝞨 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL OMEGA -\\bisansnabla " 𝞩 : MATHEMATICAL SANS-SERIF BOLD ITALIC NABLA -\\bisansalpha " 𝞪 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL ALPHA -\\bisansbeta " 𝞫 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL BETA -\\bisansgamma " 𝞬 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL GAMMA -\\bisansdelta " 𝞭 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL DELTA -\\bisansepsilon " 𝞮 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL EPSILON -\\bisanszeta " 𝞯 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL ZETA -\\bisanseta " 𝞰 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL ETA -\\bisanstheta " 𝞱 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL THETA -\\bisansiota " 𝞲 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL IOTA -\\bisanskappa " 𝞳 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL KAPPA -\\bisanslambda " 𝞴 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL LAMDA -\\bisansmu " 𝞵 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL MU -\\bisansnu " 𝞶 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL NU -\\bisansxi " 𝞷 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL XI -\\bisansomicron " 𝞸 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL OMICRON -\\bisanspi " 𝞹 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL PI -\\bisansrho " 𝞺 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL RHO -\\bisansvarsigma " 𝞻 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL FINAL SIGMA -\\bisanssigma " 𝞼 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL SIGMA -\\bisanstau " 𝞽 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL TAU -\\bisansupsilon " 𝞾 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL UPSILON -\\bisansphi " 𝞿 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL PHI -\\bisanschi " 𝟀 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL CHI -\\bisanspsi " 𝟁 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL PSI -\\bisansomega " 𝟂 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL OMEGA -\\bisanspartial " 𝟃 : MATHEMATICAL SANS-SERIF BOLD ITALIC PARTIAL DIFFERENTIAL -\\bisansvarepsilon " 𝟄 : MATHEMATICAL SANS-SERIF BOLD ITALIC EPSILON SYMBOL -\\bisansvartheta " 𝟅 : MATHEMATICAL SANS-SERIF BOLD ITALIC THETA SYMBOL -\\bisansvarkappa " 𝟆 : MATHEMATICAL SANS-SERIF BOLD ITALIC KAPPA SYMBOL -\\bisansvarphi " 𝟇 : MATHEMATICAL SANS-SERIF BOLD ITALIC PHI SYMBOL -\\bisansvarrho " 𝟈 : MATHEMATICAL SANS-SERIF BOLD ITALIC RHO SYMBOL -\\bisansvarpi " 𝟉 : MATHEMATICAL SANS-SERIF BOLD ITALIC PI SYMBOL -\\bfDigamma " 𝟊 : MATHEMATICAL BOLD CAPITAL DIGAMMA -\\bfdigamma " 𝟋 : MATHEMATICAL BOLD SMALL DIGAMMA -\\bfzero " 𝟎 : MATHEMATICAL BOLD DIGIT ZERO -\\bfone " 𝟏 : MATHEMATICAL BOLD DIGIT ONE -\\bftwo " 𝟐 : MATHEMATICAL BOLD DIGIT TWO -\\bfthree " 𝟑 : MATHEMATICAL BOLD DIGIT THREE -\\bffour " 𝟒 : MATHEMATICAL BOLD DIGIT FOUR -\\bffive " 𝟓 : MATHEMATICAL BOLD DIGIT FIVE -\\bfsix " 𝟔 : MATHEMATICAL BOLD DIGIT SIX -\\bfseven " 𝟕 : MATHEMATICAL BOLD DIGIT SEVEN -\\bfeight " 𝟖 : MATHEMATICAL BOLD DIGIT EIGHT -\\bfnine " 𝟗 : MATHEMATICAL BOLD DIGIT NINE -\\bbzero " 𝟘 : MATHEMATICAL DOUBLE-STRUCK DIGIT ZERO -\\bbone " 𝟙 : MATHEMATICAL DOUBLE-STRUCK DIGIT ONE -\\bbtwo " 𝟚 : MATHEMATICAL DOUBLE-STRUCK DIGIT TWO -\\bbthree " 𝟛 : MATHEMATICAL DOUBLE-STRUCK DIGIT THREE -\\bbfour " 𝟜 : MATHEMATICAL DOUBLE-STRUCK DIGIT FOUR -\\bbfive " 𝟝 : MATHEMATICAL DOUBLE-STRUCK DIGIT FIVE -\\bbsix " 𝟞 : MATHEMATICAL DOUBLE-STRUCK DIGIT SIX -\\bbseven " 𝟟 : MATHEMATICAL DOUBLE-STRUCK DIGIT SEVEN -\\bbeight " 𝟠 : MATHEMATICAL DOUBLE-STRUCK DIGIT EIGHT -\\bbnine " 𝟡 : MATHEMATICAL DOUBLE-STRUCK DIGIT NINE -\\sanszero " 𝟢 : MATHEMATICAL SANS-SERIF DIGIT ZERO -\\sansone " 𝟣 : MATHEMATICAL SANS-SERIF DIGIT ONE -\\sanstwo " 𝟤 : MATHEMATICAL SANS-SERIF DIGIT TWO -\\sansthree " 𝟥 : MATHEMATICAL SANS-SERIF DIGIT THREE -\\sansfour " 𝟦 : MATHEMATICAL SANS-SERIF DIGIT FOUR -\\sansfive " 𝟧 : MATHEMATICAL SANS-SERIF DIGIT FIVE -\\sanssix " 𝟨 : MATHEMATICAL SANS-SERIF DIGIT SIX -\\sansseven " 𝟩 : MATHEMATICAL SANS-SERIF DIGIT SEVEN -\\sanseight " 𝟪 : MATHEMATICAL SANS-SERIF DIGIT EIGHT -\\sansnine " 𝟫 : MATHEMATICAL SANS-SERIF DIGIT NINE -\\bsanszero " 𝟬 : MATHEMATICAL SANS-SERIF BOLD DIGIT ZERO -\\bsansone " 𝟭 : MATHEMATICAL SANS-SERIF BOLD DIGIT ONE -\\bsanstwo " 𝟮 : MATHEMATICAL SANS-SERIF BOLD DIGIT TWO -\\bsansthree " 𝟯 : MATHEMATICAL SANS-SERIF BOLD DIGIT THREE -\\bsansfour " 𝟰 : MATHEMATICAL SANS-SERIF BOLD DIGIT FOUR -\\bsansfive " 𝟱 : MATHEMATICAL SANS-SERIF BOLD DIGIT FIVE -\\bsanssix " 𝟲 : MATHEMATICAL SANS-SERIF BOLD DIGIT SIX -\\bsansseven " 𝟳 : MATHEMATICAL SANS-SERIF BOLD DIGIT SEVEN -\\bsanseight " 𝟴 : MATHEMATICAL SANS-SERIF BOLD DIGIT EIGHT -\\bsansnine " 𝟵 : MATHEMATICAL SANS-SERIF BOLD DIGIT NINE -\\ttzero " 𝟶 : MATHEMATICAL MONOSPACE DIGIT ZERO -\\ttone " 𝟷 : MATHEMATICAL MONOSPACE DIGIT ONE -\\tttwo " 𝟸 : MATHEMATICAL MONOSPACE DIGIT TWO -\\ttthree " 𝟹 : MATHEMATICAL MONOSPACE DIGIT THREE -\\ttfour " 𝟺 : MATHEMATICAL MONOSPACE DIGIT FOUR -\\ttfive " 𝟻 : MATHEMATICAL MONOSPACE DIGIT FIVE -\\ttsix " 𝟼 : MATHEMATICAL MONOSPACE DIGIT SIX -\\ttseven " 𝟽 : MATHEMATICAL MONOSPACE DIGIT SEVEN -\\tteight " 𝟾 : MATHEMATICAL MONOSPACE DIGIT EIGHT -\\ttnine " 𝟿 : MATHEMATICAL MONOSPACE DIGIT NINE -\\:mahjong: " 🀄 : MAHJONG TILE RED DRAGON -\\:black_joker: " 🃏 : PLAYING CARD BLACK JOKER -\\:a: " 🅰 : NEGATIVE SQUARED LATIN CAPITAL LETTER A -\\:b: " 🅱 : NEGATIVE SQUARED LATIN CAPITAL LETTER B -\\:o2: " 🅾 : NEGATIVE SQUARED LATIN CAPITAL LETTER O -\\:parking: " 🅿 : NEGATIVE SQUARED LATIN CAPITAL LETTER P -\\:ab: " 🆎 : NEGATIVE SQUARED AB -\\:cl: " 🆑 : SQUARED CL -\\:cool: " 🆒 : SQUARED COOL -\\:free: " 🆓 : SQUARED FREE -\\:id: " 🆔 : SQUARED ID -\\:new: " 🆕 : SQUARED NEW -\\:ng: " 🆖 : SQUARED NG -\\:ok: " 🆗 : SQUARED OK -\\:sos: " 🆘 : SQUARED SOS -\\:up: " 🆙 : SQUARED UP WITH EXCLAMATION MARK -\\:vs: " 🆚 : SQUARED VS -\\:koko: " 🈁 : SQUARED KATAKANA KOKO -\\:sa: " 🈂 : SQUARED KATAKANA SA -\\:u7121: " 🈚 : SQUARED CJK UNIFIED IDEOGRAPH-7121 -\\:u6307: " 🈯 : SQUARED CJK UNIFIED IDEOGRAPH-6307 -\\:u7981: " 🈲 : SQUARED CJK UNIFIED IDEOGRAPH-7981 -\\:u7a7a: " 🈳 : SQUARED CJK UNIFIED IDEOGRAPH-7A7A -\\:u5408: " 🈴 : SQUARED CJK UNIFIED IDEOGRAPH-5408 -\\:u6e80: " 🈵 : SQUARED CJK UNIFIED IDEOGRAPH-6E80 -\\:u6709: " 🈶 : SQUARED CJK UNIFIED IDEOGRAPH-6709 -\\:u6708: " 🈷 : SQUARED CJK UNIFIED IDEOGRAPH-6708 -\\:u7533: " 🈸 : SQUARED CJK UNIFIED IDEOGRAPH-7533 -\\:u5272: " 🈹 : SQUARED CJK UNIFIED IDEOGRAPH-5272 -\\:u55b6: " 🈺 : SQUARED CJK UNIFIED IDEOGRAPH-55B6 -\\:ideograph_advantage: " 🉐 : CIRCLED IDEOGRAPH ADVANTAGE -\\:accept: " 🉑 : CIRCLED IDEOGRAPH ACCEPT -\\:cyclone: " 🌀 : CYCLONE -\\:foggy: " 🌁 : FOGGY -\\:closed_umbrella: " 🌂 : CLOSED UMBRELLA -\\:night_with_stars: " 🌃 : NIGHT WITH STARS -\\:sunrise_over_mountains: " 🌄 : SUNRISE OVER MOUNTAINS -\\:sunrise: " 🌅 : SUNRISE -\\:city_sunset: " 🌆 : CITYSCAPE AT DUSK -\\:city_sunrise: " 🌇 : SUNSET OVER BUILDINGS -\\:rainbow: " 🌈 : RAINBOW -\\:bridge_at_night: " 🌉 : BRIDGE AT NIGHT -\\:ocean: " 🌊 : WATER WAVE -\\:volcano: " 🌋 : VOLCANO -\\:milky_way: " 🌌 : MILKY WAY -\\:earth_africa: " 🌍 : EARTH GLOBE EUROPE-AFRICA -\\:earth_americas: " 🌎 : EARTH GLOBE AMERICAS -\\:earth_asia: " 🌏 : EARTH GLOBE ASIA-AUSTRALIA -\\:globe_with_meridians: " 🌐 : GLOBE WITH MERIDIANS -\\:new_moon: " 🌑 : NEW MOON SYMBOL -\\:waxing_crescent_moon: " 🌒 : WAXING CRESCENT MOON SYMBOL -\\:first_quarter_moon: " 🌓 : FIRST QUARTER MOON SYMBOL -\\:moon: " 🌔 : WAXING GIBBOUS MOON SYMBOL -\\:full_moon: " 🌕 : FULL MOON SYMBOL -\\:waning_gibbous_moon: " 🌖 : WANING GIBBOUS MOON SYMBOL -\\:last_quarter_moon: " 🌗 : LAST QUARTER MOON SYMBOL -\\:waning_crescent_moon: " 🌘 : WANING CRESCENT MOON SYMBOL -\\:crescent_moon: " 🌙 : CRESCENT MOON -\\:new_moon_with_face: " 🌚 : NEW MOON WITH FACE -\\:first_quarter_moon_with_face: " 🌛 : FIRST QUARTER MOON WITH FACE -\\:last_quarter_moon_with_face: " 🌜 : LAST QUARTER MOON WITH FACE -\\:full_moon_with_face: " 🌝 : FULL MOON WITH FACE -\\:sun_with_face: " 🌞 : SUN WITH FACE -\\:star2: " 🌟 : GLOWING STAR -\\:stars: " 🌠 : SHOOTING STAR -\\:chestnut: " 🌰 : CHESTNUT -\\:seedling: " 🌱 : SEEDLING -\\:evergreen_tree: " 🌲 : EVERGREEN TREE -\\:deciduous_tree: " 🌳 : DECIDUOUS TREE -\\:palm_tree: " 🌴 : PALM TREE -\\:cactus: " 🌵 : CACTUS -\\:tulip: " 🌷 : TULIP -\\:cherry_blossom: " 🌸 : CHERRY BLOSSOM -\\:rose: " 🌹 : ROSE -\\:hibiscus: " 🌺 : HIBISCUS -\\:sunflower: " 🌻 : SUNFLOWER -\\:blossom: " 🌼 : BLOSSOM -\\:corn: " 🌽 : EAR OF MAIZE -\\:ear_of_rice: " 🌾 : EAR OF RICE -\\:herb: " 🌿 : HERB -\\:four_leaf_clover: " 🍀 : FOUR LEAF CLOVER -\\:maple_leaf: " 🍁 : MAPLE LEAF -\\:fallen_leaf: " 🍂 : FALLEN LEAF -\\:leaves: " 🍃 : LEAF FLUTTERING IN WIND -\\:mushroom: " 🍄 : MUSHROOM -\\:tomato: " 🍅 : TOMATO -\\:eggplant: " 🍆 : AUBERGINE -\\:grapes: " 🍇 : GRAPES -\\:melon: " 🍈 : MELON -\\:watermelon: " 🍉 : WATERMELON -\\:tangerine: " 🍊 : TANGERINE -\\:lemon: " 🍋 : LEMON +\\:arrows_clockwise: " 🔃 : CLOCKWISE DOWNWARDS AND UPWARDS OPEN CIRCLE ARROWS +\\:arrows_counterclockwise: " 🔄 : ANTICLOCKWISE DOWNWARDS AND UPWARDS OPEN CIRCLE ARROWS +\\:art: " 🎨 : ARTIST PALETTE +\\:articulated_lorry: " 🚛 : ARTICULATED LORRY +\\:astonished: " 😲 : ASTONISHED FACE +\\:athletic_shoe: " 👟 : ATHLETIC SHOE +\\:atm: " 🏧 : AUTOMATED TELLER MACHINE +\\:b: " 🅱 : NEGATIVE SQUARED LATIN CAPITAL LETTER B +\\:baby: " 👶 : BABY +\\:baby_bottle: " 🍼 : BABY BOTTLE +\\:baby_chick: " 🐤 : BABY CHICK +\\:baby_symbol: " 🚼 : BABY SYMBOL +\\:back: " 🔙 : BACK WITH LEFTWARDS ARROW ABOVE +\\:baggage_claim: " 🛄 : BAGGAGE CLAIM +\\:balloon: " 🎈 : BALLOON +\\:ballot_box_with_check: " ☑ : BALLOT BOX WITH CHECK +\\:bamboo: " 🎍 : PINE DECORATION \\:banana: " 🍌 : BANANA -\\:pineapple: " 🍍 : PINEAPPLE -\\:apple: " 🍎 : RED APPLE -\\:green_apple: " 🍏 : GREEN APPLE -\\:pear: " 🍐 : PEAR -\\:peach: " 🍑 : PEACH -\\:cherries: " 🍒 : CHERRIES -\\:strawberry: " 🍓 : STRAWBERRY -\\:hamburger: " 🍔 : HAMBURGER -\\:pizza: " 🍕 : SLICE OF PIZZA -\\:meat_on_bone: " 🍖 : MEAT ON BONE -\\:poultry_leg: " 🍗 : POULTRY LEG -\\:rice_cracker: " 🍘 : RICE CRACKER -\\:rice_ball: " 🍙 : RICE BALL -\\:rice: " 🍚 : COOKED RICE -\\:curry: " 🍛 : CURRY AND RICE -\\:ramen: " 🍜 : STEAMING BOWL -\\:spaghetti: " 🍝 : SPAGHETTI -\\:bread: " 🍞 : BREAD -\\:fries: " 🍟 : FRENCH FRIES -\\:sweet_potato: " 🍠 : ROASTED SWEET POTATO -\\:dango: " 🍡 : DANGO -\\:oden: " 🍢 : ODEN -\\:sushi: " 🍣 : SUSHI -\\:fried_shrimp: " 🍤 : FRIED SHRIMP -\\:fish_cake: " 🍥 : FISH CAKE WITH SWIRL DESIGN -\\:icecream: " 🍦 : SOFT ICE CREAM -\\:shaved_ice: " 🍧 : SHAVED ICE -\\:ice_cream: " 🍨 : ICE CREAM -\\:doughnut: " 🍩 : DOUGHNUT -\\:cookie: " 🍪 : COOKIE -\\:chocolate_bar: " 🍫 : CHOCOLATE BAR -\\:candy: " 🍬 : CANDY -\\:lollipop: " 🍭 : LOLLIPOP -\\:custard: " 🍮 : CUSTARD -\\:honey_pot: " 🍯 : HONEY POT -\\:cake: " 🍰 : SHORTCAKE -\\:bento: " 🍱 : BENTO BOX -\\:stew: " 🍲 : POT OF FOOD -\\:egg: " 🍳 : COOKING -\\:fork_and_knife: " 🍴 : FORK AND KNIFE -\\:tea: " 🍵 : TEACUP WITHOUT HANDLE -\\:sake: " 🍶 : SAKE BOTTLE AND CUP -\\:wine_glass: " 🍷 : WINE GLASS -\\:cocktail: " 🍸 : COCKTAIL GLASS -\\:tropical_drink: " 🍹 : TROPICAL DRINK +\\:bangbang: " ‼ : DOUBLE EXCLAMATION MARK +\\:bank: " 🏦 : BANK +\\:bar_chart: " 📊 : BAR CHART +\\:barber: " 💈 : BARBER POLE +\\:baseball: " ⚾ : BASEBALL +\\:basketball: " 🏀 : BASKETBALL AND HOOP +\\:bath: " 🛀 : BATH +\\:bathtub: " 🛁 : BATHTUB +\\:battery: " 🔋 : BATTERY +\\:bear: " 🐻 : BEAR FACE +\\:bee: " 🐝 : HONEYBEE \\:beer: " 🍺 : BEER MUG \\:beers: " 🍻 : CLINKING BEER MUGS -\\:baby_bottle: " 🍼 : BABY BOTTLE -\\:ribbon: " 🎀 : RIBBON -\\:gift: " 🎁 : WRAPPED PRESENT +\\:beetle: " 🐞 : LADY BEETLE +\\:beginner: " 🔰 : JAPANESE SYMBOL FOR BEGINNER +\\:bell: " 🔔 : BELL +\\:bento: " 🍱 : BENTO BOX +\\:bicyclist: " 🚴 : BICYCLIST +\\:bike: " 🚲 : BICYCLE +\\:bikini: " 👙 : BIKINI +\\:bird: " 🐦 : BIRD \\:birthday: " 🎂 : BIRTHDAY CAKE -\\:jack_o_lantern: " 🎃 : JACK-O-LANTERN +\\:black_circle: " ⚫ : MEDIUM BLACK CIRCLE +\\:black_joker: " 🃏 : PLAYING CARD BLACK JOKER +\\:black_large_square: " ⬛ : BLACK LARGE SQUARE +\\:black_medium_small_square: " ◾ : BLACK MEDIUM SMALL SQUARE +\\:black_medium_square: " ◼ : BLACK MEDIUM SQUARE +\\:black_nib: " ✒ : BLACK NIB +\\:black_small_square: " ▪ : BLACK SMALL SQUARE +\\:black_square_button: " 🔲 : BLACK SQUARE BUTTON +\\:blossom: " 🌼 : BLOSSOM +\\:blowfish: " 🐡 : BLOWFISH +\\:blue_book: " 📘 : BLUE BOOK +\\:blue_car: " 🚙 : RECREATIONAL VEHICLE +\\:blue_heart: " 💙 : BLUE HEART +\\:blush: " 😊 : SMILING FACE WITH SMILING EYES +\\:boar: " 🐗 : BOAR +\\:boat: " ⛵ : SAILBOAT +\\:bomb: " 💣 : BOMB +\\:book: " 📖 : OPEN BOOK +\\:bookmark: " 🔖 : BOOKMARK +\\:bookmark_tabs: " 📑 : BOOKMARK TABS +\\:books: " 📚 : BOOKS +\\:boom: " 💥 : COLLISION SYMBOL +\\:boot: " 👢 : WOMANS BOOTS +\\:bouquet: " 💐 : BOUQUET +\\:bow: " 🙇 : PERSON BOWING DEEPLY +\\:bowling: " 🎳 : BOWLING +\\:boy: " 👦 : BOY +\\:bread: " 🍞 : BREAD +\\:bride_with_veil: " 👰 : BRIDE WITH VEIL +\\:bridge_at_night: " 🌉 : BRIDGE AT NIGHT +\\:briefcase: " 💼 : BRIEFCASE +\\:broken_heart: " 💔 : BROKEN HEART +\\:bug: " 🐛 : BUG +\\:bulb: " 💡 : ELECTRIC LIGHT BULB +\\:bullettrain_front: " 🚅 : HIGH-SPEED TRAIN WITH BULLET NOSE +\\:bullettrain_side: " 🚄 : HIGH-SPEED TRAIN +\\:bus: " 🚌 : BUS +\\:busstop: " 🚏 : BUS STOP +\\:bust_in_silhouette: " 👤 : BUST IN SILHOUETTE +\\:busts_in_silhouette: " 👥 : BUSTS IN SILHOUETTE +\\:cactus: " 🌵 : CACTUS +\\:cake: " 🍰 : SHORTCAKE +\\:calendar: " 📆 : TEAR-OFF CALENDAR +\\:calling: " 📲 : MOBILE PHONE WITH RIGHTWARDS ARROW AT LEFT +\\:camel: " 🐫 : BACTRIAN CAMEL +\\:camera: " 📷 : CAMERA +\\:cancer: " ♋ : CANCER +\\:candy: " 🍬 : CANDY +\\:capital_abcd: " 🔠 : INPUT SYMBOL FOR LATIN CAPITAL LETTERS +\\:capricorn: " ♑ : CAPRICORN +\\:car: " 🚗 : AUTOMOBILE +\\:card_index: " 📇 : CARD INDEX +\\:carousel_horse: " 🎠 : CAROUSEL HORSE +\\:cat2: " 🐈 : CAT +\\:cat: " 🐱 : CAT FACE +\\:cd: " 💿 : OPTICAL DISC +\\:chart: " 💹 : CHART WITH UPWARDS TREND AND YEN SIGN +\\:chart_with_downwards_trend: " 📉 : CHART WITH DOWNWARDS TREND +\\:chart_with_upwards_trend: " 📈 : CHART WITH UPWARDS TREND +\\:checkered_flag: " 🏁 : CHEQUERED FLAG +\\:cherries: " 🍒 : CHERRIES +\\:cherry_blossom: " 🌸 : CHERRY BLOSSOM +\\:chestnut: " 🌰 : CHESTNUT +\\:chicken: " 🐔 : CHICKEN +\\:children_crossing: " 🚸 : CHILDREN CROSSING +\\:chocolate_bar: " 🍫 : CHOCOLATE BAR \\:christmas_tree: " 🎄 : CHRISTMAS TREE -\\:santa: " 🎅 : FATHER CHRISTMAS -\\:fireworks: " 🎆 : FIREWORKS -\\:sparkler: " 🎇 : FIREWORK SPARKLER -\\:balloon: " 🎈 : BALLOON -\\:tada: " 🎉 : PARTY POPPER +\\:church: " ⛪ : CHURCH +\\:cinema: " 🎦 : CINEMA +\\:circus_tent: " 🎪 : CIRCUS TENT +\\:city_sunrise: " 🌇 : SUNSET OVER BUILDINGS +\\:city_sunset: " 🌆 : CITYSCAPE AT DUSK +\\:cl: " 🆑 : SQUARED CL +\\:clap: " 👏 : CLAPPING HANDS SIGN +\\:clapper: " 🎬 : CLAPPER BOARD +\\:clipboard: " 📋 : CLIPBOARD +\\:clock1030: " 🕥 : CLOCK FACE TEN-THIRTY +\\:clock10: " 🕙 : CLOCK FACE TEN OCLOCK +\\:clock1130: " 🕦 : CLOCK FACE ELEVEN-THIRTY +\\:clock11: " 🕚 : CLOCK FACE ELEVEN OCLOCK +\\:clock1230: " 🕧 : CLOCK FACE TWELVE-THIRTY +\\:clock12: " 🕛 : CLOCK FACE TWELVE OCLOCK +\\:clock130: " 🕜 : CLOCK FACE ONE-THIRTY +\\:clock1: " 🕐 : CLOCK FACE ONE OCLOCK +\\:clock230: " 🕝 : CLOCK FACE TWO-THIRTY +\\:clock2: " 🕑 : CLOCK FACE TWO OCLOCK +\\:clock330: " 🕞 : CLOCK FACE THREE-THIRTY +\\:clock3: " 🕒 : CLOCK FACE THREE OCLOCK +\\:clock430: " 🕟 : CLOCK FACE FOUR-THIRTY +\\:clock4: " 🕓 : CLOCK FACE FOUR OCLOCK +\\:clock530: " 🕠 : CLOCK FACE FIVE-THIRTY +\\:clock5: " 🕔 : CLOCK FACE FIVE OCLOCK +\\:clock630: " 🕡 : CLOCK FACE SIX-THIRTY +\\:clock6: " 🕕 : CLOCK FACE SIX OCLOCK +\\:clock730: " 🕢 : CLOCK FACE SEVEN-THIRTY +\\:clock7: " 🕖 : CLOCK FACE SEVEN OCLOCK +\\:clock830: " 🕣 : CLOCK FACE EIGHT-THIRTY +\\:clock8: " 🕗 : CLOCK FACE EIGHT OCLOCK +\\:clock930: " 🕤 : CLOCK FACE NINE-THIRTY +\\:clock9: " 🕘 : CLOCK FACE NINE OCLOCK +\\:closed_book: " 📕 : CLOSED BOOK +\\:closed_lock_with_key: " 🔐 : CLOSED LOCK WITH KEY +\\:closed_umbrella: " 🌂 : CLOSED UMBRELLA +\\:cloud: " ☁ : CLOUD +\\:clubs: " ♣ : BLACK CLUB SUIT +\\:cocktail: " 🍸 : COCKTAIL GLASS +\\:coffee: " ☕ : HOT BEVERAGE +\\:cold_sweat: " 😰 : FACE WITH OPEN MOUTH AND COLD SWEAT +\\:computer: " 💻 : PERSONAL COMPUTER \\:confetti_ball: " 🎊 : CONFETTI BALL -\\:tanabata_tree: " 🎋 : TANABATA TREE +\\:confounded: " 😖 : CONFOUNDED FACE +\\:confused: " 😕 : CONFUSED FACE +\\:congratulations: " ㊗ : CIRCLED IDEOGRAPH CONGRATULATION +\\:construction: " 🚧 : CONSTRUCTION SIGN +\\:construction_worker: " 👷 : CONSTRUCTION WORKER +\\:convenience_store: " 🏪 : CONVENIENCE STORE +\\:cookie: " 🍪 : COOKIE +\\:cool: " 🆒 : SQUARED COOL +\\:cop: " 👮 : POLICE OFFICER +\\:copyright: " © : COPYRIGHT SIGN +\\:corn: " 🌽 : EAR OF MAIZE +\\:couple: " 👫 : MAN AND WOMAN HOLDING HANDS +\\:couple_with_heart: " 💑 : COUPLE WITH HEART +\\:couplekiss: " 💏 : KISS +\\:cow2: " 🐄 : COW +\\:cow: " 🐮 : COW FACE +\\:credit_card: " 💳 : CREDIT CARD +\\:crescent_moon: " 🌙 : CRESCENT MOON +\\:crocodile: " 🐊 : CROCODILE \\:crossed_flags: " 🎌 : CROSSED FLAGS -\\:bamboo: " 🎍 : PINE DECORATION +\\:crown: " 👑 : CROWN +\\:cry: " 😢 : CRYING FACE +\\:crying_cat_face: " 😿 : CRYING CAT FACE +\\:crystal_ball: " 🔮 : CRYSTAL BALL +\\:cupid: " 💘 : HEART WITH ARROW +\\:curly_loop: " ➰ : CURLY LOOP +\\:currency_exchange: " 💱 : CURRENCY EXCHANGE +\\:curry: " 🍛 : CURRY AND RICE +\\:custard: " 🍮 : CUSTARD +\\:customs: " 🛃 : CUSTOMS +\\:cyclone: " 🌀 : CYCLONE +\\:dancer: " 💃 : DANCER +\\:dancers: " 👯 : WOMAN WITH BUNNY EARS +\\:dango: " 🍡 : DANGO +\\:dart: " 🎯 : DIRECT HIT +\\:dash: " 💨 : DASH SYMBOL +\\:date: " 📅 : CALENDAR +\\:deciduous_tree: " 🌳 : DECIDUOUS TREE +\\:department_store: " 🏬 : DEPARTMENT STORE +\\:diamond_shape_with_a_dot_inside: " 💠 : DIAMOND SHAPE WITH A DOT INSIDE +\\:diamonds: " ♦ : BLACK DIAMOND SUIT +\\:disappointed: " 😞 : DISAPPOINTED FACE +\\:disappointed_relieved: " 😥 : DISAPPOINTED BUT RELIEVED FACE +\\:dizzy: " 💫 : DIZZY SYMBOL +\\:dizzy_face: " 😵 : DIZZY FACE +\\:do_not_litter: " 🚯 : DO NOT LITTER SYMBOL +\\:dog2: " 🐕 : DOG +\\:dog: " 🐶 : DOG FACE +\\:dollar: " 💵 : BANKNOTE WITH DOLLAR SIGN \\:dolls: " 🎎 : JAPANESE DOLLS -\\:flags: " 🎏 : CARP STREAMER -\\:wind_chime: " 🎐 : WIND CHIME -\\:rice_scene: " 🎑 : MOON VIEWING CEREMONY -\\:school_satchel: " 🎒 : SCHOOL SATCHEL -\\:mortar_board: " 🎓 : GRADUATION CAP -\\:carousel_horse: " 🎠 : CAROUSEL HORSE +\\:dolphin: " 🐬 : DOLPHIN +\\:door: " 🚪 : DOOR +\\:doughnut: " 🍩 : DOUGHNUT +\\:dragon: " 🐉 : DRAGON +\\:dragon_face: " 🐲 : DRAGON FACE +\\:dress: " 👗 : DRESS +\\:dromedary_camel: " 🐪 : DROMEDARY CAMEL +\\:droplet: " 💧 : DROPLET +\\:dvd: " 📀 : DVD +\\:e-mail: " 📧 : E-MAIL SYMBOL +\\:ear: " 👂 : EAR +\\:ear_of_rice: " 🌾 : EAR OF RICE +\\:earth_africa: " 🌍 : EARTH GLOBE EUROPE-AFRICA +\\:earth_americas: " 🌎 : EARTH GLOBE AMERICAS +\\:earth_asia: " 🌏 : EARTH GLOBE ASIA-AUSTRALIA +\\:egg: " 🍳 : COOKING +\\:eggplant: " 🍆 : AUBERGINE +\\:eight_pointed_black_star: " ✴ : EIGHT POINTED BLACK STAR +\\:eight_spoked_asterisk: " ✳ : EIGHT SPOKED ASTERISK +\\:electric_plug: " 🔌 : ELECTRIC PLUG +\\:elephant: " 🐘 : ELEPHANT +\\:email: " ✉ : ENVELOPE +\\:end: " 🔚 : END WITH LEFTWARDS ARROW ABOVE +\\:envelope_with_arrow: " 📩 : ENVELOPE WITH DOWNWARDS ARROW ABOVE +\\:euro: " 💶 : BANKNOTE WITH EURO SIGN +\\:european_castle: " 🏰 : EUROPEAN CASTLE +\\:european_post_office: " 🏤 : EUROPEAN POST OFFICE +\\:evergreen_tree: " 🌲 : EVERGREEN TREE +\\:exclamation: " ❗ : HEAVY EXCLAMATION MARK SYMBOL +\\:expressionless: " 😑 : EXPRESSIONLESS FACE +\\:eyeglasses: " 👓 : EYEGLASSES +\\:eyes: " 👀 : EYES +\\:facepunch: " 👊 : FISTED HAND SIGN +\\:factory: " 🏭 : FACTORY +\\:fallen_leaf: " 🍂 : FALLEN LEAF +\\:family: " 👪 : FAMILY +\\:fast_forward: " ⏩ : BLACK RIGHT-POINTING DOUBLE TRIANGLE +\\:fax: " 📠 : FAX MACHINE +\\:fearful: " 😨 : FEARFUL FACE +\\:feet: " 🐾 : PAW PRINTS \\:ferris_wheel: " 🎡 : FERRIS WHEEL -\\:roller_coaster: " 🎢 : ROLLER COASTER +\\:file_folder: " 📁 : FILE FOLDER +\\:fire: " 🔥 : FIRE +\\:fire_engine: " 🚒 : FIRE ENGINE +\\:fireworks: " 🎆 : FIREWORKS +\\:first_quarter_moon: " 🌓 : FIRST QUARTER MOON SYMBOL +\\:first_quarter_moon_with_face: " 🌛 : FIRST QUARTER MOON WITH FACE +\\:fish: " 🐟 : FISH +\\:fish_cake: " 🍥 : FISH CAKE WITH SWIRL DESIGN \\:fishing_pole_and_fish: " 🎣 : FISHING POLE AND FISH -\\:microphone: " 🎤 : MICROPHONE -\\:movie_camera: " 🎥 : MOVIE CAMERA -\\:cinema: " 🎦 : CINEMA -\\:headphones: " 🎧 : HEADPHONE -\\:art: " 🎨 : ARTIST PALETTE -\\:tophat: " 🎩 : TOP HAT -\\:circus_tent: " 🎪 : CIRCUS TENT -\\:ticket: " 🎫 : TICKET -\\:clapper: " 🎬 : CLAPPER BOARD -\\:performing_arts: " 🎭 : PERFORMING ARTS -\\:video_game: " 🎮 : VIDEO GAME -\\:dart: " 🎯 : DIRECT HIT -\\:slot_machine: " 🎰 : SLOT MACHINE -\\:8ball: " 🎱 : BILLIARDS -\\:game_die: " 🎲 : GAME DIE -\\:bowling: " 🎳 : BOWLING +\\:fist: " ✊ : RAISED FIST +\\:flags: " 🎏 : CARP STREAMER +\\:flashlight: " 🔦 : ELECTRIC TORCH +\\:floppy_disk: " 💾 : FLOPPY DISK \\:flower_playing_cards: " 🎴 : FLOWER PLAYING CARDS -\\:musical_note: " 🎵 : MUSICAL NOTE -\\:notes: " 🎶 : MULTIPLE MUSICAL NOTES -\\:saxophone: " 🎷 : SAXOPHONE -\\:guitar: " 🎸 : GUITAR -\\:musical_keyboard: " 🎹 : MUSICAL KEYBOARD -\\:trumpet: " 🎺 : TRUMPET -\\:violin: " 🎻 : VIOLIN -\\:musical_score: " 🎼 : MUSICAL SCORE -\\:running_shirt_with_sash: " 🎽 : RUNNING SHIRT WITH SASH -\\:tennis: " 🎾 : TENNIS RACQUET AND BALL -\\:ski: " 🎿 : SKI AND SKI BOOT -\\:basketball: " 🏀 : BASKETBALL AND HOOP -\\:checkered_flag: " 🏁 : CHEQUERED FLAG -\\:snowboarder: " 🏂 : SNOWBOARDER -\\:runner: " 🏃 : RUNNER -\\:surfer: " 🏄 : SURFER -\\:trophy: " 🏆 : TROPHY -\\:horse_racing: " 🏇 : HORSE RACING +\\:flushed: " 😳 : FLUSHED FACE +\\:foggy: " 🌁 : FOGGY \\:football: " 🏈 : AMERICAN FOOTBALL -\\:rugby_football: " 🏉 : RUGBY FOOTBALL -\\:swimmer: " 🏊 : SWIMMER -\\:house: " 🏠 : HOUSE BUILDING -\\:house_with_garden: " 🏡 : HOUSE WITH GARDEN -\\:office: " 🏢 : OFFICE BUILDING -\\:post_office: " 🏣 : JAPANESE POST OFFICE -\\:european_post_office: " 🏤 : EUROPEAN POST OFFICE -\\:hospital: " 🏥 : HOSPITAL -\\:bank: " 🏦 : BANK -\\:atm: " 🏧 : AUTOMATED TELLER MACHINE -\\:hotel: " 🏨 : HOTEL -\\:love_hotel: " 🏩 : LOVE HOTEL -\\:convenience_store: " 🏪 : CONVENIENCE STORE -\\:school: " 🏫 : SCHOOL -\\:department_store: " 🏬 : DEPARTMENT STORE -\\:factory: " 🏭 : FACTORY -\\:izakaya_lantern: " 🏮 : IZAKAYA LANTERN -\\:japanese_castle: " 🏯 : JAPANESE CASTLE -\\:european_castle: " 🏰 : EUROPEAN CASTLE -\\:skin-tone-2: " 🏻 : EMOJI MODIFIER FITZPATRICK TYPE-1-2 -\\:skin-tone-3: " 🏼 : EMOJI MODIFIER FITZPATRICK TYPE-3 -\\:skin-tone-4: " 🏽 : EMOJI MODIFIER FITZPATRICK TYPE-4 -\\:skin-tone-5: " 🏾 : EMOJI MODIFIER FITZPATRICK TYPE-5 -\\:skin-tone-6: " 🏿 : EMOJI MODIFIER FITZPATRICK TYPE-6 -\\:rat: " 🐀 : RAT -\\:mouse2: " 🐁 : MOUSE -\\:ox: " 🐂 : OX -\\:water_buffalo: " 🐃 : WATER BUFFALO -\\:cow2: " 🐄 : COW -\\:tiger2: " 🐅 : TIGER -\\:leopard: " 🐆 : LEOPARD -\\:rabbit2: " 🐇 : RABBIT -\\:cat2: " 🐈 : CAT -\\:dragon: " 🐉 : DRAGON -\\:crocodile: " 🐊 : CROCODILE -\\:whale2: " 🐋 : WHALE -\\:snail: " 🐌 : SNAIL -\\:snake: " 🐍 : SNAKE -\\:racehorse: " 🐎 : HORSE -\\:ram: " 🐏 : RAM +\\:footprints: " 👣 : FOOTPRINTS +\\:fork_and_knife: " 🍴 : FORK AND KNIFE +\\:fountain: " ⛲ : FOUNTAIN +\\:four_leaf_clover: " 🍀 : FOUR LEAF CLOVER +\\:free: " 🆓 : SQUARED FREE +\\:fried_shrimp: " 🍤 : FRIED SHRIMP +\\:fries: " 🍟 : FRENCH FRIES +\\:frog: " 🐸 : FROG FACE +\\:frowning: " 😦 : FROWNING FACE WITH OPEN MOUTH +\\:fuelpump: " ⛽ : FUEL PUMP +\\:full_moon: " 🌕 : FULL MOON SYMBOL +\\:full_moon_with_face: " 🌝 : FULL MOON WITH FACE +\\:game_die: " 🎲 : GAME DIE +\\:gem: " 💎 : GEM STONE +\\:gemini: " ♊ : GEMINI +\\:ghost: " 👻 : GHOST +\\:gift: " 🎁 : WRAPPED PRESENT +\\:gift_heart: " 💝 : HEART WITH RIBBON +\\:girl: " 👧 : GIRL +\\:globe_with_meridians: " 🌐 : GLOBE WITH MERIDIANS \\:goat: " 🐐 : GOAT -\\:sheep: " 🐑 : SHEEP -\\:monkey: " 🐒 : MONKEY -\\:rooster: " 🐓 : ROOSTER -\\:chicken: " 🐔 : CHICKEN -\\:dog2: " 🐕 : DOG -\\:pig2: " 🐖 : PIG -\\:boar: " 🐗 : BOAR -\\:elephant: " 🐘 : ELEPHANT -\\:octopus: " 🐙 : OCTOPUS -\\:shell: " 🐚 : SPIRAL SHELL -\\:bug: " 🐛 : BUG -\\:ant: " 🐜 : ANT -\\:bee: " 🐝 : HONEYBEE -\\:beetle: " 🐞 : LADY BEETLE -\\:fish: " 🐟 : FISH -\\:tropical_fish: " 🐠 : TROPICAL FISH -\\:blowfish: " 🐡 : BLOWFISH -\\:turtle: " 🐢 : TURTLE -\\:hatching_chick: " 🐣 : HATCHING CHICK -\\:baby_chick: " 🐤 : BABY CHICK +\\:golf: " ⛳ : FLAG IN HOLE +\\:grapes: " 🍇 : GRAPES +\\:green_apple: " 🍏 : GREEN APPLE +\\:green_book: " 📗 : GREEN BOOK +\\:green_heart: " 💚 : GREEN HEART +\\:grey_exclamation: " ❕ : WHITE EXCLAMATION MARK ORNAMENT +\\:grey_question: " ❔ : WHITE QUESTION MARK ORNAMENT +\\:grimacing: " 😬 : GRIMACING FACE +\\:grin: " 😁 : GRINNING FACE WITH SMILING EYES +\\:grinning: " 😀 : GRINNING FACE +\\:guardsman: " 💂 : GUARDSMAN +\\:guitar: " 🎸 : GUITAR +\\:gun: " 🔫 : PISTOL +\\:haircut: " 💇 : HAIRCUT +\\:hamburger: " 🍔 : HAMBURGER +\\:hammer: " 🔨 : HAMMER +\\:hamster: " 🐹 : HAMSTER FACE +\\:hand: " ✋ : RAISED HAND +\\:handbag: " 👜 : HANDBAG +\\:hankey: " 💩 : PILE OF POO \\:hatched_chick: " 🐥 : FRONT-FACING BABY CHICK -\\:bird: " 🐦 : BIRD -\\:penguin: " 🐧 : PENGUIN -\\:koala: " 🐨 : KOALA -\\:poodle: " 🐩 : POODLE -\\:dromedary_camel: " 🐪 : DROMEDARY CAMEL -\\:camel: " 🐫 : BACTRIAN CAMEL -\\:dolphin: " 🐬 : DOLPHIN -\\:mouse: " 🐭 : MOUSE FACE -\\:cow: " 🐮 : COW FACE -\\:tiger: " 🐯 : TIGER FACE -\\:rabbit: " 🐰 : RABBIT FACE -\\:cat: " 🐱 : CAT FACE -\\:dragon_face: " 🐲 : DRAGON FACE -\\:whale: " 🐳 : SPOUTING WHALE +\\:hatching_chick: " 🐣 : HATCHING CHICK +\\:headphones: " 🎧 : HEADPHONE +\\:hear_no_evil: " 🙉 : HEAR-NO-EVIL MONKEY +\\:heart: " ❤ : HEAVY BLACK HEART +\\:heart_decoration: " 💟 : HEART DECORATION +\\:heart_eyes: " 😍 : SMILING FACE WITH HEART-SHAPED EYES +\\:heart_eyes_cat: " 😻 : SMILING CAT FACE WITH HEART-SHAPED EYES +\\:heartbeat: " 💓 : BEATING HEART +\\:heartpulse: " 💗 : GROWING HEART +\\:hearts: " ♥ : BLACK HEART SUIT +\\:heavy_check_mark: " ✔ : HEAVY CHECK MARK +\\:heavy_division_sign: " ➗ : HEAVY DIVISION SIGN +\\:heavy_dollar_sign: " 💲 : HEAVY DOLLAR SIGN +\\:heavy_minus_sign: " ➖ : HEAVY MINUS SIGN +\\:heavy_multiplication_x: " ✖ : HEAVY MULTIPLICATION X +\\:heavy_plus_sign: " ➕ : HEAVY PLUS SIGN +\\:helicopter: " 🚁 : HELICOPTER +\\:herb: " 🌿 : HERB +\\:hibiscus: " 🌺 : HIBISCUS +\\:high_brightness: " 🔆 : HIGH BRIGHTNESS SYMBOL +\\:high_heel: " 👠 : HIGH-HEELED SHOE +\\:hocho: " 🔪 : HOCHO +\\:honey_pot: " 🍯 : HONEY POT \\:horse: " 🐴 : HORSE FACE -\\:monkey_face: " 🐵 : MONKEY FACE -\\:dog: " 🐶 : DOG FACE -\\:pig: " 🐷 : PIG FACE -\\:frog: " 🐸 : FROG FACE -\\:hamster: " 🐹 : HAMSTER FACE -\\:wolf: " 🐺 : WOLF FACE -\\:bear: " 🐻 : BEAR FACE -\\:panda_face: " 🐼 : PANDA FACE -\\:pig_nose: " 🐽 : PIG NOSE -\\:feet: " 🐾 : PAW PRINTS -\\:eyes: " 👀 : EYES -\\:ear: " 👂 : EAR -\\:nose: " 👃 : NOSE -\\:lips: " 👄 : MOUTH -\\:tongue: " 👅 : TONGUE -\\:point_up_2: " 👆 : WHITE UP POINTING BACKHAND INDEX -\\:point_down: " 👇 : WHITE DOWN POINTING BACKHAND INDEX -\\:point_left: " 👈 : WHITE LEFT POINTING BACKHAND INDEX -\\:point_right: " 👉 : WHITE RIGHT POINTING BACKHAND INDEX -\\:facepunch: " 👊 : FISTED HAND SIGN -\\:wave: " 👋 : WAVING HAND SIGN -\\:ok_hand: " 👌 : OK HAND SIGN -\\:+1: " 👍 : THUMBS UP SIGN -\\:-1: " 👎 : THUMBS DOWN SIGN -\\:clap: " 👏 : CLAPPING HANDS SIGN -\\:open_hands: " 👐 : OPEN HANDS SIGN -\\:crown: " 👑 : CROWN -\\:womans_hat: " 👒 : WOMANS HAT -\\:eyeglasses: " 👓 : EYEGLASSES -\\:necktie: " 👔 : NECKTIE -\\:shirt: " 👕 : T-SHIRT +\\:horse_racing: " 🏇 : HORSE RACING +\\:hospital: " 🏥 : HOSPITAL +\\:hotel: " 🏨 : HOTEL +\\:hotsprings: " ♨ : HOT SPRINGS +\\:hourglass: " ⌛ : HOURGLASS +\\:hourglass_flowing_sand: " ⏳ : HOURGLASS WITH FLOWING SAND +\\:house: " 🏠 : HOUSE BUILDING +\\:house_with_garden: " 🏡 : HOUSE WITH GARDEN +\\:hushed: " 😯 : HUSHED FACE +\\:ice_cream: " 🍨 : ICE CREAM +\\:icecream: " 🍦 : SOFT ICE CREAM +\\:id: " 🆔 : SQUARED ID +\\:ideograph_advantage: " 🉐 : CIRCLED IDEOGRAPH ADVANTAGE +\\:imp: " 👿 : IMP +\\:inbox_tray: " 📥 : INBOX TRAY +\\:incoming_envelope: " 📨 : INCOMING ENVELOPE +\\:information_desk_person: " 💁 : INFORMATION DESK PERSON +\\:information_source: " ℹ : INFORMATION SOURCE +\\:innocent: " 😇 : SMILING FACE WITH HALO +\\:interrobang: " ⁉ : EXCLAMATION QUESTION MARK +\\:iphone: " 📱 : MOBILE PHONE +\\:izakaya_lantern: " 🏮 : IZAKAYA LANTERN +\\:jack_o_lantern: " 🎃 : JACK-O-LANTERN +\\:japan: " 🗾 : SILHOUETTE OF JAPAN +\\:japanese_castle: " 🏯 : JAPANESE CASTLE +\\:japanese_goblin: " 👺 : JAPANESE GOBLIN +\\:japanese_ogre: " 👹 : JAPANESE OGRE \\:jeans: " 👖 : JEANS -\\:dress: " 👗 : DRESS +\\:joy: " 😂 : FACE WITH TEARS OF JOY +\\:joy_cat: " 😹 : CAT FACE WITH TEARS OF JOY +\\:key: " 🔑 : KEY +\\:keycap_ten: " 🔟 : KEYCAP TEN \\:kimono: " 👘 : KIMONO -\\:bikini: " 👙 : BIKINI -\\:womans_clothes: " 👚 : WOMANS CLOTHES -\\:purse: " 👛 : PURSE -\\:handbag: " 👜 : HANDBAG -\\:pouch: " 👝 : POUCH -\\:mans_shoe: " 👞 : MANS SHOE -\\:athletic_shoe: " 👟 : ATHLETIC SHOE -\\:high_heel: " 👠 : HIGH-HEELED SHOE -\\:sandal: " 👡 : WOMANS SANDAL -\\:boot: " 👢 : WOMANS BOOTS -\\:footprints: " 👣 : FOOTPRINTS -\\:bust_in_silhouette: " 👤 : BUST IN SILHOUETTE -\\:busts_in_silhouette: " 👥 : BUSTS IN SILHOUETTE -\\:boy: " 👦 : BOY -\\:girl: " 👧 : GIRL +\\:kiss: " 💋 : KISS MARK +\\:kissing: " 😗 : KISSING FACE +\\:kissing_cat: " 😽 : KISSING CAT FACE WITH CLOSED EYES +\\:kissing_closed_eyes: " 😚 : KISSING FACE WITH CLOSED EYES +\\:kissing_heart: " 😘 : FACE THROWING A KISS +\\:kissing_smiling_eyes: " 😙 : KISSING FACE WITH SMILING EYES +\\:koala: " 🐨 : KOALA +\\:koko: " 🈁 : SQUARED KATAKANA KOKO +\\:large_blue_circle: " 🔵 : LARGE BLUE CIRCLE +\\:large_blue_diamond: " 🔷 : LARGE BLUE DIAMOND +\\:large_orange_diamond: " 🔶 : LARGE ORANGE DIAMOND +\\:last_quarter_moon: " 🌗 : LAST QUARTER MOON SYMBOL +\\:last_quarter_moon_with_face: " 🌜 : LAST QUARTER MOON WITH FACE +\\:laughing: " 😆 : SMILING FACE WITH OPEN MOUTH AND TIGHTLY-CLOSED EYES +\\:leaves: " 🍃 : LEAF FLUTTERING IN WIND +\\:ledger: " 📒 : LEDGER +\\:left_luggage: " 🛅 : LEFT LUGGAGE +\\:left_right_arrow: " ↔ : LEFT RIGHT ARROW +\\:leftwards_arrow_with_hook: " ↩ : LEFTWARDS ARROW WITH HOOK / LEFT ARROW WITH HOOK +\\:lemon: " 🍋 : LEMON +\\:leo: " ♌ : LEO +\\:leopard: " 🐆 : LEOPARD +\\:libra: " ♎ : LIBRA +\\:light_rail: " 🚈 : LIGHT RAIL +\\:link: " 🔗 : LINK SYMBOL +\\:lips: " 👄 : MOUTH +\\:lipstick: " 💄 : LIPSTICK +\\:lock: " 🔒 : LOCK +\\:lock_with_ink_pen: " 🔏 : LOCK WITH INK PEN +\\:lollipop: " 🍭 : LOLLIPOP +\\:loop: " ➿ : DOUBLE CURLY LOOP +\\:loud_sound: " 🔊 : SPEAKER WITH THREE SOUND WAVES +\\:loudspeaker: " 📢 : PUBLIC ADDRESS LOUDSPEAKER +\\:love_hotel: " 🏩 : LOVE HOTEL +\\:love_letter: " 💌 : LOVE LETTER +\\:low_brightness: " 🔅 : LOW BRIGHTNESS SYMBOL +\\:m: " Ⓜ : CIRCLED LATIN CAPITAL LETTER M +\\:mag: " 🔍 : LEFT-POINTING MAGNIFYING GLASS +\\:mag_right: " 🔎 : RIGHT-POINTING MAGNIFYING GLASS +\\:mahjong: " 🀄 : MAHJONG TILE RED DRAGON +\\:mailbox: " 📫 : CLOSED MAILBOX WITH RAISED FLAG +\\:mailbox_closed: " 📪 : CLOSED MAILBOX WITH LOWERED FLAG +\\:mailbox_with_mail: " 📬 : OPEN MAILBOX WITH RAISED FLAG +\\:mailbox_with_no_mail: " 📭 : OPEN MAILBOX WITH LOWERED FLAG \\:man: " 👨 : MAN -\\:woman: " 👩 : WOMAN -\\:family: " 👪 : FAMILY -\\:couple: " 👫 : MAN AND WOMAN HOLDING HANDS -\\:two_men_holding_hands: " 👬 : TWO MEN HOLDING HANDS -\\:two_women_holding_hands: " 👭 : TWO WOMEN HOLDING HANDS -\\:cop: " 👮 : POLICE OFFICER -\\:dancers: " 👯 : WOMAN WITH BUNNY EARS -\\:bride_with_veil: " 👰 : BRIDE WITH VEIL -\\:person_with_blond_hair: " 👱 : PERSON WITH BLOND HAIR \\:man_with_gua_pi_mao: " 👲 : MAN WITH GUA PI MAO \\:man_with_turban: " 👳 : MAN WITH TURBAN -\\:older_man: " 👴 : OLDER MAN -\\:older_woman: " 👵 : OLDER WOMAN -\\:baby: " 👶 : BABY -\\:construction_worker: " 👷 : CONSTRUCTION WORKER -\\:princess: " 👸 : PRINCESS -\\:japanese_ogre: " 👹 : JAPANESE OGRE -\\:japanese_goblin: " 👺 : JAPANESE GOBLIN -\\:ghost: " 👻 : GHOST -\\:angel: " 👼 : BABY ANGEL -\\:alien: " 👽 : EXTRATERRESTRIAL ALIEN -\\:space_invader: " 👾 : ALIEN MONSTER -\\:imp: " 👿 : IMP -\\:skull: " 💀 : SKULL -\\:information_desk_person: " 💁 : INFORMATION DESK PERSON -\\:guardsman: " 💂 : GUARDSMAN -\\:dancer: " 💃 : DANCER -\\:lipstick: " 💄 : LIPSTICK -\\:nail_care: " 💅 : NAIL POLISH +\\:mans_shoe: " 👞 : MANS SHOE +\\:maple_leaf: " 🍁 : MAPLE LEAF +\\:mask: " 😷 : FACE WITH MEDICAL MASK \\:massage: " 💆 : FACE MASSAGE -\\:haircut: " 💇 : HAIRCUT -\\:barber: " 💈 : BARBER POLE -\\:syringe: " 💉 : SYRINGE -\\:pill: " 💊 : PILL -\\:kiss: " 💋 : KISS MARK -\\:love_letter: " 💌 : LOVE LETTER -\\:ring: " 💍 : RING -\\:gem: " 💎 : GEM STONE -\\:couplekiss: " 💏 : KISS -\\:bouquet: " 💐 : BOUQUET -\\:couple_with_heart: " 💑 : COUPLE WITH HEART -\\:wedding: " 💒 : WEDDING -\\:heartbeat: " 💓 : BEATING HEART -\\:broken_heart: " 💔 : BROKEN HEART -\\:two_hearts: " 💕 : TWO HEARTS -\\:sparkling_heart: " 💖 : SPARKLING HEART -\\:heartpulse: " 💗 : GROWING HEART -\\:cupid: " 💘 : HEART WITH ARROW -\\:blue_heart: " 💙 : BLUE HEART -\\:green_heart: " 💚 : GREEN HEART -\\:yellow_heart: " 💛 : YELLOW HEART -\\:purple_heart: " 💜 : PURPLE HEART -\\:gift_heart: " 💝 : HEART WITH RIBBON -\\:revolving_hearts: " 💞 : REVOLVING HEARTS -\\:heart_decoration: " 💟 : HEART DECORATION -\\:diamond_shape_with_a_dot_inside: " 💠 : DIAMOND SHAPE WITH A DOT INSIDE -\\:bulb: " 💡 : ELECTRIC LIGHT BULB -\\:anger: " 💢 : ANGER SYMBOL -\\:bomb: " 💣 : BOMB -\\:zzz: " 💤 : SLEEPING SYMBOL -\\:boom: " 💥 : COLLISION SYMBOL -\\:sweat_drops: " 💦 : SPLASHING SWEAT SYMBOL -\\:droplet: " 💧 : DROPLET -\\:dash: " 💨 : DASH SYMBOL -\\:hankey: " 💩 : PILE OF POO -\\:muscle: " 💪 : FLEXED BICEPS -\\:dizzy: " 💫 : DIZZY SYMBOL -\\:speech_balloon: " 💬 : SPEECH BALLOON -\\:thought_balloon: " 💭 : THOUGHT BALLOON -\\:white_flower: " 💮 : WHITE FLOWER -\\:100: " 💯 : HUNDRED POINTS SYMBOL -\\:moneybag: " 💰 : MONEY BAG -\\:currency_exchange: " 💱 : CURRENCY EXCHANGE -\\:heavy_dollar_sign: " 💲 : HEAVY DOLLAR SIGN -\\:credit_card: " 💳 : CREDIT CARD -\\:yen: " 💴 : BANKNOTE WITH YEN SIGN -\\:dollar: " 💵 : BANKNOTE WITH DOLLAR SIGN -\\:euro: " 💶 : BANKNOTE WITH EURO SIGN -\\:pound: " 💷 : BANKNOTE WITH POUND SIGN -\\:money_with_wings: " 💸 : MONEY WITH WINGS -\\:chart: " 💹 : CHART WITH UPWARDS TREND AND YEN SIGN -\\:seat: " 💺 : SEAT -\\:computer: " 💻 : PERSONAL COMPUTER -\\:briefcase: " 💼 : BRIEFCASE +\\:meat_on_bone: " 🍖 : MEAT ON BONE +\\:mega: " 📣 : CHEERING MEGAPHONE +\\:melon: " 🍈 : MELON +\\:memo: " 📝 : MEMO +\\:mens: " 🚹 : MENS SYMBOL +\\:metro: " 🚇 : METRO +\\:microphone: " 🎤 : MICROPHONE +\\:microscope: " 🔬 : MICROSCOPE +\\:milky_way: " 🌌 : MILKY WAY +\\:minibus: " 🚐 : MINIBUS \\:minidisc: " 💽 : MINIDISC -\\:floppy_disk: " 💾 : FLOPPY DISK -\\:cd: " 💿 : OPTICAL DISC -\\:dvd: " 📀 : DVD -\\:file_folder: " 📁 : FILE FOLDER -\\:open_file_folder: " 📂 : OPEN FILE FOLDER -\\:page_with_curl: " 📃 : PAGE WITH CURL -\\:page_facing_up: " 📄 : PAGE FACING UP -\\:date: " 📅 : CALENDAR -\\:calendar: " 📆 : TEAR-OFF CALENDAR -\\:card_index: " 📇 : CARD INDEX -\\:chart_with_upwards_trend: " 📈 : CHART WITH UPWARDS TREND -\\:chart_with_downwards_trend: " 📉 : CHART WITH DOWNWARDS TREND -\\:bar_chart: " 📊 : BAR CHART -\\:clipboard: " 📋 : CLIPBOARD -\\:pushpin: " 📌 : PUSHPIN -\\:round_pushpin: " 📍 : ROUND PUSHPIN -\\:paperclip: " 📎 : PAPERCLIP -\\:straight_ruler: " 📏 : STRAIGHT RULER -\\:triangular_ruler: " 📐 : TRIANGULAR RULER -\\:bookmark_tabs: " 📑 : BOOKMARK TABS -\\:ledger: " 📒 : LEDGER +\\:mobile_phone_off: " 📴 : MOBILE PHONE OFF +\\:money_with_wings: " 💸 : MONEY WITH WINGS +\\:moneybag: " 💰 : MONEY BAG +\\:monkey: " 🐒 : MONKEY +\\:monkey_face: " 🐵 : MONKEY FACE +\\:monorail: " 🚝 : MONORAIL +\\:moon: " 🌔 : WAXING GIBBOUS MOON SYMBOL +\\:mortar_board: " 🎓 : GRADUATION CAP +\\:mount_fuji: " 🗻 : MOUNT FUJI +\\:mountain_bicyclist: " 🚵 : MOUNTAIN BICYCLIST +\\:mountain_cableway: " 🚠 : MOUNTAIN CABLEWAY +\\:mountain_railway: " 🚞 : MOUNTAIN RAILWAY +\\:mouse2: " 🐁 : MOUSE +\\:mouse: " 🐭 : MOUSE FACE +\\:movie_camera: " 🎥 : MOVIE CAMERA +\\:moyai: " 🗿 : MOYAI +\\:muscle: " 💪 : FLEXED BICEPS +\\:mushroom: " 🍄 : MUSHROOM +\\:musical_keyboard: " 🎹 : MUSICAL KEYBOARD +\\:musical_note: " 🎵 : MUSICAL NOTE +\\:musical_score: " 🎼 : MUSICAL SCORE +\\:mute: " 🔇 : SPEAKER WITH CANCELLATION STROKE +\\:nail_care: " 💅 : NAIL POLISH +\\:name_badge: " 📛 : NAME BADGE +\\:necktie: " 👔 : NECKTIE +\\:negative_squared_cross_mark: " ❎ : NEGATIVE SQUARED CROSS MARK +\\:neutral_face: " 😐 : NEUTRAL FACE +\\:new: " 🆕 : SQUARED NEW +\\:new_moon: " 🌑 : NEW MOON SYMBOL +\\:new_moon_with_face: " 🌚 : NEW MOON WITH FACE +\\:newspaper: " 📰 : NEWSPAPER +\\:ng: " 🆖 : SQUARED NG +\\:night_with_stars: " 🌃 : NIGHT WITH STARS +\\:no_bell: " 🔕 : BELL WITH CANCELLATION STROKE +\\:no_bicycles: " 🚳 : NO BICYCLES +\\:no_entry: " ⛔ : NO ENTRY +\\:no_entry_sign: " 🚫 : NO ENTRY SIGN +\\:no_good: " 🙅 : FACE WITH NO GOOD GESTURE +\\:no_mobile_phones: " 📵 : NO MOBILE PHONES +\\:no_mouth: " 😶 : FACE WITHOUT MOUTH +\\:no_pedestrians: " 🚷 : NO PEDESTRIANS +\\:no_smoking: " 🚭 : NO SMOKING SYMBOL +\\:non-potable_water: " 🚱 : NON-POTABLE WATER SYMBOL +\\:nose: " 👃 : NOSE \\:notebook: " 📓 : NOTEBOOK \\:notebook_with_decorative_cover: " 📔 : NOTEBOOK WITH DECORATIVE COVER -\\:closed_book: " 📕 : CLOSED BOOK -\\:book: " 📖 : OPEN BOOK -\\:green_book: " 📗 : GREEN BOOK -\\:blue_book: " 📘 : BLUE BOOK +\\:notes: " 🎶 : MULTIPLE MUSICAL NOTES +\\:nut_and_bolt: " 🔩 : NUT AND BOLT +\\:o2: " 🅾 : NEGATIVE SQUARED LATIN CAPITAL LETTER O +\\:o: " ⭕ : HEAVY LARGE CIRCLE +\\:ocean: " 🌊 : WATER WAVE +\\:octopus: " 🐙 : OCTOPUS +\\:oden: " 🍢 : ODEN +\\:office: " 🏢 : OFFICE BUILDING +\\:ok: " 🆗 : SQUARED OK +\\:ok_hand: " 👌 : OK HAND SIGN +\\:ok_woman: " 🙆 : FACE WITH OK GESTURE +\\:older_man: " 👴 : OLDER MAN +\\:older_woman: " 👵 : OLDER WOMAN +\\:on: " 🔛 : ON WITH EXCLAMATION MARK WITH LEFT RIGHT ARROW ABOVE +\\:oncoming_automobile: " 🚘 : ONCOMING AUTOMOBILE +\\:oncoming_bus: " 🚍 : ONCOMING BUS +\\:oncoming_police_car: " 🚔 : ONCOMING POLICE CAR +\\:oncoming_taxi: " 🚖 : ONCOMING TAXI +\\:open_file_folder: " 📂 : OPEN FILE FOLDER +\\:open_hands: " 👐 : OPEN HANDS SIGN +\\:open_mouth: " 😮 : FACE WITH OPEN MOUTH +\\:ophiuchus: " ⛎ : OPHIUCHUS \\:orange_book: " 📙 : ORANGE BOOK -\\:books: " 📚 : BOOKS -\\:name_badge: " 📛 : NAME BADGE -\\:scroll: " 📜 : SCROLL -\\:memo: " 📝 : MEMO -\\:telephone_receiver: " 📞 : TELEPHONE RECEIVER -\\:pager: " 📟 : PAGER -\\:fax: " 📠 : FAX MACHINE -\\:satellite: " 📡 : SATELLITE ANTENNA -\\:loudspeaker: " 📢 : PUBLIC ADDRESS LOUDSPEAKER -\\:mega: " 📣 : CHEERING MEGAPHONE \\:outbox_tray: " 📤 : OUTBOX TRAY -\\:inbox_tray: " 📥 : INBOX TRAY +\\:ox: " 🐂 : OX \\:package: " 📦 : PACKAGE -\\:e-mail: " 📧 : E-MAIL SYMBOL -\\:incoming_envelope: " 📨 : INCOMING ENVELOPE -\\:envelope_with_arrow: " 📩 : ENVELOPE WITH DOWNWARDS ARROW ABOVE -\\:mailbox_closed: " 📪 : CLOSED MAILBOX WITH LOWERED FLAG -\\:mailbox: " 📫 : CLOSED MAILBOX WITH RAISED FLAG -\\:mailbox_with_mail: " 📬 : OPEN MAILBOX WITH RAISED FLAG -\\:mailbox_with_no_mail: " 📭 : OPEN MAILBOX WITH LOWERED FLAG -\\:postbox: " 📮 : POSTBOX +\\:page_facing_up: " 📄 : PAGE FACING UP +\\:page_with_curl: " 📃 : PAGE WITH CURL +\\:pager: " 📟 : PAGER +\\:palm_tree: " 🌴 : PALM TREE +\\:panda_face: " 🐼 : PANDA FACE +\\:paperclip: " 📎 : PAPERCLIP +\\:parking: " 🅿 : NEGATIVE SQUARED LATIN CAPITAL LETTER P +\\:part_alternation_mark: " 〽 : PART ALTERNATION MARK +\\:partly_sunny: " ⛅ : SUN BEHIND CLOUD +\\:passport_control: " 🛂 : PASSPORT CONTROL +\\:peach: " 🍑 : PEACH +\\:pear: " 🍐 : PEAR +\\:pencil2: " ✏ : PENCIL +\\:penguin: " 🐧 : PENGUIN +\\:pensive: " 😔 : PENSIVE FACE +\\:performing_arts: " 🎭 : PERFORMING ARTS +\\:persevere: " 😣 : PERSEVERING FACE +\\:person_frowning: " 🙍 : PERSON FROWNING +\\:person_with_blond_hair: " 👱 : PERSON WITH BLOND HAIR +\\:person_with_pouting_face: " 🙎 : PERSON WITH POUTING FACE +\\:phone: " ☎ : BLACK TELEPHONE +\\:pig2: " 🐖 : PIG +\\:pig: " 🐷 : PIG FACE +\\:pig_nose: " 🐽 : PIG NOSE +\\:pill: " 💊 : PILL +\\:pineapple: " 🍍 : PINEAPPLE +\\:pisces: " ♓ : PISCES +\\:pizza: " 🍕 : SLICE OF PIZZA +\\:point_down: " 👇 : WHITE DOWN POINTING BACKHAND INDEX +\\:point_left: " 👈 : WHITE LEFT POINTING BACKHAND INDEX +\\:point_right: " 👉 : WHITE RIGHT POINTING BACKHAND INDEX +\\:point_up: " ☝ : WHITE UP POINTING INDEX +\\:point_up_2: " 👆 : WHITE UP POINTING BACKHAND INDEX +\\:police_car: " 🚓 : POLICE CAR +\\:poodle: " 🐩 : POODLE +\\:post_office: " 🏣 : JAPANESE POST OFFICE \\:postal_horn: " 📯 : POSTAL HORN -\\:newspaper: " 📰 : NEWSPAPER -\\:iphone: " 📱 : MOBILE PHONE -\\:calling: " 📲 : MOBILE PHONE WITH RIGHTWARDS ARROW AT LEFT -\\:vibration_mode: " 📳 : VIBRATION MODE -\\:mobile_phone_off: " 📴 : MOBILE PHONE OFF -\\:no_mobile_phones: " 📵 : NO MOBILE PHONES -\\:signal_strength: " 📶 : ANTENNA WITH BARS -\\:camera: " 📷 : CAMERA -\\:video_camera: " 📹 : VIDEO CAMERA -\\:tv: " 📺 : TELEVISION +\\:postbox: " 📮 : POSTBOX +\\:potable_water: " 🚰 : POTABLE WATER SYMBOL +\\:pouch: " 👝 : POUCH +\\:poultry_leg: " 🍗 : POULTRY LEG +\\:pound: " 💷 : BANKNOTE WITH POUND SIGN +\\:pouting_cat: " 😾 : POUTING CAT FACE +\\:pray: " 🙏 : PERSON WITH FOLDED HANDS +\\:princess: " 👸 : PRINCESS +\\:purple_heart: " 💜 : PURPLE HEART +\\:purse: " 👛 : PURSE +\\:pushpin: " 📌 : PUSHPIN +\\:put_litter_in_its_place: " 🚮 : PUT LITTER IN ITS PLACE SYMBOL +\\:question: " ❓ : BLACK QUESTION MARK ORNAMENT +\\:rabbit2: " 🐇 : RABBIT +\\:rabbit: " 🐰 : RABBIT FACE +\\:racehorse: " 🐎 : HORSE \\:radio: " 📻 : RADIO -\\:vhs: " 📼 : VIDEOCASSETTE -\\:twisted_rightwards_arrows: " 🔀 : TWISTED RIGHTWARDS ARROWS -\\:repeat: " 🔁 : CLOCKWISE RIGHTWARDS AND LEFTWARDS OPEN CIRCLE ARROWS -\\:repeat_one: " 🔂 : CLOCKWISE RIGHTWARDS AND LEFTWARDS OPEN CIRCLE ARROWS WITH CIRCLED ONE OVERLAY -\\:arrows_clockwise: " 🔃 : CLOCKWISE DOWNWARDS AND UPWARDS OPEN CIRCLE ARROWS -\\:arrows_counterclockwise: " 🔄 : ANTICLOCKWISE DOWNWARDS AND UPWARDS OPEN CIRCLE ARROWS -\\:low_brightness: " 🔅 : LOW BRIGHTNESS SYMBOL -\\:high_brightness: " 🔆 : HIGH BRIGHTNESS SYMBOL -\\:mute: " 🔇 : SPEAKER WITH CANCELLATION STROKE -\\:speaker: " 🔈 : SPEAKER -\\:sound: " 🔉 : SPEAKER WITH ONE SOUND WAVE -\\:loud_sound: " 🔊 : SPEAKER WITH THREE SOUND WAVES -\\:battery: " 🔋 : BATTERY -\\:electric_plug: " 🔌 : ELECTRIC PLUG -\\:mag: " 🔍 : LEFT-POINTING MAGNIFYING GLASS -\\:mag_right: " 🔎 : RIGHT-POINTING MAGNIFYING GLASS -\\:lock_with_ink_pen: " 🔏 : LOCK WITH INK PEN -\\:closed_lock_with_key: " 🔐 : CLOSED LOCK WITH KEY -\\:key: " 🔑 : KEY -\\:lock: " 🔒 : LOCK -\\:unlock: " 🔓 : OPEN LOCK -\\:bell: " 🔔 : BELL -\\:no_bell: " 🔕 : BELL WITH CANCELLATION STROKE -\\:bookmark: " 🔖 : BOOKMARK -\\:link: " 🔗 : LINK SYMBOL \\:radio_button: " 🔘 : RADIO BUTTON -\\:back: " 🔙 : BACK WITH LEFTWARDS ARROW ABOVE -\\:end: " 🔚 : END WITH LEFTWARDS ARROW ABOVE -\\:on: " 🔛 : ON WITH EXCLAMATION MARK WITH LEFT RIGHT ARROW ABOVE -\\:soon: " 🔜 : SOON WITH RIGHTWARDS ARROW ABOVE -\\:top: " 🔝 : TOP WITH UPWARDS ARROW ABOVE -\\:underage: " 🔞 : NO ONE UNDER EIGHTEEN SYMBOL -\\:keycap_ten: " 🔟 : KEYCAP TEN -\\:capital_abcd: " 🔠 : INPUT SYMBOL FOR LATIN CAPITAL LETTERS -\\:abcd: " 🔡 : INPUT SYMBOL FOR LATIN SMALL LETTERS -\\:1234: " 🔢 : INPUT SYMBOL FOR NUMBERS -\\:symbols: " 🔣 : INPUT SYMBOL FOR SYMBOLS -\\:abc: " 🔤 : INPUT SYMBOL FOR LATIN LETTERS -\\:fire: " 🔥 : FIRE -\\:flashlight: " 🔦 : ELECTRIC TORCH -\\:wrench: " 🔧 : WRENCH -\\:hammer: " 🔨 : HAMMER -\\:nut_and_bolt: " 🔩 : NUT AND BOLT -\\:hocho: " 🔪 : HOCHO -\\:gun: " 🔫 : PISTOL -\\:microscope: " 🔬 : MICROSCOPE -\\:telescope: " 🔭 : TELESCOPE -\\:crystal_ball: " 🔮 : CRYSTAL BALL -\\:six_pointed_star: " 🔯 : SIX POINTED STAR WITH MIDDLE DOT -\\:beginner: " 🔰 : JAPANESE SYMBOL FOR BEGINNER -\\:trident: " 🔱 : TRIDENT EMBLEM -\\:black_square_button: " 🔲 : BLACK SQUARE BUTTON -\\:white_square_button: " 🔳 : WHITE SQUARE BUTTON +\\:rage: " 😡 : POUTING FACE +\\:railway_car: " 🚃 : RAILWAY CAR +\\:rainbow: " 🌈 : RAINBOW +\\:raised_hands: " 🙌 : PERSON RAISING BOTH HANDS IN CELEBRATION +\\:raising_hand: " 🙋 : HAPPY PERSON RAISING ONE HAND +\\:ram: " 🐏 : RAM +\\:ramen: " 🍜 : STEAMING BOWL +\\:rat: " 🐀 : RAT +\\:recycle: " ♻ : BLACK UNIVERSAL RECYCLING SYMBOL \\:red_circle: " 🔴 : LARGE RED CIRCLE -\\:large_blue_circle: " 🔵 : LARGE BLUE CIRCLE -\\:large_orange_diamond: " 🔶 : LARGE ORANGE DIAMOND -\\:large_blue_diamond: " 🔷 : LARGE BLUE DIAMOND -\\:small_orange_diamond: " 🔸 : SMALL ORANGE DIAMOND +\\:registered: " ® : REGISTERED SIGN / REGISTERED TRADE MARK SIGN +\\:relaxed: " ☺ : WHITE SMILING FACE +\\:relieved: " 😌 : RELIEVED FACE +\\:repeat: " 🔁 : CLOCKWISE RIGHTWARDS AND LEFTWARDS OPEN CIRCLE ARROWS +\\:repeat_one: " 🔂 : CLOCKWISE RIGHTWARDS AND LEFTWARDS OPEN CIRCLE ARROWS WITH CIRCLED ONE OVERLAY +\\:restroom: " 🚻 : RESTROOM +\\:revolving_hearts: " 💞 : REVOLVING HEARTS +\\:rewind: " ⏪ : BLACK LEFT-POINTING DOUBLE TRIANGLE +\\:ribbon: " 🎀 : RIBBON +\\:rice: " 🍚 : COOKED RICE +\\:rice_ball: " 🍙 : RICE BALL +\\:rice_cracker: " 🍘 : RICE CRACKER +\\:rice_scene: " 🎑 : MOON VIEWING CEREMONY +\\:ring: " 💍 : RING +\\:rocket: " 🚀 : ROCKET +\\:roller_coaster: " 🎢 : ROLLER COASTER +\\:rooster: " 🐓 : ROOSTER +\\:rose: " 🌹 : ROSE +\\:rotating_light: " 🚨 : POLICE CARS REVOLVING LIGHT +\\:round_pushpin: " 📍 : ROUND PUSHPIN +\\:rowboat: " 🚣 : ROWBOAT +\\:rugby_football: " 🏉 : RUGBY FOOTBALL +\\:runner: " 🏃 : RUNNER +\\:running_shirt_with_sash: " 🎽 : RUNNING SHIRT WITH SASH +\\:sa: " 🈂 : SQUARED KATAKANA SA +\\:sagittarius: " ♐ : SAGITTARIUS +\\:sake: " 🍶 : SAKE BOTTLE AND CUP +\\:sandal: " 👡 : WOMANS SANDAL +\\:santa: " 🎅 : FATHER CHRISTMAS +\\:satellite: " 📡 : SATELLITE ANTENNA +\\:saxophone: " 🎷 : SAXOPHONE +\\:school: " 🏫 : SCHOOL +\\:school_satchel: " 🎒 : SCHOOL SATCHEL +\\:scissors: " ✂ : BLACK SCISSORS +\\:scorpius: " ♏ : SCORPIUS +\\:scream: " 😱 : FACE SCREAMING IN FEAR +\\:scream_cat: " 🙀 : WEARY CAT FACE +\\:scroll: " 📜 : SCROLL +\\:seat: " 💺 : SEAT +\\:secret: " ㊙ : CIRCLED IDEOGRAPH SECRET +\\:see_no_evil: " 🙈 : SEE-NO-EVIL MONKEY +\\:seedling: " 🌱 : SEEDLING +\\:shaved_ice: " 🍧 : SHAVED ICE +\\:sheep: " 🐑 : SHEEP +\\:shell: " 🐚 : SPIRAL SHELL +\\:ship: " 🚢 : SHIP +\\:shirt: " 👕 : T-SHIRT +\\:shower: " 🚿 : SHOWER +\\:signal_strength: " 📶 : ANTENNA WITH BARS +\\:six_pointed_star: " 🔯 : SIX POINTED STAR WITH MIDDLE DOT +\\:ski: " 🎿 : SKI AND SKI BOOT +\\:skin-tone-2: " 🏻 : EMOJI MODIFIER FITZPATRICK TYPE-1-2 +\\:skin-tone-3: " 🏼 : EMOJI MODIFIER FITZPATRICK TYPE-3 +\\:skin-tone-4: " 🏽 : EMOJI MODIFIER FITZPATRICK TYPE-4 +\\:skin-tone-5: " 🏾 : EMOJI MODIFIER FITZPATRICK TYPE-5 +\\:skin-tone-6: " 🏿 : EMOJI MODIFIER FITZPATRICK TYPE-6 +\\:skull: " 💀 : SKULL +\\:sleeping: " 😴 : SLEEPING FACE +\\:sleepy: " 😪 : SLEEPY FACE +\\:slot_machine: " 🎰 : SLOT MACHINE \\:small_blue_diamond: " 🔹 : SMALL BLUE DIAMOND +\\:small_orange_diamond: " 🔸 : SMALL ORANGE DIAMOND \\:small_red_triangle: " 🔺 : UP-POINTING RED TRIANGLE \\:small_red_triangle_down: " 🔻 : DOWN-POINTING RED TRIANGLE -\\:arrow_up_small: " 🔼 : UP-POINTING SMALL RED TRIANGLE -\\:arrow_down_small: " 🔽 : DOWN-POINTING SMALL RED TRIANGLE -\\:clock1: " 🕐 : CLOCK FACE ONE OCLOCK -\\:clock2: " 🕑 : CLOCK FACE TWO OCLOCK -\\:clock3: " 🕒 : CLOCK FACE THREE OCLOCK -\\:clock4: " 🕓 : CLOCK FACE FOUR OCLOCK -\\:clock5: " 🕔 : CLOCK FACE FIVE OCLOCK -\\:clock6: " 🕕 : CLOCK FACE SIX OCLOCK -\\:clock7: " 🕖 : CLOCK FACE SEVEN OCLOCK -\\:clock8: " 🕗 : CLOCK FACE EIGHT OCLOCK -\\:clock9: " 🕘 : CLOCK FACE NINE OCLOCK -\\:clock10: " 🕙 : CLOCK FACE TEN OCLOCK -\\:clock11: " 🕚 : CLOCK FACE ELEVEN OCLOCK -\\:clock12: " 🕛 : CLOCK FACE TWELVE OCLOCK -\\:clock130: " 🕜 : CLOCK FACE ONE-THIRTY -\\:clock230: " 🕝 : CLOCK FACE TWO-THIRTY -\\:clock330: " 🕞 : CLOCK FACE THREE-THIRTY -\\:clock430: " 🕟 : CLOCK FACE FOUR-THIRTY -\\:clock530: " 🕠 : CLOCK FACE FIVE-THIRTY -\\:clock630: " 🕡 : CLOCK FACE SIX-THIRTY -\\:clock730: " 🕢 : CLOCK FACE SEVEN-THIRTY -\\:clock830: " 🕣 : CLOCK FACE EIGHT-THIRTY -\\:clock930: " 🕤 : CLOCK FACE NINE-THIRTY -\\:clock1030: " 🕥 : CLOCK FACE TEN-THIRTY -\\:clock1130: " 🕦 : CLOCK FACE ELEVEN-THIRTY -\\:clock1230: " 🕧 : CLOCK FACE TWELVE-THIRTY -\\:mount_fuji: " 🗻 : MOUNT FUJI -\\:tokyo_tower: " 🗼 : TOKYO TOWER -\\:statue_of_liberty: " 🗽 : STATUE OF LIBERTY -\\:japan: " 🗾 : SILHOUETTE OF JAPAN -\\:moyai: " 🗿 : MOYAI -\\:grinning: " 😀 : GRINNING FACE -\\:grin: " 😁 : GRINNING FACE WITH SMILING EYES -\\:joy: " 😂 : FACE WITH TEARS OF JOY -\\:smiley: " 😃 : SMILING FACE WITH OPEN MOUTH \\:smile: " 😄 : SMILING FACE WITH OPEN MOUTH AND SMILING EYES -\\:sweat_smile: " 😅 : SMILING FACE WITH OPEN MOUTH AND COLD SWEAT -\\:laughing: " 😆 : SMILING FACE WITH OPEN MOUTH AND TIGHTLY-CLOSED EYES -\\:innocent: " 😇 : SMILING FACE WITH HALO -\\:smiling_imp: " 😈 : SMILING FACE WITH HORNS -\\:wink: " 😉 : WINKING FACE -\\:blush: " 😊 : SMILING FACE WITH SMILING EYES -\\:yum: " 😋 : FACE SAVOURING DELICIOUS FOOD -\\:relieved: " 😌 : RELIEVED FACE -\\:heart_eyes: " 😍 : SMILING FACE WITH HEART-SHAPED EYES -\\:sunglasses: " 😎 : SMILING FACE WITH SUNGLASSES -\\:smirk: " 😏 : SMIRKING FACE -\\:neutral_face: " 😐 : NEUTRAL FACE -\\:expressionless: " 😑 : EXPRESSIONLESS FACE -\\:unamused: " 😒 : UNAMUSED FACE -\\:sweat: " 😓 : FACE WITH COLD SWEAT -\\:pensive: " 😔 : PENSIVE FACE -\\:confused: " 😕 : CONFUSED FACE -\\:confounded: " 😖 : CONFOUNDED FACE -\\:kissing: " 😗 : KISSING FACE -\\:kissing_heart: " 😘 : FACE THROWING A KISS -\\:kissing_smiling_eyes: " 😙 : KISSING FACE WITH SMILING EYES -\\:kissing_closed_eyes: " 😚 : KISSING FACE WITH CLOSED EYES -\\:stuck_out_tongue: " 😛 : FACE WITH STUCK-OUT TONGUE -\\:stuck_out_tongue_winking_eye: " 😜 : FACE WITH STUCK-OUT TONGUE AND WINKING EYE -\\:stuck_out_tongue_closed_eyes: " 😝 : FACE WITH STUCK-OUT TONGUE AND TIGHTLY-CLOSED EYES -\\:disappointed: " 😞 : DISAPPOINTED FACE -\\:worried: " 😟 : WORRIED FACE -\\:angry: " 😠 : ANGRY FACE -\\:rage: " 😡 : POUTING FACE -\\:cry: " 😢 : CRYING FACE -\\:persevere: " 😣 : PERSEVERING FACE -\\:triumph: " 😤 : FACE WITH LOOK OF TRIUMPH -\\:disappointed_relieved: " 😥 : DISAPPOINTED BUT RELIEVED FACE -\\:frowning: " 😦 : FROWNING FACE WITH OPEN MOUTH -\\:anguished: " 😧 : ANGUISHED FACE -\\:fearful: " 😨 : FEARFUL FACE -\\:weary: " 😩 : WEARY FACE -\\:sleepy: " 😪 : SLEEPY FACE -\\:tired_face: " 😫 : TIRED FACE -\\:grimacing: " 😬 : GRIMACING FACE -\\:sob: " 😭 : LOUDLY CRYING FACE -\\:open_mouth: " 😮 : FACE WITH OPEN MOUTH -\\:hushed: " 😯 : HUSHED FACE -\\:cold_sweat: " 😰 : FACE WITH OPEN MOUTH AND COLD SWEAT -\\:scream: " 😱 : FACE SCREAMING IN FEAR -\\:astonished: " 😲 : ASTONISHED FACE -\\:flushed: " 😳 : FLUSHED FACE -\\:sleeping: " 😴 : SLEEPING FACE -\\:dizzy_face: " 😵 : DIZZY FACE -\\:no_mouth: " 😶 : FACE WITHOUT MOUTH -\\:mask: " 😷 : FACE WITH MEDICAL MASK \\:smile_cat: " 😸 : GRINNING CAT FACE WITH SMILING EYES -\\:joy_cat: " 😹 : CAT FACE WITH TEARS OF JOY +\\:smiley: " 😃 : SMILING FACE WITH OPEN MOUTH \\:smiley_cat: " 😺 : SMILING CAT FACE WITH OPEN MOUTH -\\:heart_eyes_cat: " 😻 : SMILING CAT FACE WITH HEART-SHAPED EYES +\\:smiling_imp: " 😈 : SMILING FACE WITH HORNS +\\:smirk: " 😏 : SMIRKING FACE \\:smirk_cat: " 😼 : CAT FACE WITH WRY SMILE -\\:kissing_cat: " 😽 : KISSING CAT FACE WITH CLOSED EYES -\\:pouting_cat: " 😾 : POUTING CAT FACE -\\:crying_cat_face: " 😿 : CRYING CAT FACE -\\:scream_cat: " 🙀 : WEARY CAT FACE -\\:no_good: " 🙅 : FACE WITH NO GOOD GESTURE -\\:ok_woman: " 🙆 : FACE WITH OK GESTURE -\\:bow: " 🙇 : PERSON BOWING DEEPLY -\\:see_no_evil: " 🙈 : SEE-NO-EVIL MONKEY -\\:hear_no_evil: " 🙉 : HEAR-NO-EVIL MONKEY +\\:smoking: " 🚬 : SMOKING SYMBOL +\\:snail: " 🐌 : SNAIL +\\:snake: " 🐍 : SNAKE +\\:snowboarder: " 🏂 : SNOWBOARDER +\\:snowflake: " ❄ : SNOWFLAKE +\\:snowman: " ⛄ : SNOWMAN WITHOUT SNOW +\\:sob: " 😭 : LOUDLY CRYING FACE +\\:soccer: " ⚽ : SOCCER BALL +\\:soon: " 🔜 : SOON WITH RIGHTWARDS ARROW ABOVE +\\:sos: " 🆘 : SQUARED SOS +\\:sound: " 🔉 : SPEAKER WITH ONE SOUND WAVE +\\:space_invader: " 👾 : ALIEN MONSTER +\\:spades: " ♠ : BLACK SPADE SUIT +\\:spaghetti: " 🍝 : SPAGHETTI +\\:sparkle: " ❇ : SPARKLE +\\:sparkler: " 🎇 : FIREWORK SPARKLER +\\:sparkles: " ✨ : SPARKLES +\\:sparkling_heart: " 💖 : SPARKLING HEART \\:speak_no_evil: " 🙊 : SPEAK-NO-EVIL MONKEY -\\:raising_hand: " 🙋 : HAPPY PERSON RAISING ONE HAND -\\:raised_hands: " 🙌 : PERSON RAISING BOTH HANDS IN CELEBRATION -\\:person_frowning: " 🙍 : PERSON FROWNING -\\:person_with_pouting_face: " 🙎 : PERSON WITH POUTING FACE -\\:pray: " 🙏 : PERSON WITH FOLDED HANDS -\\:rocket: " 🚀 : ROCKET -\\:helicopter: " 🚁 : HELICOPTER +\\:speaker: " 🔈 : SPEAKER +\\:speech_balloon: " 💬 : SPEECH BALLOON +\\:speedboat: " 🚤 : SPEEDBOAT +\\:star2: " 🌟 : GLOWING STAR +\\:star: " ⭐ : WHITE MEDIUM STAR +\\:stars: " 🌠 : SHOOTING STAR +\\:station: " 🚉 : STATION +\\:statue_of_liberty: " 🗽 : STATUE OF LIBERTY \\:steam_locomotive: " 🚂 : STEAM LOCOMOTIVE -\\:railway_car: " 🚃 : RAILWAY CAR -\\:bullettrain_side: " 🚄 : HIGH-SPEED TRAIN -\\:bullettrain_front: " 🚅 : HIGH-SPEED TRAIN WITH BULLET NOSE +\\:stew: " 🍲 : POT OF FOOD +\\:straight_ruler: " 📏 : STRAIGHT RULER +\\:strawberry: " 🍓 : STRAWBERRY +\\:stuck_out_tongue: " 😛 : FACE WITH STUCK-OUT TONGUE +\\:stuck_out_tongue_closed_eyes: " 😝 : FACE WITH STUCK-OUT TONGUE AND TIGHTLY-CLOSED EYES +\\:stuck_out_tongue_winking_eye: " 😜 : FACE WITH STUCK-OUT TONGUE AND WINKING EYE +\\:sun_with_face: " 🌞 : SUN WITH FACE +\\:sunflower: " 🌻 : SUNFLOWER +\\:sunglasses: " 😎 : SMILING FACE WITH SUNGLASSES +\\:sunny: " ☀ : BLACK SUN WITH RAYS +\\:sunrise: " 🌅 : SUNRISE +\\:sunrise_over_mountains: " 🌄 : SUNRISE OVER MOUNTAINS +\\:surfer: " 🏄 : SURFER +\\:sushi: " 🍣 : SUSHI +\\:suspension_railway: " 🚟 : SUSPENSION RAILWAY +\\:sweat: " 😓 : FACE WITH COLD SWEAT +\\:sweat_drops: " 💦 : SPLASHING SWEAT SYMBOL +\\:sweat_smile: " 😅 : SMILING FACE WITH OPEN MOUTH AND COLD SWEAT +\\:sweet_potato: " 🍠 : ROASTED SWEET POTATO +\\:swimmer: " 🏊 : SWIMMER +\\:symbols: " 🔣 : INPUT SYMBOL FOR SYMBOLS +\\:syringe: " 💉 : SYRINGE +\\:tada: " 🎉 : PARTY POPPER +\\:tanabata_tree: " 🎋 : TANABATA TREE +\\:tangerine: " 🍊 : TANGERINE +\\:taurus: " ♉ : TAURUS +\\:taxi: " 🚕 : TAXI +\\:tea: " 🍵 : TEACUP WITHOUT HANDLE +\\:telephone_receiver: " 📞 : TELEPHONE RECEIVER +\\:telescope: " 🔭 : TELESCOPE +\\:tennis: " 🎾 : TENNIS RACQUET AND BALL +\\:tent: " ⛺ : TENT +\\:thought_balloon: " 💭 : THOUGHT BALLOON +\\:ticket: " 🎫 : TICKET +\\:tiger2: " 🐅 : TIGER +\\:tiger: " 🐯 : TIGER FACE +\\:tired_face: " 😫 : TIRED FACE +\\:tm: " ™ : TRADE MARK SIGN / TRADEMARK +\\:toilet: " 🚽 : TOILET +\\:tokyo_tower: " 🗼 : TOKYO TOWER +\\:tomato: " 🍅 : TOMATO +\\:tongue: " 👅 : TONGUE +\\:top: " 🔝 : TOP WITH UPWARDS ARROW ABOVE +\\:tophat: " 🎩 : TOP HAT +\\:tractor: " 🚜 : TRACTOR +\\:traffic_light: " 🚥 : HORIZONTAL TRAFFIC LIGHT \\:train2: " 🚆 : TRAIN -\\:metro: " 🚇 : METRO -\\:light_rail: " 🚈 : LIGHT RAIL -\\:station: " 🚉 : STATION -\\:tram: " 🚊 : TRAM \\:train: " 🚋 : TRAM CAR -\\:bus: " 🚌 : BUS -\\:oncoming_bus: " 🚍 : ONCOMING BUS +\\:tram: " 🚊 : TRAM +\\:triangular_flag_on_post: " 🚩 : TRIANGULAR FLAG ON POST +\\:triangular_ruler: " 📐 : TRIANGULAR RULER +\\:trident: " 🔱 : TRIDENT EMBLEM +\\:triumph: " 😤 : FACE WITH LOOK OF TRIUMPH \\:trolleybus: " 🚎 : TROLLEYBUS -\\:busstop: " 🚏 : BUS STOP -\\:minibus: " 🚐 : MINIBUS -\\:ambulance: " 🚑 : AMBULANCE -\\:fire_engine: " 🚒 : FIRE ENGINE -\\:police_car: " 🚓 : POLICE CAR -\\:oncoming_police_car: " 🚔 : ONCOMING POLICE CAR -\\:taxi: " 🚕 : TAXI -\\:oncoming_taxi: " 🚖 : ONCOMING TAXI -\\:car: " 🚗 : AUTOMOBILE -\\:oncoming_automobile: " 🚘 : ONCOMING AUTOMOBILE -\\:blue_car: " 🚙 : RECREATIONAL VEHICLE +\\:trophy: " 🏆 : TROPHY +\\:tropical_drink: " 🍹 : TROPICAL DRINK +\\:tropical_fish: " 🐠 : TROPICAL FISH \\:truck: " 🚚 : DELIVERY TRUCK -\\:articulated_lorry: " 🚛 : ARTICULATED LORRY -\\:tractor: " 🚜 : TRACTOR -\\:monorail: " 🚝 : MONORAIL -\\:mountain_railway: " 🚞 : MOUNTAIN RAILWAY -\\:suspension_railway: " 🚟 : SUSPENSION RAILWAY -\\:mountain_cableway: " 🚠 : MOUNTAIN CABLEWAY -\\:aerial_tramway: " 🚡 : AERIAL TRAMWAY -\\:ship: " 🚢 : SHIP -\\:rowboat: " 🚣 : ROWBOAT -\\:speedboat: " 🚤 : SPEEDBOAT -\\:traffic_light: " 🚥 : HORIZONTAL TRAFFIC LIGHT +\\:trumpet: " 🎺 : TRUMPET +\\:tulip: " 🌷 : TULIP +\\:turtle: " 🐢 : TURTLE +\\:tv: " 📺 : TELEVISION +\\:twisted_rightwards_arrows: " 🔀 : TWISTED RIGHTWARDS ARROWS +\\:two_hearts: " 💕 : TWO HEARTS +\\:two_men_holding_hands: " 👬 : TWO MEN HOLDING HANDS +\\:two_women_holding_hands: " 👭 : TWO WOMEN HOLDING HANDS +\\:u5272: " 🈹 : SQUARED CJK UNIFIED IDEOGRAPH-5272 +\\:u5408: " 🈴 : SQUARED CJK UNIFIED IDEOGRAPH-5408 +\\:u55b6: " 🈺 : SQUARED CJK UNIFIED IDEOGRAPH-55B6 +\\:u6307: " 🈯 : SQUARED CJK UNIFIED IDEOGRAPH-6307 +\\:u6708: " 🈷 : SQUARED CJK UNIFIED IDEOGRAPH-6708 +\\:u6709: " 🈶 : SQUARED CJK UNIFIED IDEOGRAPH-6709 +\\:u6e80: " 🈵 : SQUARED CJK UNIFIED IDEOGRAPH-6E80 +\\:u7121: " 🈚 : SQUARED CJK UNIFIED IDEOGRAPH-7121 +\\:u7533: " 🈸 : SQUARED CJK UNIFIED IDEOGRAPH-7533 +\\:u7981: " 🈲 : SQUARED CJK UNIFIED IDEOGRAPH-7981 +\\:u7a7a: " 🈳 : SQUARED CJK UNIFIED IDEOGRAPH-7A7A +\\:umbrella: " ☔ : UMBRELLA WITH RAIN DROPS +\\:unamused: " 😒 : UNAMUSED FACE +\\:underage: " 🔞 : NO ONE UNDER EIGHTEEN SYMBOL +\\:unlock: " 🔓 : OPEN LOCK +\\:up: " 🆙 : SQUARED UP WITH EXCLAMATION MARK +\\:v: " ✌ : VICTORY HAND \\:vertical_traffic_light: " 🚦 : VERTICAL TRAFFIC LIGHT -\\:construction: " 🚧 : CONSTRUCTION SIGN -\\:rotating_light: " 🚨 : POLICE CARS REVOLVING LIGHT -\\:triangular_flag_on_post: " 🚩 : TRIANGULAR FLAG ON POST -\\:door: " 🚪 : DOOR -\\:no_entry_sign: " 🚫 : NO ENTRY SIGN -\\:smoking: " 🚬 : SMOKING SYMBOL -\\:no_smoking: " 🚭 : NO SMOKING SYMBOL -\\:put_litter_in_its_place: " 🚮 : PUT LITTER IN ITS PLACE SYMBOL -\\:do_not_litter: " 🚯 : DO NOT LITTER SYMBOL -\\:potable_water: " 🚰 : POTABLE WATER SYMBOL -\\:non-potable_water: " 🚱 : NON-POTABLE WATER SYMBOL -\\:bike: " 🚲 : BICYCLE -\\:no_bicycles: " 🚳 : NO BICYCLES -\\:bicyclist: " 🚴 : BICYCLIST -\\:mountain_bicyclist: " 🚵 : MOUNTAIN BICYCLIST +\\:vhs: " 📼 : VIDEOCASSETTE +\\:vibration_mode: " 📳 : VIBRATION MODE +\\:video_camera: " 📹 : VIDEO CAMERA +\\:video_game: " 🎮 : VIDEO GAME +\\:violin: " 🎻 : VIOLIN +\\:virgo: " ♍ : VIRGO +\\:volcano: " 🌋 : VOLCANO +\\:vs: " 🆚 : SQUARED VS \\:walking: " 🚶 : PEDESTRIAN -\\:no_pedestrians: " 🚷 : NO PEDESTRIANS -\\:children_crossing: " 🚸 : CHILDREN CROSSING -\\:mens: " 🚹 : MENS SYMBOL -\\:womens: " 🚺 : WOMENS SYMBOL -\\:restroom: " 🚻 : RESTROOM -\\:baby_symbol: " 🚼 : BABY SYMBOL -\\:toilet: " 🚽 : TOILET +\\:waning_crescent_moon: " 🌘 : WANING CRESCENT MOON SYMBOL +\\:waning_gibbous_moon: " 🌖 : WANING GIBBOUS MOON SYMBOL +\\:warning: " ⚠ : WARNING SIGN +\\:watch: " ⌚ : WATCH +\\:water_buffalo: " 🐃 : WATER BUFFALO +\\:watermelon: " 🍉 : WATERMELON +\\:wave: " 👋 : WAVING HAND SIGN +\\:wavy_dash: " 〰 : WAVY DASH +\\:waxing_crescent_moon: " 🌒 : WAXING CRESCENT MOON SYMBOL \\:wc: " 🚾 : WATER CLOSET -\\:shower: " 🚿 : SHOWER -\\:bath: " 🛀 : BATH -\\:bathtub: " 🛁 : BATHTUB -\\:passport_control: " 🛂 : PASSPORT CONTROL -\\:customs: " 🛃 : CUSTOMS -\\:baggage_claim: " 🛄 : BAGGAGE CLAIM -\\:left_luggage: " 🛅 : LEFT LUGGAGE +\\:weary: " 😩 : WEARY FACE +\\:wedding: " 💒 : WEDDING +\\:whale2: " 🐋 : WHALE +\\:whale: " 🐳 : SPOUTING WHALE +\\:wheelchair: " ♿ : WHEELCHAIR SYMBOL +\\:white_check_mark: " ✅ : WHITE HEAVY CHECK MARK +\\:white_circle: " ⚪ : MEDIUM WHITE CIRCLE +\\:white_flower: " 💮 : WHITE FLOWER +\\:white_large_square: " ⬜ : WHITE LARGE SQUARE +\\:white_medium_small_square: " ◽ : WHITE MEDIUM SMALL SQUARE +\\:white_medium_square: " ◻ : WHITE MEDIUM SQUARE +\\:white_small_square: " ▫ : WHITE SMALL SQUARE +\\:white_square_button: " 🔳 : WHITE SQUARE BUTTON +\\:wind_chime: " 🎐 : WIND CHIME +\\:wine_glass: " 🍷 : WINE GLASS +\\:wink: " 😉 : WINKING FACE +\\:wolf: " 🐺 : WOLF FACE +\\:woman: " 👩 : WOMAN +\\:womans_clothes: " 👚 : WOMANS CLOTHES +\\:womans_hat: " 👒 : WOMANS HAT +\\:womens: " 🚺 : WOMENS SYMBOL +\\:worried: " 😟 : WORRIED FACE +\\:wrench: " 🔧 : WRENCH +\\:x: " ❌ : CROSS MARK +\\:yellow_heart: " 💛 : YELLOW HEART +\\:yen: " 💴 : BANKNOTE WITH YEN SIGN +\\:yum: " 😋 : FACE SAVOURING DELICIOUS FOOD +\\:zap: " ⚡ : HIGH VOLTAGE SIGN +\\:zzz: " 💤 : SLEEPING SYMBOL +\\AA " Å : LATIN CAPITAL LETTER A WITH RING ABOVE / LATIN CAPITAL LETTER A RING +\\AE " Æ : LATIN CAPITAL LETTER AE / LATIN CAPITAL LETTER A E +\\Alpha " Α : GREEK CAPITAL LETTER ALPHA +\\And " ⩓ : DOUBLE LOGICAL AND +\\Angle " ⦜ : RIGHT ANGLE VARIANT WITH SQUARE +\\Angstrom " Å : ANGSTROM SIGN / ANGSTROM UNIT +\\Beta " Β : GREEK CAPITAL LETTER BETA +\\Bumpeq " ≎ : GEOMETRICALLY EQUIVALENT TO +\\Cap " ⋒ : DOUBLE INTERSECTION +\\Chi " Χ : GREEK CAPITAL LETTER CHI +\\Colon " ∷ : PROPORTION +\\Colon " ∷ : PROPORTION +\\Colone \\Colone " : (Incomplete sequence) +\\Coloneq " ⩴ : DOUBLE COLON EQUAL +\\Cup " ⋓ : DOUBLE UNION +\\DDownarrow " ⟱ : DOWNWARDS QUADRUPLE ARROW +\\DH " Ð : LATIN CAPITAL LETTER ETH +\\DJ " Đ : LATIN CAPITAL LETTER D WITH STROKE / LATIN CAPITAL LETTER D BAR +\\Dashv " ⫤ : VERTICAL BAR DOUBLE LEFT TURNSTILE +\\Ddownarrow " ⤋ : DOWNWARDS TRIPLE ARROW +\\Delta " Δ : GREEK CAPITAL LETTER DELTA +\\Digamma " Ϝ : GREEK LETTER DIGAMMA / GREEK CAPITAL LETTER DIGAMMA +\\Doteq " ≑ : GEOMETRICALLY EQUAL TO +\\DownArrowBar " ⤓ : DOWNWARDS ARROW TO BAR +\\DownArrowUpArrow " ⇵ : DOWNWARDS ARROW LEFTWARDS OF UPWARDS ARROW +\\DownLeftRightVector " ⥐ : LEFT BARB DOWN RIGHT BARB DOWN HARPOON +\\DownLeftTeeVector " ⥞ : LEFTWARDS HARPOON WITH BARB DOWN FROM BAR +\\DownLeftVectorBar " ⥖ : LEFTWARDS HARPOON WITH BARB DOWN TO BAR +\\DownRightTeeVector " ⥟ : RIGHTWARDS HARPOON WITH BARB DOWN FROM BAR +\\DownRightVectorBar " ⥗ : RIGHTWARDS HARPOON WITH BARB DOWN TO BAR +\\Downarrow " ⇓ : DOWNWARDS DOUBLE ARROW / DOWN DOUBLE ARROW +\\ElOr " ⩖ : TWO INTERSECTING LOGICAL OR +\\Elroang " ⦆ : RIGHT WHITE PARENTHESIS +\\Epsilon " Ε : GREEK CAPITAL LETTER EPSILON +\\Equal " ⩵ : TWO CONSECUTIVE EQUALS SIGNS +\\Equiv " ≣ : STRICTLY EQUIVALENT TO +\\Eta " Η : GREEK CAPITAL LETTER ETA +\\Finv " Ⅎ : TURNED CAPITAL F / TURNED F +\\Game " ⅁ : TURNED SANS-SERIF CAPITAL G +\\Gamma " Γ : GREEK CAPITAL LETTER GAMMA +\\H " ◌̋ : COMBINING DOUBLE ACUTE ACCENT / NON-SPACING DOUBLE ACUTE +\\Im " ℑ : BLACK-LETTER CAPITAL I / BLACK-LETTER I +\\Iota " Ι : GREEK CAPITAL LETTER IOTA +\\Join " ⨝ : JOIN +\\Kappa " Κ : GREEK CAPITAL LETTER KAPPA +\\Koppa " Ϟ : GREEK LETTER KOPPA / GREEK CAPITAL LETTER KOPPA +\\L " Ł : LATIN CAPITAL LETTER L WITH STROKE / LATIN CAPITAL LETTER L SLASH +\\L " Ł : LATIN CAPITAL LETTER L WITH STROKE / LATIN CAPITAL LETTER L SLASH +\\LL \\LL " : (Incomplete sequence) +\\LLe \\LLe " : (Incomplete sequence) +\\LLef \\LLef " : (Incomplete sequence) +\\LLeft \\LLeft " : (Incomplete sequence) +\\LLefta \\LLefta " : (Incomplete sequence) +\\LLeftar \\LLeftar " : (Incomplete sequence) +\\LLeftarr \\LLeftarr " : (Incomplete sequence) +\\LLeftarro \\LLeftarro " : (Incomplete sequence) +\\LLeftarrow " ⭅ : LEFTWARDS QUADRUPLE ARROW +\\La \\La " : (Incomplete sequence) +\\Lam \\Lam " : (Incomplete sequence) +\\Lamb \\Lamb " : (Incomplete sequence) +\\Lambd \\Lambd " : (Incomplete sequence) +\\Lambda " Λ : GREEK CAPITAL LETTER LAMDA / GREEK CAPITAL LETTER LAMBDA +\\Lap " ⧊ : TRIANGLE WITH DOT ABOVE +\\Ld \\Ld " : (Incomplete sequence) +\\Lds \\Lds " : (Incomplete sequence) +\\Ldsh " ↲ : DOWNWARDS ARROW WITH TIP LEFTWARDS / DOWN ARROW WITH TIP LEFT +\\Le \\Le " : (Incomplete sequence) +\\Lef \\Lef " : (Incomplete sequence) +\\Left \\Left " : (Incomplete sequence) +\\LeftD \\LeftD " : (Incomplete sequence) +\\LeftDo \\LeftDo " : (Incomplete sequence) +\\LeftDow \\LeftDow " : (Incomplete sequence) +\\LeftDown \\LeftDown " : (Incomplete sequence) +\\LeftDownT \\LeftDownT " : (Incomplete sequence) +\\LeftDownTe \\LeftDownTe " : (Incomplete sequence) +\\LeftDownTee \\LeftDownTee " : (Incomplete sequence) +\\LeftDownTeeV \\LeftDownTeeV " : (Incomplete sequence) +\\LeftDownTeeVe \\LeftDownTeeVe " : (Incomplete sequence) +\\LeftDownTeeVec \\LeftDownTeeVec " : (Incomplete sequence) +\\LeftDownTeeVect \\LeftDownTeeVect " : (Incomplete sequence) +\\LeftDownTeeVecto \\LeftDownTeeVecto " : (Incomplete sequence) +\\LeftDownTeeVector " ⥡ : DOWNWARDS HARPOON WITH BARB LEFT FROM BAR +\\LeftDownV \\LeftDownV " : (Incomplete sequence) +\\LeftDownVe \\LeftDownVe " : (Incomplete sequence) +\\LeftDownVec \\LeftDownVec " : (Incomplete sequence) +\\LeftDownVect \\LeftDownVect " : (Incomplete sequence) +\\LeftDownVecto \\LeftDownVecto " : (Incomplete sequence) +\\LeftDownVector \\LeftDownVector " : (Incomplete sequence) +\\LeftDownVectorB \\LeftDownVectorB " : (Incomplete sequence) +\\LeftDownVectorBa \\LeftDownVectorBa " : (Incomplete sequence) +\\LeftDownVectorBar " ⥙ : DOWNWARDS HARPOON WITH BARB LEFT TO BAR +\\LeftR \\LeftR " : (Incomplete sequence) +\\LeftRi \\LeftRi " : (Incomplete sequence) +\\LeftRig \\LeftRig " : (Incomplete sequence) +\\LeftRigh \\LeftRigh " : (Incomplete sequence) +\\LeftRight \\LeftRight " : (Incomplete sequence) +\\LeftRightV \\LeftRightV " : (Incomplete sequence) +\\LeftRightVe \\LeftRightVe " : (Incomplete sequence) +\\LeftRightVec \\LeftRightVec " : (Incomplete sequence) +\\LeftRightVect \\LeftRightVect " : (Incomplete sequence) +\\LeftRightVecto \\LeftRightVecto " : (Incomplete sequence) +\\LeftRightVector " ⥎ : LEFT BARB UP RIGHT BARB UP HARPOON +\\LeftT \\LeftT " : (Incomplete sequence) +\\LeftTe \\LeftTe " : (Incomplete sequence) +\\LeftTee \\LeftTee " : (Incomplete sequence) +\\LeftTeeV \\LeftTeeV " : (Incomplete sequence) +\\LeftTeeVe \\LeftTeeVe " : (Incomplete sequence) +\\LeftTeeVec \\LeftTeeVec " : (Incomplete sequence) +\\LeftTeeVect \\LeftTeeVect " : (Incomplete sequence) +\\LeftTeeVecto \\LeftTeeVecto " : (Incomplete sequence) +\\LeftTeeVector " ⥚ : LEFTWARDS HARPOON WITH BARB UP FROM BAR +\\LeftTr \\LeftTr " : (Incomplete sequence) +\\LeftTri \\LeftTri " : (Incomplete sequence) +\\LeftTria \\LeftTria " : (Incomplete sequence) +\\LeftTrian \\LeftTrian " : (Incomplete sequence) +\\LeftTriang \\LeftTriang " : (Incomplete sequence) +\\LeftTriangl \\LeftTriangl " : (Incomplete sequence) +\\LeftTriangle \\LeftTriangle " : (Incomplete sequence) +\\LeftTriangleB \\LeftTriangleB " : (Incomplete sequence) +\\LeftTriangleBa \\LeftTriangleBa " : (Incomplete sequence) +\\LeftTriangleBar " ⧏ : LEFT TRIANGLE BESIDE VERTICAL BAR +\\LeftU \\LeftU " : (Incomplete sequence) +\\LeftUp \\LeftUp " : (Incomplete sequence) +\\LeftUpD \\LeftUpD " : (Incomplete sequence) +\\LeftUpDo \\LeftUpDo " : (Incomplete sequence) +\\LeftUpDow \\LeftUpDow " : (Incomplete sequence) +\\LeftUpDown \\LeftUpDown " : (Incomplete sequence) +\\LeftUpDownV \\LeftUpDownV " : (Incomplete sequence) +\\LeftUpDownVe \\LeftUpDownVe " : (Incomplete sequence) +\\LeftUpDownVec \\LeftUpDownVec " : (Incomplete sequence) +\\LeftUpDownVect \\LeftUpDownVect " : (Incomplete sequence) +\\LeftUpDownVecto \\LeftUpDownVecto " : (Incomplete sequence) +\\LeftUpDownVector " ⥑ : UP BARB LEFT DOWN BARB LEFT HARPOON +\\LeftUpT \\LeftUpT " : (Incomplete sequence) +\\LeftUpTe \\LeftUpTe " : (Incomplete sequence) +\\LeftUpTee \\LeftUpTee " : (Incomplete sequence) +\\LeftUpTeeV \\LeftUpTeeV " : (Incomplete sequence) +\\LeftUpTeeVe \\LeftUpTeeVe " : (Incomplete sequence) +\\LeftUpTeeVec \\LeftUpTeeVec " : (Incomplete sequence) +\\LeftUpTeeVect \\LeftUpTeeVect " : (Incomplete sequence) +\\LeftUpTeeVecto \\LeftUpTeeVecto " : (Incomplete sequence) +\\LeftUpTeeVector " ⥠ : UPWARDS HARPOON WITH BARB LEFT FROM BAR +\\LeftUpV \\LeftUpV " : (Incomplete sequence) +\\LeftUpVe \\LeftUpVe " : (Incomplete sequence) +\\LeftUpVec \\LeftUpVec " : (Incomplete sequence) +\\LeftUpVect \\LeftUpVect " : (Incomplete sequence) +\\LeftUpVecto \\LeftUpVecto " : (Incomplete sequence) +\\LeftUpVector \\LeftUpVector " : (Incomplete sequence) +\\LeftUpVectorB \\LeftUpVectorB " : (Incomplete sequence) +\\LeftUpVectorBa \\LeftUpVectorBa " : (Incomplete sequence) +\\LeftUpVectorBar " ⥘ : UPWARDS HARPOON WITH BARB LEFT TO BAR +\\LeftV \\LeftV " : (Incomplete sequence) +\\LeftVe \\LeftVe " : (Incomplete sequence) +\\LeftVec \\LeftVec " : (Incomplete sequence) +\\LeftVect \\LeftVect " : (Incomplete sequence) +\\LeftVecto \\LeftVecto " : (Incomplete sequence) +\\LeftVector \\LeftVector " : (Incomplete sequence) +\\LeftVectorB \\LeftVectorB " : (Incomplete sequence) +\\LeftVectorBa \\LeftVectorBa " : (Incomplete sequence) +\\LeftVectorBar " ⥒ : LEFTWARDS HARPOON WITH BARB UP TO BAR +\\Lefta \\Lefta " : (Incomplete sequence) +\\Leftar \\Leftar " : (Incomplete sequence) +\\Leftarr \\Leftarr " : (Incomplete sequence) +\\Leftarro \\Leftarro " : (Incomplete sequence) +\\Leftarrow " ⇐ : LEFTWARDS DOUBLE ARROW / LEFT DOUBLE ARROW +\\Leftr \\Leftr " : (Incomplete sequence) +\\Leftri \\Leftri " : (Incomplete sequence) +\\Leftrig \\Leftrig " : (Incomplete sequence) +\\Leftrigh \\Leftrigh " : (Incomplete sequence) +\\Leftright \\Leftright " : (Incomplete sequence) +\\Leftrighta \\Leftrighta " : (Incomplete sequence) +\\Leftrightar \\Leftrightar " : (Incomplete sequence) +\\Leftrightarr \\Leftrightarr " : (Incomplete sequence) +\\Leftrightarro \\Leftrightarro " : (Incomplete sequence) +\\Leftrightarrow " ⇔ : LEFT RIGHT DOUBLE ARROW +\\Ll \\Ll " : (Incomplete sequence) +\\Lle \\Lle " : (Incomplete sequence) +\\Llef \\Llef " : (Incomplete sequence) +\\Lleft \\Lleft " : (Incomplete sequence) +\\Llefta \\Llefta " : (Incomplete sequence) +\\Lleftar \\Lleftar " : (Incomplete sequence) +\\Lleftarr \\Lleftarr " : (Incomplete sequence) +\\Lleftarro \\Lleftarro " : (Incomplete sequence) +\\Lleftarrow " ⇚ : LEFTWARDS TRIPLE ARROW / LEFT TRIPLE ARROW +\\Lo \\Lo " : (Incomplete sequence) +\\Lon \\Lon " : (Incomplete sequence) +\\Long \\Long " : (Incomplete sequence) +\\Longl \\Longl " : (Incomplete sequence) +\\Longle \\Longle " : (Incomplete sequence) +\\Longlef \\Longlef " : (Incomplete sequence) +\\Longleft \\Longleft " : (Incomplete sequence) +\\Longlefta \\Longlefta " : (Incomplete sequence) +\\Longleftar \\Longleftar " : (Incomplete sequence) +\\Longleftarr \\Longleftarr " : (Incomplete sequence) +\\Longleftarro \\Longleftarro " : (Incomplete sequence) +\\Longleftarrow " ⟸ : LONG LEFTWARDS DOUBLE ARROW +\\Longleftr \\Longleftr " : (Incomplete sequence) +\\Longleftri \\Longleftri " : (Incomplete sequence) +\\Longleftrig \\Longleftrig " : (Incomplete sequence) +\\Longleftrigh \\Longleftrigh " : (Incomplete sequence) +\\Longleftright \\Longleftright " : (Incomplete sequence) +\\Longleftrighta \\Longleftrighta " : (Incomplete sequence) +\\Longleftrightar \\Longleftrightar " : (Incomplete sequence) +\\Longleftrightarr \\Longleftrightarr " : (Incomplete sequence) +\\Longleftrightarro \\Longleftrightarro " : (Incomplete sequence) +\\Longleftrightarrow " ⟺ : LONG LEFT RIGHT DOUBLE ARROW +\\Longm \\Longm " : (Incomplete sequence) +\\Longma \\Longma " : (Incomplete sequence) +\\Longmap \\Longmap " : (Incomplete sequence) +\\Longmaps \\Longmaps " : (Incomplete sequence) +\\Longmapsf \\Longmapsf " : (Incomplete sequence) +\\Longmapsfr \\Longmapsfr " : (Incomplete sequence) +\\Longmapsfro \\Longmapsfro " : (Incomplete sequence) +\\Longmapsfrom " ⟽ : LONG LEFTWARDS DOUBLE ARROW FROM BAR +\\Longmapst \\Longmapst " : (Incomplete sequence) +\\Longmapsto " ⟾ : LONG RIGHTWARDS DOUBLE ARROW FROM BAR +\\Longr \\Longr " : (Incomplete sequence) +\\Longri \\Longri " : (Incomplete sequence) +\\Longrig \\Longrig " : (Incomplete sequence) +\\Longrigh \\Longrigh " : (Incomplete sequence) +\\Longright \\Longright " : (Incomplete sequence) +\\Longrighta \\Longrighta " : (Incomplete sequence) +\\Longrightar \\Longrightar " : (Incomplete sequence) +\\Longrightarr \\Longrightarr " : (Incomplete sequence) +\\Longrightarro \\Longrightarro " : (Incomplete sequence) +\\Longrightarrow " ⟹ : LONG RIGHTWARDS DOUBLE ARROW +\\Ls \\Ls " : (Incomplete sequence) +\\Lsh " ↰ : UPWARDS ARROW WITH TIP LEFTWARDS / UP ARROW WITH TIP LEFT +\\Mapsfrom " ⤆ : LEFTWARDS DOUBLE ARROW FROM BAR +\\Mapsto " ⤇ : RIGHTWARDS DOUBLE ARROW FROM BAR +\\NG " Ŋ : LATIN CAPITAL LETTER ENG +\\Nearrow " ⇗ : NORTH EAST DOUBLE ARROW / UPPER RIGHT DOUBLE ARROW +\\NestedGreaterGreater " ⪢ : DOUBLE NESTED GREATER-THAN +\\NestedLessLess " ⪡ : DOUBLE NESTED LESS-THAN +\\NotGreaterGreater " ≫̸ : MUCH GREATER-THAN / MUCH GREATER THAN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\NotLeftTriangleBar " ⧏̸ : LEFT TRIANGLE BESIDE VERTICAL BAR + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\NotLessLess " ≪̸ : MUCH LESS-THAN / MUCH LESS THAN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\NotNestedGreaterGreater " ⪢̸ : DOUBLE NESTED GREATER-THAN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\NotNestedLessLess " ⪡̸ : DOUBLE NESTED LESS-THAN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\NotRightTriangleBar " ⧐̸ : VERTICAL BAR BESIDE RIGHT TRIANGLE + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\NotSquareSubset " ⊏̸ : SQUARE IMAGE OF + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\NotSquareSuperset " ⊐̸ : SQUARE ORIGINAL OF + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\Nwarrow " ⇖ : NORTH WEST DOUBLE ARROW / UPPER LEFT DOUBLE ARROW +\\O " Ø : LATIN CAPITAL LETTER O WITH STROKE / LATIN CAPITAL LETTER O SLASH +\\O " Ø : LATIN CAPITAL LETTER O WITH STROKE / LATIN CAPITAL LETTER O SLASH +\\OE " Œ : LATIN CAPITAL LIGATURE OE / LATIN CAPITAL LETTER O E +\\Om \\Om " : (Incomplete sequence) +\\Ome \\Ome " : (Incomplete sequence) +\\Omeg \\Omeg " : (Incomplete sequence) +\\Omega " Ω : GREEK CAPITAL LETTER OMEGA +\\Or " ⩔ : DOUBLE LOGICAL OR +\\Ot \\Ot " : (Incomplete sequence) +\\Oti \\Oti " : (Incomplete sequence) +\\Otim \\Otim " : (Incomplete sequence) +\\Otime \\Otime " : (Incomplete sequence) +\\Otimes " ⨷ : MULTIPLICATION SIGN IN DOUBLE CIRCLE +\\P " ¶ : PILCROW SIGN / PARAGRAPH SIGN +\\P " ¶ : PILCROW SIGN / PARAGRAPH SIGN +\\Ph \\Ph " : (Incomplete sequence) +\\Phi " Φ : GREEK CAPITAL LETTER PHI +\\Pi " Π : GREEK CAPITAL LETTER PI +\\Pr \\Pr " : (Incomplete sequence) +\\Pre \\Pre " : (Incomplete sequence) +\\Prec " ⪻ : DOUBLE PRECEDES +\\Pro \\Pro " : (Incomplete sequence) +\\Prop \\Prop " : (Incomplete sequence) +\\Prope \\Prope " : (Incomplete sequence) +\\Proper \\Proper " : (Incomplete sequence) +\\Propert \\Propert " : (Incomplete sequence) +\\Property \\Property " : (Incomplete sequence) +\\PropertyL \\PropertyL " : (Incomplete sequence) +\\PropertyLi \\PropertyLi " : (Incomplete sequence) +\\PropertyLin \\PropertyLin " : (Incomplete sequence) +\\PropertyLine " ⅊ : PROPERTY LINE +\\Ps \\Ps " : (Incomplete sequence) +\\Psi " Ψ : GREEK CAPITAL LETTER PSI +\\QED " ∎ : END OF PROOF +\\RRightarrow " ⭆ : RIGHTWARDS QUADRUPLE ARROW +\\Rdsh " ↳ : DOWNWARDS ARROW WITH TIP RIGHTWARDS / DOWN ARROW WITH TIP RIGHT +\\Re " ℜ : BLACK-LETTER CAPITAL R / BLACK-LETTER R +\\Re " ℜ : BLACK-LETTER CAPITAL R / BLACK-LETTER R +\\Rev \\Rev " : (Incomplete sequence) +\\Reve \\Reve " : (Incomplete sequence) +\\Rever \\Rever " : (Incomplete sequence) +\\Revers \\Revers " : (Incomplete sequence) +\\Reverse \\Reverse " : (Incomplete sequence) +\\ReverseU \\ReverseU " : (Incomplete sequence) +\\ReverseUp \\ReverseUp " : (Incomplete sequence) +\\ReverseUpE \\ReverseUpE " : (Incomplete sequence) +\\ReverseUpEq \\ReverseUpEq " : (Incomplete sequence) +\\ReverseUpEqu \\ReverseUpEqu " : (Incomplete sequence) +\\ReverseUpEqui \\ReverseUpEqui " : (Incomplete sequence) +\\ReverseUpEquil \\ReverseUpEquil " : (Incomplete sequence) +\\ReverseUpEquili \\ReverseUpEquili " : (Incomplete sequence) +\\ReverseUpEquilib \\ReverseUpEquilib " : (Incomplete sequence) +\\ReverseUpEquilibr \\ReverseUpEquilibr " : (Incomplete sequence) +\\ReverseUpEquilibri \\ReverseUpEquilibri " : (Incomplete sequence) +\\ReverseUpEquilibriu \\ReverseUpEquilibriu " : (Incomplete sequence) +\\ReverseUpEquilibrium " ⥯ : DOWNWARDS HARPOON WITH BARB LEFT BESIDE UPWARDS HARPOON WITH BARB RIGHT +\\Rho " Ρ : GREEK CAPITAL LETTER RHO +\\RightDownTeeVector " ⥝ : DOWNWARDS HARPOON WITH BARB RIGHT FROM BAR +\\RightDownVectorBar " ⥕ : DOWNWARDS HARPOON WITH BARB RIGHT TO BAR +\\RightTeeVector " ⥛ : RIGHTWARDS HARPOON WITH BARB UP FROM BAR +\\RightTriangleBar " ⧐ : VERTICAL BAR BESIDE RIGHT TRIANGLE +\\RightUpDownVector " ⥏ : UP BARB RIGHT DOWN BARB RIGHT HARPOON +\\RightUpTeeVector " ⥜ : UPWARDS HARPOON WITH BARB RIGHT FROM BAR +\\RightUpVectorBar " ⥔ : UPWARDS HARPOON WITH BARB RIGHT TO BAR +\\RightVectorBar " ⥓ : RIGHTWARDS HARPOON WITH BARB UP TO BAR +\\Rightarrow " ⇒ : RIGHTWARDS DOUBLE ARROW / RIGHT DOUBLE ARROW +\\Rlarr " ⥂ : RIGHTWARDS ARROW ABOVE SHORT LEFTWARDS ARROW +\\RoundImplies " ⥰ : RIGHT DOUBLE ARROW WITH ROUNDED HEAD +\\Rrightarrow " ⇛ : RIGHTWARDS TRIPLE ARROW / RIGHT TRIPLE ARROW +\\Rsh " ↱ : UPWARDS ARROW WITH TIP RIGHTWARDS / UP ARROW WITH TIP RIGHT +\\RuleDelayed " ⧴ : RULE-DELAYED +\\S " § : SECTION SIGN +\\S " § : SECTION SIGN +\\Sa \\Sa " : (Incomplete sequence) +\\Sam \\Sam " : (Incomplete sequence) +\\Samp \\Samp " : (Incomplete sequence) +\\Sampi " Ϡ : GREEK LETTER SAMPI / GREEK CAPITAL LETTER SAMPI +\\Se \\Se " : (Incomplete sequence) +\\Sea \\Sea " : (Incomplete sequence) +\\Sear \\Sear " : (Incomplete sequence) +\\Searr \\Searr " : (Incomplete sequence) +\\Searro \\Searro " : (Incomplete sequence) +\\Searrow " ⇘ : SOUTH EAST DOUBLE ARROW / LOWER RIGHT DOUBLE ARROW +\\Si \\Si " : (Incomplete sequence) +\\Sig \\Sig " : (Incomplete sequence) +\\Sigm \\Sigm " : (Incomplete sequence) +\\Sigma " Σ : GREEK CAPITAL LETTER SIGMA +\\Sq \\Sq " : (Incomplete sequence) +\\Sqc \\Sqc " : (Incomplete sequence) +\\Sqca \\Sqca " : (Incomplete sequence) +\\Sqcap " ⩎ : DOUBLE SQUARE INTERSECTION +\\Sqcu \\Sqcu " : (Incomplete sequence) +\\Sqcup " ⩏ : DOUBLE SQUARE UNION +\\St \\St " : (Incomplete sequence) +\\Sti \\Sti " : (Incomplete sequence) +\\Stig \\Stig " : (Incomplete sequence) +\\Stigm \\Stigm " : (Incomplete sequence) +\\Stigma " Ϛ : GREEK LETTER STIGMA / GREEK CAPITAL LETTER STIGMA +\\Su \\Su " : (Incomplete sequence) +\\Sub \\Sub " : (Incomplete sequence) +\\Subs \\Subs " : (Incomplete sequence) +\\Subse \\Subse " : (Incomplete sequence) +\\Subset " ⋐ : DOUBLE SUBSET +\\Suc \\Suc " : (Incomplete sequence) +\\Succ " ⪼ : DOUBLE SUCCEEDS +\\Sup \\Sup " : (Incomplete sequence) +\\Sups \\Sups " : (Incomplete sequence) +\\Supse \\Supse " : (Incomplete sequence) +\\Supset " ⋑ : DOUBLE SUPERSET +\\Sw \\Sw " : (Incomplete sequence) +\\Swa \\Swa " : (Incomplete sequence) +\\Swar \\Swar " : (Incomplete sequence) +\\Swarr \\Swarr " : (Incomplete sequence) +\\Swarro \\Swarro " : (Incomplete sequence) +\\Swarrow " ⇙ : SOUTH WEST DOUBLE ARROW / LOWER LEFT DOUBLE ARROW +\\TH " Þ : LATIN CAPITAL LETTER THORN +\\Tau " Τ : GREEK CAPITAL LETTER TAU +\\Theta " Θ : GREEK CAPITAL LETTER THETA +\\Times " ⨯ : VECTOR OR CROSS PRODUCT +\\UUparrow " ⟰ : UPWARDS QUADRUPLE ARROW +\\UpArrowBar " ⤒ : UPWARDS ARROW TO BAR +\\UpEquilibrium " ⥮ : UPWARDS HARPOON WITH BARB LEFT BESIDE DOWNWARDS HARPOON WITH BARB RIGHT +\\Uparrow " ⇑ : UPWARDS DOUBLE ARROW / UP DOUBLE ARROW +\\Updownarrow " ⇕ : UP DOWN DOUBLE ARROW +\\Upsilon " Υ : GREEK CAPITAL LETTER UPSILON +\\Uuparrow " ⤊ : UPWARDS TRIPLE ARROW +\\VDash " ⊫ : DOUBLE VERTICAL BAR DOUBLE RIGHT TURNSTILE +\\Vdash " ⊩ : FORCES +\\Vert " ‖ : DOUBLE VERTICAL LINE / DOUBLE VERTICAL BAR +\\Vvdash " ⊪ : TRIPLE VERTICAL BAR RIGHT TURNSTILE +\\Vvert " ⦀ : TRIPLE VERTICAL BAR DELIMITER +\\Xi " Ξ : GREEK CAPITAL LETTER XI +\\Yup " ⅄ : TURNED SANS-SERIF CAPITAL Y +\\Zbar " Ƶ : LATIN CAPITAL LETTER Z WITH STROKE / LATIN CAPITAL LETTER Z BAR +\\Zeta " Ζ : GREEK CAPITAL LETTER ZETA +\\^( " ⁽ : SUPERSCRIPT LEFT PARENTHESIS / SUPERSCRIPT OPENING PARENTHESIS +\\^) " ⁾ : SUPERSCRIPT RIGHT PARENTHESIS / SUPERSCRIPT CLOSING PARENTHESIS +\\^+ " ⁺ : SUPERSCRIPT PLUS SIGN +\\^- " ⁻ : SUPERSCRIPT MINUS / SUPERSCRIPT HYPHEN-MINUS +\\^0 " ⁰ : SUPERSCRIPT ZERO / SUPERSCRIPT DIGIT ZERO +\\^1 " ¹ : SUPERSCRIPT ONE / SUPERSCRIPT DIGIT ONE +\\^2 " ² : SUPERSCRIPT TWO / SUPERSCRIPT DIGIT TWO +\\^3 " ³ : SUPERSCRIPT THREE / SUPERSCRIPT DIGIT THREE +\\^4 " ⁴ : SUPERSCRIPT FOUR / SUPERSCRIPT DIGIT FOUR +\\^5 " ⁵ : SUPERSCRIPT FIVE / SUPERSCRIPT DIGIT FIVE +\\^6 " ⁶ : SUPERSCRIPT SIX / SUPERSCRIPT DIGIT SIX +\\^7 " ⁷ : SUPERSCRIPT SEVEN / SUPERSCRIPT DIGIT SEVEN +\\^8 " ⁸ : SUPERSCRIPT EIGHT / SUPERSCRIPT DIGIT EIGHT +\\^9 " ⁹ : SUPERSCRIPT NINE / SUPERSCRIPT DIGIT NINE +\\^= " ⁼ : SUPERSCRIPT EQUALS SIGN +\\^A " ᴬ : MODIFIER LETTER CAPITAL A +\\^B " ᴮ : MODIFIER LETTER CAPITAL B +\\^D " ᴰ : MODIFIER LETTER CAPITAL D +\\^E " ᴱ : MODIFIER LETTER CAPITAL E +\\^G " ᴳ : MODIFIER LETTER CAPITAL G +\\^H " ᴴ : MODIFIER LETTER CAPITAL H +\\^I " ᴵ : MODIFIER LETTER CAPITAL I +\\^J " ᴶ : MODIFIER LETTER CAPITAL J +\\^K " ᴷ : MODIFIER LETTER CAPITAL K +\\^L " ᴸ : MODIFIER LETTER CAPITAL L +\\^M " ᴹ : MODIFIER LETTER CAPITAL M +\\^N " ᴺ : MODIFIER LETTER CAPITAL N +\\^O " ᴼ : MODIFIER LETTER CAPITAL O +\\^P " ᴾ : MODIFIER LETTER CAPITAL P +\\^P " ᴾ : MODIFIER LETTER CAPITAL P +\\^Ph \\^Ph " : (Incomplete sequence) +\\^Phi " ᶲ : MODIFIER LETTER SMALL PHI +\\^R " ᴿ : MODIFIER LETTER CAPITAL R +\\^T " ᵀ : MODIFIER LETTER CAPITAL T +\\^U " ᵁ : MODIFIER LETTER CAPITAL U +\\^V " ⱽ : MODIFIER LETTER CAPITAL V +\\^W " ᵂ : MODIFIER LETTER CAPITAL W +\\^a " ᵃ : MODIFIER LETTER SMALL A +\\^a " ᵃ : MODIFIER LETTER SMALL A +\\^al \\^al " : (Incomplete sequence) +\\^alp \\^alp " : (Incomplete sequence) +\\^alph \\^alph " : (Incomplete sequence) +\\^alpha " ᵅ : MODIFIER LETTER SMALL ALPHA +\\^b " ᵇ : MODIFIER LETTER SMALL B +\\^b " ᵇ : MODIFIER LETTER SMALL B +\\^be \\^be " : (Incomplete sequence) +\\^bet \\^bet " : (Incomplete sequence) +\\^beta " ᵝ : MODIFIER LETTER SMALL BETA +\\^c " ᶜ : MODIFIER LETTER SMALL C +\\^c " ᶜ : MODIFIER LETTER SMALL C +\\^ch \\^ch " : (Incomplete sequence) +\\^chi " ᵡ : MODIFIER LETTER SMALL CHI +\\^d " ᵈ : MODIFIER LETTER SMALL D +\\^d " ᵈ : MODIFIER LETTER SMALL D +\\^de \\^de " : (Incomplete sequence) +\\^del \\^del " : (Incomplete sequence) +\\^delt \\^delt " : (Incomplete sequence) +\\^delta " ᵟ : MODIFIER LETTER SMALL DELTA +\\^e " ᵉ : MODIFIER LETTER SMALL E +\\^e " ᵉ : MODIFIER LETTER SMALL E +\\^ep \\^ep " : (Incomplete sequence) +\\^eps \\^eps " : (Incomplete sequence) +\\^epsi \\^epsi " : (Incomplete sequence) +\\^epsil \\^epsil " : (Incomplete sequence) +\\^epsilo \\^epsilo " : (Incomplete sequence) +\\^epsilon " ᵋ : MODIFIER LETTER SMALL OPEN E +\\^f " ᶠ : MODIFIER LETTER SMALL F +\\^g " ᵍ : MODIFIER LETTER SMALL G +\\^g " ᵍ : MODIFIER LETTER SMALL G +\\^ga \\^ga " : (Incomplete sequence) +\\^gam \\^gam " : (Incomplete sequence) +\\^gamm \\^gamm " : (Incomplete sequence) +\\^gamma " ᵞ : MODIFIER LETTER SMALL GREEK GAMMA +\\^h " ʰ : MODIFIER LETTER SMALL H +\\^i " ⁱ : SUPERSCRIPT LATIN SMALL LETTER I +\\^i " ⁱ : SUPERSCRIPT LATIN SMALL LETTER I +\\^io \\^io " : (Incomplete sequence) +\\^iot \\^iot " : (Incomplete sequence) +\\^iota " ᶥ : MODIFIER LETTER SMALL IOTA +\\^j " ʲ : MODIFIER LETTER SMALL J +\\^k " ᵏ : MODIFIER LETTER SMALL K +\\^l " ˡ : MODIFIER LETTER SMALL L +\\^m " ᵐ : MODIFIER LETTER SMALL M +\\^n " ⁿ : SUPERSCRIPT LATIN SMALL LETTER N +\\^o " ᵒ : MODIFIER LETTER SMALL O +\\^p " ᵖ : MODIFIER LETTER SMALL P +\\^p " ᵖ : MODIFIER LETTER SMALL P +\\^ph \\^ph " : (Incomplete sequence) +\\^phi " ᵠ : MODIFIER LETTER SMALL GREEK PHI +\\^r " ʳ : MODIFIER LETTER SMALL R +\\^s " ˢ : MODIFIER LETTER SMALL S +\\^t " ᵗ : MODIFIER LETTER SMALL T +\\^t " ᵗ : MODIFIER LETTER SMALL T +\\^th \\^th " : (Incomplete sequence) +\\^the \\^the " : (Incomplete sequence) +\\^thet \\^thet " : (Incomplete sequence) +\\^theta " ᶿ : MODIFIER LETTER SMALL THETA +\\^u " ᵘ : MODIFIER LETTER SMALL U +\\^v " ᵛ : MODIFIER LETTER SMALL V +\\^w " ʷ : MODIFIER LETTER SMALL W +\\^x " ˣ : MODIFIER LETTER SMALL X +\\^y " ʸ : MODIFIER LETTER SMALL Y +\\^z " ᶻ : MODIFIER LETTER SMALL Z +\\_( " ₍ : SUBSCRIPT LEFT PARENTHESIS / SUBSCRIPT OPENING PARENTHESIS +\\_) " ₎ : SUBSCRIPT RIGHT PARENTHESIS / SUBSCRIPT CLOSING PARENTHESIS +\\_+ " ₊ : SUBSCRIPT PLUS SIGN +\\_- " ₋ : SUBSCRIPT MINUS / SUBSCRIPT HYPHEN-MINUS +\\_0 " ₀ : SUBSCRIPT ZERO / SUBSCRIPT DIGIT ZERO +\\_1 " ₁ : SUBSCRIPT ONE / SUBSCRIPT DIGIT ONE +\\_2 " ₂ : SUBSCRIPT TWO / SUBSCRIPT DIGIT TWO +\\_3 " ₃ : SUBSCRIPT THREE / SUBSCRIPT DIGIT THREE +\\_4 " ₄ : SUBSCRIPT FOUR / SUBSCRIPT DIGIT FOUR +\\_5 " ₅ : SUBSCRIPT FIVE / SUBSCRIPT DIGIT FIVE +\\_6 " ₆ : SUBSCRIPT SIX / SUBSCRIPT DIGIT SIX +\\_7 " ₇ : SUBSCRIPT SEVEN / SUBSCRIPT DIGIT SEVEN +\\_8 " ₈ : SUBSCRIPT EIGHT / SUBSCRIPT DIGIT EIGHT +\\_9 " ₉ : SUBSCRIPT NINE / SUBSCRIPT DIGIT NINE +\\_= " ₌ : SUBSCRIPT EQUALS SIGN +\\_a " ₐ : LATIN SUBSCRIPT SMALL LETTER A +\\_beta " ᵦ : GREEK SUBSCRIPT SMALL LETTER BETA +\\_chi " ᵪ : GREEK SUBSCRIPT SMALL LETTER CHI +\\_e " ₑ : LATIN SUBSCRIPT SMALL LETTER E +\\_gamma " ᵧ : GREEK SUBSCRIPT SMALL LETTER GAMMA +\\_h " ₕ : LATIN SUBSCRIPT SMALL LETTER H +\\_i " ᵢ : LATIN SUBSCRIPT SMALL LETTER I +\\_j " ⱼ : LATIN SUBSCRIPT SMALL LETTER J +\\_k " ₖ : LATIN SUBSCRIPT SMALL LETTER K +\\_l " ₗ : LATIN SUBSCRIPT SMALL LETTER L +\\_m " ₘ : LATIN SUBSCRIPT SMALL LETTER M +\\_n " ₙ : LATIN SUBSCRIPT SMALL LETTER N +\\_o " ₒ : LATIN SUBSCRIPT SMALL LETTER O +\\_p " ₚ : LATIN SUBSCRIPT SMALL LETTER P +\\_p " ₚ : LATIN SUBSCRIPT SMALL LETTER P +\\_ph \\_ph " : (Incomplete sequence) +\\_phi " ᵩ : GREEK SUBSCRIPT SMALL LETTER PHI +\\_r " ᵣ : LATIN SUBSCRIPT SMALL LETTER R +\\_r " ᵣ : LATIN SUBSCRIPT SMALL LETTER R +\\_rh \\_rh " : (Incomplete sequence) +\\_rho " ᵨ : GREEK SUBSCRIPT SMALL LETTER RHO +\\_s " ₛ : LATIN SUBSCRIPT SMALL LETTER S +\\_s " ₛ : LATIN SUBSCRIPT SMALL LETTER S +\\_sc \\_sc " : (Incomplete sequence) +\\_sch \\_sch " : (Incomplete sequence) +\\_schw \\_schw " : (Incomplete sequence) +\\_schwa " ₔ : LATIN SUBSCRIPT SMALL LETTER SCHWA +\\_t " ₜ : LATIN SUBSCRIPT SMALL LETTER T +\\_u " ᵤ : LATIN SUBSCRIPT SMALL LETTER U +\\_v " ᵥ : LATIN SUBSCRIPT SMALL LETTER V +\\_x " ₓ : LATIN SUBSCRIPT SMALL LETTER X +\\aa " å : LATIN SMALL LETTER A WITH RING ABOVE / LATIN SMALL LETTER A RING +\\accurrent " ⏦ : AC CURRENT +\\acidfree " ♾ : PERMANENT PAPER SIGN +\\acute " ◌́ : COMBINING ACUTE ACCENT / NON-SPACING ACUTE +\\adots " ⋰ : UP RIGHT DIAGONAL ELLIPSIS +\\ae " æ : LATIN SMALL LETTER AE / LATIN SMALL LETTER A E +\\aleph " ℵ : ALEF SYMBOL / FIRST TRANSFINITE CARDINAL +\\allequal " ≌ : ALL EQUAL TO +\\alpha " α : GREEK SMALL LETTER ALPHA +\\amalg " ⨿ : AMALGAMATION OR COPRODUCT +\\angdnr " ⦟ : ACUTE ANGLE +\\angle " ∠ : ANGLE +\\angle " ∠ : ANGLE +\\angles " ⦞ : ANGLE WITH S INSIDE +\\angleu \\angleu " : (Incomplete sequence) +\\angleub \\angleub " : (Incomplete sequence) +\\angleuba \\angleuba " : (Incomplete sequence) +\\angleubar " ⦤ : ANGLE WITH UNDERBAR +\\annuity " ◌⃧ : COMBINING ANNUITY SYMBOL +\\approx " ≈ : ALMOST EQUAL TO +\\approx " ≈ : ALMOST EQUAL TO +\\approxe \\approxe " : (Incomplete sequence) +\\approxeq " ≊ : ALMOST EQUAL OR EQUAL TO +\\approxeq " ≊ : ALMOST EQUAL OR EQUAL TO +\\approxeqq " ⩰ : APPROXIMATELY EQUAL OR EQUAL TO +\\approxn \\approxn " : (Incomplete sequence) +\\approxno \\approxno " : (Incomplete sequence) +\\approxnot \\approxnot " : (Incomplete sequence) +\\approxnote \\approxnote " : (Incomplete sequence) +\\approxnoteq \\approxnoteq " : (Incomplete sequence) +\\approxnotequ \\approxnotequ " : (Incomplete sequence) +\\approxnotequa \\approxnotequa " : (Incomplete sequence) +\\approxnotequal " ≆ : APPROXIMATELY BUT NOT ACTUALLY EQUAL TO +\\aquarius " ♒ : AQUARIUS +\\arceq " ≘ : CORRESPONDS TO +\\aries " ♈ : ARIES +\\ast " ∗ : ASTERISK OPERATOR +\\ast " ∗ : ASTERISK OPERATOR +\\aste \\aste " : (Incomplete sequence) +\\asteq " ⩮ : EQUALS WITH ASTERISK +\\aster \\aster " : (Incomplete sequence) +\\astera \\astera " : (Incomplete sequence) +\\asterac \\asterac " : (Incomplete sequence) +\\asteracc \\asteracc " : (Incomplete sequence) +\\asteracce \\asteracce " : (Incomplete sequence) +\\asteraccen \\asteraccen " : (Incomplete sequence) +\\asteraccent " ◌⃰ : COMBINING ASTERISK ABOVE +\\astr \\astr " : (Incomplete sequence) +\\astro \\astro " : (Incomplete sequence) +\\astros \\astros " : (Incomplete sequence) +\\astrosu \\astrosu " : (Incomplete sequence) +\\astrosun " ☉ : SUN +\\asymp " ≍ : EQUIVALENT TO +\\awint " ⨑ : ANTICLOCKWISE INTEGRATION +\\backepsilon " ϶ : GREEK REVERSED LUNATE EPSILON SYMBOL +\\backppprime " ‷ : REVERSED TRIPLE PRIME +\\backpprime " ‶ : REVERSED DOUBLE PRIME +\\backprime " ‵ : REVERSED PRIME +\\backsim " ∽ : REVERSED TILDE +\\backsim " ∽ : REVERSED TILDE +\\backsime \\backsime " : (Incomplete sequence) +\\backsimeq " ⋍ : REVERSED TILDE EQUALS +\\bagmember " ⋿ : Z NOTATION BAG MEMBERSHIP +\\bar " ◌̄ : COMBINING MACRON / NON-SPACING MACRON +\\bar " ◌̄ : COMBINING MACRON / NON-SPACING MACRON +\\barc \\barc " : (Incomplete sequence) +\\barca \\barca " : (Incomplete sequence) +\\barcap " ⩃ : INTERSECTION WITH OVERBAR +\\barcu \\barcu " : (Incomplete sequence) +\\barcup " ⩂ : UNION WITH OVERBAR +\\barl \\barl " : (Incomplete sequence) +\\barle \\barle " : (Incomplete sequence) +\\barlef \\barlef " : (Incomplete sequence) +\\barleft \\barleft " : (Incomplete sequence) +\\barlefta \\barlefta " : (Incomplete sequence) +\\barleftar \\barleftar " : (Incomplete sequence) +\\barleftarr \\barleftarr " : (Incomplete sequence) +\\barleftarro \\barleftarro " : (Incomplete sequence) +\\barleftarrow " ⇤ : LEFTWARDS ARROW TO BAR / LEFT ARROW TO BAR +\\barleftarrow " ⇤ : LEFTWARDS ARROW TO BAR / LEFT ARROW TO BAR +\\barleftarrowr \\barleftarrowr " : (Incomplete sequence) +\\barleftarrowri \\barleftarrowri " : (Incomplete sequence) +\\barleftarrowrig \\barleftarrowrig " : (Incomplete sequence) +\\barleftarrowrigh \\barleftarrowrigh " : (Incomplete sequence) +\\barleftarrowright \\barleftarrowright " : (Incomplete sequence) +\\barleftarrowrighta \\barleftarrowrighta " : (Incomplete sequence) +\\barleftarrowrightar \\barleftarrowrightar " : (Incomplete sequence) +\\barleftarrowrightarr \\barleftarrowrightarr " : (Incomplete sequence) +\\barleftarrowrightarro \\barleftarrowrightarro " : (Incomplete sequence) +\\barleftarrowrightarrow \\barleftarrowrightarrow " : (Incomplete sequence) +\\barleftarrowrightarrowb \\barleftarrowrightarrowb " : (Incomplete sequence) +\\barleftarrowrightarrowba \\barleftarrowrightarrowba " : (Incomplete sequence) +\\barleftarrowrightarrowbar " ↹ : LEFTWARDS ARROW TO BAR OVER RIGHTWARDS ARROW TO BAR / LEFT ARROW TO BAR OVER RIGHT ARROW TO BAR +\\baro \\baro " : (Incomplete sequence) +\\barov \\barov " : (Incomplete sequence) +\\barove \\barove " : (Incomplete sequence) +\\barover \\barover " : (Incomplete sequence) +\\barovern \\barovern " : (Incomplete sequence) +\\baroverno \\baroverno " : (Incomplete sequence) +\\barovernor \\barovernor " : (Incomplete sequence) +\\barovernort \\barovernort " : (Incomplete sequence) +\\barovernorth \\barovernorth " : (Incomplete sequence) +\\barovernorthw \\barovernorthw " : (Incomplete sequence) +\\barovernorthwe \\barovernorthwe " : (Incomplete sequence) +\\barovernorthwes \\barovernorthwes " : (Incomplete sequence) +\\barovernorthwest \\barovernorthwest " : (Incomplete sequence) +\\barovernorthwesta \\barovernorthwesta " : (Incomplete sequence) +\\barovernorthwestar \\barovernorthwestar " : (Incomplete sequence) +\\barovernorthwestarr \\barovernorthwestarr " : (Incomplete sequence) +\\barovernorthwestarro \\barovernorthwestarro " : (Incomplete sequence) +\\barovernorthwestarrow " ↸ : NORTH WEST ARROW TO LONG BAR / UPPER LEFT ARROW TO LONG BAR +\\barr \\barr " : (Incomplete sequence) +\\barri \\barri " : (Incomplete sequence) +\\barrig \\barrig " : (Incomplete sequence) +\\barrigh \\barrigh " : (Incomplete sequence) +\\barright \\barright " : (Incomplete sequence) +\\barrighta \\barrighta " : (Incomplete sequence) +\\barrightar \\barrightar " : (Incomplete sequence) +\\barrightarr \\barrightarr " : (Incomplete sequence) +\\barrightarro \\barrightarro " : (Incomplete sequence) +\\barrightarrow \\barrightarrow " : (Incomplete sequence) +\\barrightarrowd \\barrightarrowd " : (Incomplete sequence) +\\barrightarrowdi \\barrightarrowdi " : (Incomplete sequence) +\\barrightarrowdia \\barrightarrowdia " : (Incomplete sequence) +\\barrightarrowdiam \\barrightarrowdiam " : (Incomplete sequence) +\\barrightarrowdiamo \\barrightarrowdiamo " : (Incomplete sequence) +\\barrightarrowdiamon \\barrightarrowdiamon " : (Incomplete sequence) +\\barrightarrowdiamond " ⤠ : RIGHTWARDS ARROW FROM BAR TO BLACK DIAMOND +\\barv \\barv " : (Incomplete sequence) +\\barve \\barve " : (Incomplete sequence) +\\barvee " ⊽ : NOR +\\barw \\barw " : (Incomplete sequence) +\\barwe \\barwe " : (Incomplete sequence) +\\barwed \\barwed " : (Incomplete sequence) +\\barwedg \\barwedg " : (Incomplete sequence) +\\barwedge " ⊼ : NAND +\\bbA " 𝔸 : MATHEMATICAL DOUBLE-STRUCK CAPITAL A +\\bbB " 𝔹 : MATHEMATICAL DOUBLE-STRUCK CAPITAL B +\\bbC " ℂ : DOUBLE-STRUCK CAPITAL C / DOUBLE-STRUCK C +\\bbD " 𝔻 : MATHEMATICAL DOUBLE-STRUCK CAPITAL D +\\bbE " 𝔼 : MATHEMATICAL DOUBLE-STRUCK CAPITAL E +\\bbF " 𝔽 : MATHEMATICAL DOUBLE-STRUCK CAPITAL F +\\bbG " 𝔾 : MATHEMATICAL DOUBLE-STRUCK CAPITAL G +\\bbG " 𝔾 : MATHEMATICAL DOUBLE-STRUCK CAPITAL G +\\bbGa \\bbGa " : (Incomplete sequence) +\\bbGam \\bbGam " : (Incomplete sequence) +\\bbGamm \\bbGamm " : (Incomplete sequence) +\\bbGamma " ℾ : DOUBLE-STRUCK CAPITAL GAMMA +\\bbH " ℍ : DOUBLE-STRUCK CAPITAL H / DOUBLE-STRUCK H +\\bbI " 𝕀 : MATHEMATICAL DOUBLE-STRUCK CAPITAL I +\\bbJ " 𝕁 : MATHEMATICAL DOUBLE-STRUCK CAPITAL J +\\bbK " 𝕂 : MATHEMATICAL DOUBLE-STRUCK CAPITAL K +\\bbL " 𝕃 : MATHEMATICAL DOUBLE-STRUCK CAPITAL L +\\bbM " 𝕄 : MATHEMATICAL DOUBLE-STRUCK CAPITAL M +\\bbN " ℕ : DOUBLE-STRUCK CAPITAL N / DOUBLE-STRUCK N +\\bbO " 𝕆 : MATHEMATICAL DOUBLE-STRUCK CAPITAL O +\\bbP " ℙ : DOUBLE-STRUCK CAPITAL P / DOUBLE-STRUCK P +\\bbP " ℙ : DOUBLE-STRUCK CAPITAL P / DOUBLE-STRUCK P +\\bbPi " ℿ : DOUBLE-STRUCK CAPITAL PI +\\bbQ " ℚ : DOUBLE-STRUCK CAPITAL Q / DOUBLE-STRUCK Q +\\bbR " ℝ : DOUBLE-STRUCK CAPITAL R / DOUBLE-STRUCK R +\\bbS " 𝕊 : MATHEMATICAL DOUBLE-STRUCK CAPITAL S +\\bbT " 𝕋 : MATHEMATICAL DOUBLE-STRUCK CAPITAL T +\\bbU " 𝕌 : MATHEMATICAL DOUBLE-STRUCK CAPITAL U +\\bbV " 𝕍 : MATHEMATICAL DOUBLE-STRUCK CAPITAL V +\\bbW " 𝕎 : MATHEMATICAL DOUBLE-STRUCK CAPITAL W +\\bbX " 𝕏 : MATHEMATICAL DOUBLE-STRUCK CAPITAL X +\\bbY " 𝕐 : MATHEMATICAL DOUBLE-STRUCK CAPITAL Y +\\bbZ " ℤ : DOUBLE-STRUCK CAPITAL Z / DOUBLE-STRUCK Z +\\bba " 𝕒 : MATHEMATICAL DOUBLE-STRUCK SMALL A +\\bbb " 𝕓 : MATHEMATICAL DOUBLE-STRUCK SMALL B +\\bbc " 𝕔 : MATHEMATICAL DOUBLE-STRUCK SMALL C +\\bbd " 𝕕 : MATHEMATICAL DOUBLE-STRUCK SMALL D +\\bbe " 𝕖 : MATHEMATICAL DOUBLE-STRUCK SMALL E +\\bbe " 𝕖 : MATHEMATICAL DOUBLE-STRUCK SMALL E +\\bbei \\bbei " : (Incomplete sequence) +\\bbeig \\bbeig " : (Incomplete sequence) +\\bbeigh \\bbeigh " : (Incomplete sequence) +\\bbeight " 𝟠 : MATHEMATICAL DOUBLE-STRUCK DIGIT EIGHT +\\bbf " 𝕗 : MATHEMATICAL DOUBLE-STRUCK SMALL F +\\bbf " 𝕗 : MATHEMATICAL DOUBLE-STRUCK SMALL F +\\bbfi \\bbfi " : (Incomplete sequence) +\\bbfiv \\bbfiv " : (Incomplete sequence) +\\bbfive " 𝟝 : MATHEMATICAL DOUBLE-STRUCK DIGIT FIVE +\\bbfo \\bbfo " : (Incomplete sequence) +\\bbfou \\bbfou " : (Incomplete sequence) +\\bbfour " 𝟜 : MATHEMATICAL DOUBLE-STRUCK DIGIT FOUR +\\bbg " 𝕘 : MATHEMATICAL DOUBLE-STRUCK SMALL G +\\bbg " 𝕘 : MATHEMATICAL DOUBLE-STRUCK SMALL G +\\bbga \\bbga " : (Incomplete sequence) +\\bbgam \\bbgam " : (Incomplete sequence) +\\bbgamm \\bbgamm " : (Incomplete sequence) +\\bbgamma " ℽ : DOUBLE-STRUCK SMALL GAMMA +\\bbh " 𝕙 : MATHEMATICAL DOUBLE-STRUCK SMALL H +\\bbi " 𝕚 : MATHEMATICAL DOUBLE-STRUCK SMALL I +\\bbi " 𝕚 : MATHEMATICAL DOUBLE-STRUCK SMALL I +\\bbiD " ⅅ : DOUBLE-STRUCK ITALIC CAPITAL D +\\bbid " ⅆ : DOUBLE-STRUCK ITALIC SMALL D +\\bbie " ⅇ : DOUBLE-STRUCK ITALIC SMALL E +\\bbii " ⅈ : DOUBLE-STRUCK ITALIC SMALL I +\\bbij " ⅉ : DOUBLE-STRUCK ITALIC SMALL J +\\bbj " 𝕛 : MATHEMATICAL DOUBLE-STRUCK SMALL J +\\bbk " 𝕜 : MATHEMATICAL DOUBLE-STRUCK SMALL K +\\bbl " 𝕝 : MATHEMATICAL DOUBLE-STRUCK SMALL L +\\bbm " 𝕞 : MATHEMATICAL DOUBLE-STRUCK SMALL M +\\bbn " 𝕟 : MATHEMATICAL DOUBLE-STRUCK SMALL N +\\bbn " 𝕟 : MATHEMATICAL DOUBLE-STRUCK SMALL N +\\bbni \\bbni " : (Incomplete sequence) +\\bbnin \\bbnin " : (Incomplete sequence) +\\bbnine " 𝟡 : MATHEMATICAL DOUBLE-STRUCK DIGIT NINE +\\bbo " 𝕠 : MATHEMATICAL DOUBLE-STRUCK SMALL O +\\bbo " 𝕠 : MATHEMATICAL DOUBLE-STRUCK SMALL O +\\bbon \\bbon " : (Incomplete sequence) +\\bbone " 𝟙 : MATHEMATICAL DOUBLE-STRUCK DIGIT ONE +\\bbp " 𝕡 : MATHEMATICAL DOUBLE-STRUCK SMALL P +\\bbp " 𝕡 : MATHEMATICAL DOUBLE-STRUCK SMALL P +\\bbpi " ℼ : DOUBLE-STRUCK SMALL PI +\\bbq " 𝕢 : MATHEMATICAL DOUBLE-STRUCK SMALL Q +\\bbr " 𝕣 : MATHEMATICAL DOUBLE-STRUCK SMALL R +\\bbr " 𝕣 : MATHEMATICAL DOUBLE-STRUCK SMALL R +\\bbrk \\bbrk " : (Incomplete sequence) +\\bbrkt \\bbrkt " : (Incomplete sequence) +\\bbrktb \\bbrktb " : (Incomplete sequence) +\\bbrktbr \\bbrktbr " : (Incomplete sequence) +\\bbrktbrk " ⎶ : BOTTOM SQUARE BRACKET OVER TOP SQUARE BRACKET +\\bbs " 𝕤 : MATHEMATICAL DOUBLE-STRUCK SMALL S +\\bbs " 𝕤 : MATHEMATICAL DOUBLE-STRUCK SMALL S +\\bbse \\bbse " : (Incomplete sequence) +\\bbsev \\bbsev " : (Incomplete sequence) +\\bbseve \\bbseve " : (Incomplete sequence) +\\bbseven " 𝟟 : MATHEMATICAL DOUBLE-STRUCK DIGIT SEVEN +\\bbsi \\bbsi " : (Incomplete sequence) +\\bbsix " 𝟞 : MATHEMATICAL DOUBLE-STRUCK DIGIT SIX +\\bbsu \\bbsu " : (Incomplete sequence) +\\bbsum " ⅀ : DOUBLE-STRUCK N-ARY SUMMATION +\\bbt " 𝕥 : MATHEMATICAL DOUBLE-STRUCK SMALL T +\\bbt " 𝕥 : MATHEMATICAL DOUBLE-STRUCK SMALL T +\\bbth \\bbth " : (Incomplete sequence) +\\bbthr \\bbthr " : (Incomplete sequence) +\\bbthre \\bbthre " : (Incomplete sequence) +\\bbthree " 𝟛 : MATHEMATICAL DOUBLE-STRUCK DIGIT THREE +\\bbtw \\bbtw " : (Incomplete sequence) +\\bbtwo " 𝟚 : MATHEMATICAL DOUBLE-STRUCK DIGIT TWO +\\bbu " 𝕦 : MATHEMATICAL DOUBLE-STRUCK SMALL U +\\bbv " 𝕧 : MATHEMATICAL DOUBLE-STRUCK SMALL V +\\bbw " 𝕨 : MATHEMATICAL DOUBLE-STRUCK SMALL W +\\bbx " 𝕩 : MATHEMATICAL DOUBLE-STRUCK SMALL X +\\bby " 𝕪 : MATHEMATICAL DOUBLE-STRUCK SMALL Y +\\bbz " 𝕫 : MATHEMATICAL DOUBLE-STRUCK SMALL Z +\\bbz " 𝕫 : MATHEMATICAL DOUBLE-STRUCK SMALL Z +\\bbze \\bbze " : (Incomplete sequence) +\\bbzer \\bbzer " : (Incomplete sequence) +\\bbzero " 𝟘 : MATHEMATICAL DOUBLE-STRUCK DIGIT ZERO +\\because " ∵ : BECAUSE +\\benzenr " ⏣ : BENZENE RING WITH CIRCLE +\\beta " β : GREEK SMALL LETTER BETA +\\beth " ℶ : BET SYMBOL / SECOND TRANSFINITE CARDINAL +\\between " ≬ : BETWEEN +\\bfA " 𝐀 : MATHEMATICAL BOLD CAPITAL A +\\bfA " 𝐀 : MATHEMATICAL BOLD CAPITAL A +\\bfAl \\bfAl " : (Incomplete sequence) +\\bfAlp \\bfAlp " : (Incomplete sequence) +\\bfAlph \\bfAlph " : (Incomplete sequence) +\\bfAlpha " 𝚨 : MATHEMATICAL BOLD CAPITAL ALPHA +\\bfB " 𝐁 : MATHEMATICAL BOLD CAPITAL B +\\bfB " 𝐁 : MATHEMATICAL BOLD CAPITAL B +\\bfBe \\bfBe " : (Incomplete sequence) +\\bfBet \\bfBet " : (Incomplete sequence) +\\bfBeta " 𝚩 : MATHEMATICAL BOLD CAPITAL BETA +\\bfC " 𝐂 : MATHEMATICAL BOLD CAPITAL C +\\bfC " 𝐂 : MATHEMATICAL BOLD CAPITAL C +\\bfCh \\bfCh " : (Incomplete sequence) +\\bfChi " 𝚾 : MATHEMATICAL BOLD CAPITAL CHI +\\bfD " 𝐃 : MATHEMATICAL BOLD CAPITAL D +\\bfD " 𝐃 : MATHEMATICAL BOLD CAPITAL D +\\bfDe \\bfDe " : (Incomplete sequence) +\\bfDel \\bfDel " : (Incomplete sequence) +\\bfDelt \\bfDelt " : (Incomplete sequence) +\\bfDelta " 𝚫 : MATHEMATICAL BOLD CAPITAL DELTA +\\bfDi \\bfDi " : (Incomplete sequence) +\\bfDig \\bfDig " : (Incomplete sequence) +\\bfDiga \\bfDiga " : (Incomplete sequence) +\\bfDigam \\bfDigam " : (Incomplete sequence) +\\bfDigamm \\bfDigamm " : (Incomplete sequence) +\\bfDigamma " 𝟊 : MATHEMATICAL BOLD CAPITAL DIGAMMA +\\bfE " 𝐄 : MATHEMATICAL BOLD CAPITAL E +\\bfE " 𝐄 : MATHEMATICAL BOLD CAPITAL E +\\bfEp \\bfEp " : (Incomplete sequence) +\\bfEps \\bfEps " : (Incomplete sequence) +\\bfEpsi \\bfEpsi " : (Incomplete sequence) +\\bfEpsil \\bfEpsil " : (Incomplete sequence) +\\bfEpsilo \\bfEpsilo " : (Incomplete sequence) +\\bfEpsilon " 𝚬 : MATHEMATICAL BOLD CAPITAL EPSILON +\\bfEt \\bfEt " : (Incomplete sequence) +\\bfEta " 𝚮 : MATHEMATICAL BOLD CAPITAL ETA +\\bfF " 𝐅 : MATHEMATICAL BOLD CAPITAL F +\\bfG " 𝐆 : MATHEMATICAL BOLD CAPITAL G +\\bfG " 𝐆 : MATHEMATICAL BOLD CAPITAL G +\\bfGa \\bfGa " : (Incomplete sequence) +\\bfGam \\bfGam " : (Incomplete sequence) +\\bfGamm \\bfGamm " : (Incomplete sequence) +\\bfGamma " 𝚪 : MATHEMATICAL BOLD CAPITAL GAMMA +\\bfH " 𝐇 : MATHEMATICAL BOLD CAPITAL H +\\bfI " 𝐈 : MATHEMATICAL BOLD CAPITAL I +\\bfI " 𝐈 : MATHEMATICAL BOLD CAPITAL I +\\bfIo \\bfIo " : (Incomplete sequence) +\\bfIot \\bfIot " : (Incomplete sequence) +\\bfIota " 𝚰 : MATHEMATICAL BOLD CAPITAL IOTA +\\bfJ " 𝐉 : MATHEMATICAL BOLD CAPITAL J +\\bfK " 𝐊 : MATHEMATICAL BOLD CAPITAL K +\\bfK " 𝐊 : MATHEMATICAL BOLD CAPITAL K +\\bfKa \\bfKa " : (Incomplete sequence) +\\bfKap \\bfKap " : (Incomplete sequence) +\\bfKapp \\bfKapp " : (Incomplete sequence) +\\bfKappa " 𝚱 : MATHEMATICAL BOLD CAPITAL KAPPA +\\bfL " 𝐋 : MATHEMATICAL BOLD CAPITAL L +\\bfL " 𝐋 : MATHEMATICAL BOLD CAPITAL L +\\bfLa \\bfLa " : (Incomplete sequence) +\\bfLam \\bfLam " : (Incomplete sequence) +\\bfLamb \\bfLamb " : (Incomplete sequence) +\\bfLambd \\bfLambd " : (Incomplete sequence) +\\bfLambda " 𝚲 : MATHEMATICAL BOLD CAPITAL LAMDA +\\bfM " 𝐌 : MATHEMATICAL BOLD CAPITAL M +\\bfM " 𝐌 : MATHEMATICAL BOLD CAPITAL M +\\bfMu " 𝚳 : MATHEMATICAL BOLD CAPITAL MU +\\bfN " 𝐍 : MATHEMATICAL BOLD CAPITAL N +\\bfN " 𝐍 : MATHEMATICAL BOLD CAPITAL N +\\bfNu " 𝚴 : MATHEMATICAL BOLD CAPITAL NU +\\bfO " 𝐎 : MATHEMATICAL BOLD CAPITAL O +\\bfO " 𝐎 : MATHEMATICAL BOLD CAPITAL O +\\bfOm \\bfOm " : (Incomplete sequence) +\\bfOme \\bfOme " : (Incomplete sequence) +\\bfOmeg \\bfOmeg " : (Incomplete sequence) +\\bfOmega " 𝛀 : MATHEMATICAL BOLD CAPITAL OMEGA +\\bfOmi \\bfOmi " : (Incomplete sequence) +\\bfOmic \\bfOmic " : (Incomplete sequence) +\\bfOmicr \\bfOmicr " : (Incomplete sequence) +\\bfOmicro \\bfOmicro " : (Incomplete sequence) +\\bfOmicron " 𝚶 : MATHEMATICAL BOLD CAPITAL OMICRON +\\bfP " 𝐏 : MATHEMATICAL BOLD CAPITAL P +\\bfP " 𝐏 : MATHEMATICAL BOLD CAPITAL P +\\bfPh \\bfPh " : (Incomplete sequence) +\\bfPhi " 𝚽 : MATHEMATICAL BOLD CAPITAL PHI +\\bfPi " 𝚷 : MATHEMATICAL BOLD CAPITAL PI +\\bfPs \\bfPs " : (Incomplete sequence) +\\bfPsi " 𝚿 : MATHEMATICAL BOLD CAPITAL PSI +\\bfQ " 𝐐 : MATHEMATICAL BOLD CAPITAL Q +\\bfR " 𝐑 : MATHEMATICAL BOLD CAPITAL R +\\bfR " 𝐑 : MATHEMATICAL BOLD CAPITAL R +\\bfRh \\bfRh " : (Incomplete sequence) +\\bfRho " 𝚸 : MATHEMATICAL BOLD CAPITAL RHO +\\bfS " 𝐒 : MATHEMATICAL BOLD CAPITAL S +\\bfS " 𝐒 : MATHEMATICAL BOLD CAPITAL S +\\bfSi \\bfSi " : (Incomplete sequence) +\\bfSig \\bfSig " : (Incomplete sequence) +\\bfSigm \\bfSigm " : (Incomplete sequence) +\\bfSigma " 𝚺 : MATHEMATICAL BOLD CAPITAL SIGMA +\\bfT " 𝐓 : MATHEMATICAL BOLD CAPITAL T +\\bfT " 𝐓 : MATHEMATICAL BOLD CAPITAL T +\\bfTa \\bfTa " : (Incomplete sequence) +\\bfTau " 𝚻 : MATHEMATICAL BOLD CAPITAL TAU +\\bfTh \\bfTh " : (Incomplete sequence) +\\bfThe \\bfThe " : (Incomplete sequence) +\\bfThet \\bfThet " : (Incomplete sequence) +\\bfTheta " 𝚯 : MATHEMATICAL BOLD CAPITAL THETA +\\bfU " 𝐔 : MATHEMATICAL BOLD CAPITAL U +\\bfU " 𝐔 : MATHEMATICAL BOLD CAPITAL U +\\bfUp \\bfUp " : (Incomplete sequence) +\\bfUps \\bfUps " : (Incomplete sequence) +\\bfUpsi \\bfUpsi " : (Incomplete sequence) +\\bfUpsil \\bfUpsil " : (Incomplete sequence) +\\bfUpsilo \\bfUpsilo " : (Incomplete sequence) +\\bfUpsilon " 𝚼 : MATHEMATICAL BOLD CAPITAL UPSILON +\\bfV " 𝐕 : MATHEMATICAL BOLD CAPITAL V +\\bfW " 𝐖 : MATHEMATICAL BOLD CAPITAL W +\\bfX " 𝐗 : MATHEMATICAL BOLD CAPITAL X +\\bfX " 𝐗 : MATHEMATICAL BOLD CAPITAL X +\\bfXi " 𝚵 : MATHEMATICAL BOLD CAPITAL XI +\\bfY " 𝐘 : MATHEMATICAL BOLD CAPITAL Y +\\bfZ " 𝐙 : MATHEMATICAL BOLD CAPITAL Z +\\bfZ " 𝐙 : MATHEMATICAL BOLD CAPITAL Z +\\bfZe \\bfZe " : (Incomplete sequence) +\\bfZet \\bfZet " : (Incomplete sequence) +\\bfZeta " 𝚭 : MATHEMATICAL BOLD CAPITAL ZETA +\\bfa " 𝐚 : MATHEMATICAL BOLD SMALL A +\\bfa " 𝐚 : MATHEMATICAL BOLD SMALL A +\\bfal \\bfal " : (Incomplete sequence) +\\bfalp \\bfalp " : (Incomplete sequence) +\\bfalph \\bfalph " : (Incomplete sequence) +\\bfalpha " 𝛂 : MATHEMATICAL BOLD SMALL ALPHA +\\bfb " 𝐛 : MATHEMATICAL BOLD SMALL B +\\bfb " 𝐛 : MATHEMATICAL BOLD SMALL B +\\bfbe \\bfbe " : (Incomplete sequence) +\\bfbet \\bfbet " : (Incomplete sequence) +\\bfbeta " 𝛃 : MATHEMATICAL BOLD SMALL BETA +\\bfc " 𝐜 : MATHEMATICAL BOLD SMALL C +\\bfc " 𝐜 : MATHEMATICAL BOLD SMALL C +\\bfch \\bfch " : (Incomplete sequence) +\\bfchi " 𝛘 : MATHEMATICAL BOLD SMALL CHI +\\bfd " 𝐝 : MATHEMATICAL BOLD SMALL D +\\bfd " 𝐝 : MATHEMATICAL BOLD SMALL D +\\bfde \\bfde " : (Incomplete sequence) +\\bfdel \\bfdel " : (Incomplete sequence) +\\bfdelt \\bfdelt " : (Incomplete sequence) +\\bfdelta " 𝛅 : MATHEMATICAL BOLD SMALL DELTA +\\bfdi \\bfdi " : (Incomplete sequence) +\\bfdig \\bfdig " : (Incomplete sequence) +\\bfdiga \\bfdiga " : (Incomplete sequence) +\\bfdigam \\bfdigam " : (Incomplete sequence) +\\bfdigamm \\bfdigamm " : (Incomplete sequence) +\\bfdigamma " 𝟋 : MATHEMATICAL BOLD SMALL DIGAMMA +\\bfe " 𝐞 : MATHEMATICAL BOLD SMALL E +\\bfe " 𝐞 : MATHEMATICAL BOLD SMALL E +\\bfei \\bfei " : (Incomplete sequence) +\\bfeig \\bfeig " : (Incomplete sequence) +\\bfeigh \\bfeigh " : (Incomplete sequence) +\\bfeight " 𝟖 : MATHEMATICAL BOLD DIGIT EIGHT +\\bfep \\bfep " : (Incomplete sequence) +\\bfeps \\bfeps " : (Incomplete sequence) +\\bfepsi \\bfepsi " : (Incomplete sequence) +\\bfepsil \\bfepsil " : (Incomplete sequence) +\\bfepsilo \\bfepsilo " : (Incomplete sequence) +\\bfepsilon " 𝛆 : MATHEMATICAL BOLD SMALL EPSILON +\\bfet \\bfet " : (Incomplete sequence) +\\bfeta " 𝛈 : MATHEMATICAL BOLD SMALL ETA +\\bff " 𝐟 : MATHEMATICAL BOLD SMALL F +\\bff " 𝐟 : MATHEMATICAL BOLD SMALL F +\\bffi \\bffi " : (Incomplete sequence) +\\bffiv \\bffiv " : (Incomplete sequence) +\\bffive " 𝟓 : MATHEMATICAL BOLD DIGIT FIVE +\\bffo \\bffo " : (Incomplete sequence) +\\bffou \\bffou " : (Incomplete sequence) +\\bffour " 𝟒 : MATHEMATICAL BOLD DIGIT FOUR +\\bfg " 𝐠 : MATHEMATICAL BOLD SMALL G +\\bfg " 𝐠 : MATHEMATICAL BOLD SMALL G +\\bfga \\bfga " : (Incomplete sequence) +\\bfgam \\bfgam " : (Incomplete sequence) +\\bfgamm \\bfgamm " : (Incomplete sequence) +\\bfgamma " 𝛄 : MATHEMATICAL BOLD SMALL GAMMA +\\bfh " 𝐡 : MATHEMATICAL BOLD SMALL H +\\bfi " 𝐢 : MATHEMATICAL BOLD SMALL I +\\bfi " 𝐢 : MATHEMATICAL BOLD SMALL I +\\bfio \\bfio " : (Incomplete sequence) +\\bfiot \\bfiot " : (Incomplete sequence) +\\bfiota " 𝛊 : MATHEMATICAL BOLD SMALL IOTA +\\bfj " 𝐣 : MATHEMATICAL BOLD SMALL J +\\bfk " 𝐤 : MATHEMATICAL BOLD SMALL K +\\bfk " 𝐤 : MATHEMATICAL BOLD SMALL K +\\bfka \\bfka " : (Incomplete sequence) +\\bfkap \\bfkap " : (Incomplete sequence) +\\bfkapp \\bfkapp " : (Incomplete sequence) +\\bfkappa " 𝛋 : MATHEMATICAL BOLD SMALL KAPPA +\\bfl " 𝐥 : MATHEMATICAL BOLD SMALL L +\\bfl " 𝐥 : MATHEMATICAL BOLD SMALL L +\\bfla \\bfla " : (Incomplete sequence) +\\bflam \\bflam " : (Incomplete sequence) +\\bflamb \\bflamb " : (Incomplete sequence) +\\bflambd \\bflambd " : (Incomplete sequence) +\\bflambda " 𝛌 : MATHEMATICAL BOLD SMALL LAMDA +\\bfm " 𝐦 : MATHEMATICAL BOLD SMALL M +\\bfm " 𝐦 : MATHEMATICAL BOLD SMALL M +\\bfmu " 𝛍 : MATHEMATICAL BOLD SMALL MU +\\bfn " 𝐧 : MATHEMATICAL BOLD SMALL N +\\bfn " 𝐧 : MATHEMATICAL BOLD SMALL N +\\bfna \\bfna " : (Incomplete sequence) +\\bfnab \\bfnab " : (Incomplete sequence) +\\bfnabl \\bfnabl " : (Incomplete sequence) +\\bfnabla " 𝛁 : MATHEMATICAL BOLD NABLA +\\bfni \\bfni " : (Incomplete sequence) +\\bfnin \\bfnin " : (Incomplete sequence) +\\bfnine " 𝟗 : MATHEMATICAL BOLD DIGIT NINE +\\bfnu " 𝛎 : MATHEMATICAL BOLD SMALL NU +\\bfo " 𝐨 : MATHEMATICAL BOLD SMALL O +\\bfo " 𝐨 : MATHEMATICAL BOLD SMALL O +\\bfom \\bfom " : (Incomplete sequence) +\\bfome \\bfome " : (Incomplete sequence) +\\bfomeg \\bfomeg " : (Incomplete sequence) +\\bfomega " 𝛚 : MATHEMATICAL BOLD SMALL OMEGA +\\bfomi \\bfomi " : (Incomplete sequence) +\\bfomic \\bfomic " : (Incomplete sequence) +\\bfomicr \\bfomicr " : (Incomplete sequence) +\\bfomicro \\bfomicro " : (Incomplete sequence) +\\bfomicron " 𝛐 : MATHEMATICAL BOLD SMALL OMICRON +\\bfon \\bfon " : (Incomplete sequence) +\\bfone " 𝟏 : MATHEMATICAL BOLD DIGIT ONE +\\bfp " 𝐩 : MATHEMATICAL BOLD SMALL P +\\bfp " 𝐩 : MATHEMATICAL BOLD SMALL P +\\bfpa \\bfpa " : (Incomplete sequence) +\\bfpar \\bfpar " : (Incomplete sequence) +\\bfpart \\bfpart " : (Incomplete sequence) +\\bfparti \\bfparti " : (Incomplete sequence) +\\bfpartia \\bfpartia " : (Incomplete sequence) +\\bfpartial " 𝛛 : MATHEMATICAL BOLD PARTIAL DIFFERENTIAL +\\bfph \\bfph " : (Incomplete sequence) +\\bfphi " 𝛟 : MATHEMATICAL BOLD PHI SYMBOL +\\bfpi " 𝛑 : MATHEMATICAL BOLD SMALL PI +\\bfps \\bfps " : (Incomplete sequence) +\\bfpsi " 𝛙 : MATHEMATICAL BOLD SMALL PSI +\\bfq " 𝐪 : MATHEMATICAL BOLD SMALL Q +\\bfr " 𝐫 : MATHEMATICAL BOLD SMALL R +\\bfr " 𝐫 : MATHEMATICAL BOLD SMALL R +\\bfra \\bfra " : (Incomplete sequence) +\\bfrak \\bfrak " : (Incomplete sequence) +\\bfrakA " 𝕬 : MATHEMATICAL BOLD FRAKTUR CAPITAL A +\\bfrakB " 𝕭 : MATHEMATICAL BOLD FRAKTUR CAPITAL B +\\bfrakC " 𝕮 : MATHEMATICAL BOLD FRAKTUR CAPITAL C +\\bfrakD " 𝕯 : MATHEMATICAL BOLD FRAKTUR CAPITAL D +\\bfrakE " 𝕰 : MATHEMATICAL BOLD FRAKTUR CAPITAL E +\\bfrakF " 𝕱 : MATHEMATICAL BOLD FRAKTUR CAPITAL F +\\bfrakG " 𝕲 : MATHEMATICAL BOLD FRAKTUR CAPITAL G +\\bfrakH " 𝕳 : MATHEMATICAL BOLD FRAKTUR CAPITAL H +\\bfrakI " 𝕴 : MATHEMATICAL BOLD FRAKTUR CAPITAL I +\\bfrakJ " 𝕵 : MATHEMATICAL BOLD FRAKTUR CAPITAL J +\\bfrakK " 𝕶 : MATHEMATICAL BOLD FRAKTUR CAPITAL K +\\bfrakL " 𝕷 : MATHEMATICAL BOLD FRAKTUR CAPITAL L +\\bfrakM " 𝕸 : MATHEMATICAL BOLD FRAKTUR CAPITAL M +\\bfrakN " 𝕹 : MATHEMATICAL BOLD FRAKTUR CAPITAL N +\\bfrakO " 𝕺 : MATHEMATICAL BOLD FRAKTUR CAPITAL O +\\bfrakP " 𝕻 : MATHEMATICAL BOLD FRAKTUR CAPITAL P +\\bfrakQ " 𝕼 : MATHEMATICAL BOLD FRAKTUR CAPITAL Q +\\bfrakR " 𝕽 : MATHEMATICAL BOLD FRAKTUR CAPITAL R +\\bfrakS " 𝕾 : MATHEMATICAL BOLD FRAKTUR CAPITAL S +\\bfrakT " 𝕿 : MATHEMATICAL BOLD FRAKTUR CAPITAL T +\\bfrakU " 𝖀 : MATHEMATICAL BOLD FRAKTUR CAPITAL U +\\bfrakV " 𝖁 : MATHEMATICAL BOLD FRAKTUR CAPITAL V +\\bfrakW " 𝖂 : MATHEMATICAL BOLD FRAKTUR CAPITAL W +\\bfrakX " 𝖃 : MATHEMATICAL BOLD FRAKTUR CAPITAL X +\\bfrakY " 𝖄 : MATHEMATICAL BOLD FRAKTUR CAPITAL Y +\\bfrakZ " 𝖅 : MATHEMATICAL BOLD FRAKTUR CAPITAL Z +\\bfraka " 𝖆 : MATHEMATICAL BOLD FRAKTUR SMALL A +\\bfrakb " 𝖇 : MATHEMATICAL BOLD FRAKTUR SMALL B +\\bfrakc " 𝖈 : MATHEMATICAL BOLD FRAKTUR SMALL C +\\bfrakd " 𝖉 : MATHEMATICAL BOLD FRAKTUR SMALL D +\\bfrake " 𝖊 : MATHEMATICAL BOLD FRAKTUR SMALL E +\\bfrakf " 𝖋 : MATHEMATICAL BOLD FRAKTUR SMALL F +\\bfrakg " 𝖌 : MATHEMATICAL BOLD FRAKTUR SMALL G +\\bfrakh " 𝖍 : MATHEMATICAL BOLD FRAKTUR SMALL H +\\bfraki " 𝖎 : MATHEMATICAL BOLD FRAKTUR SMALL I +\\bfrakj " 𝖏 : MATHEMATICAL BOLD FRAKTUR SMALL J +\\bfrakk " 𝖐 : MATHEMATICAL BOLD FRAKTUR SMALL K +\\bfrakl " 𝖑 : MATHEMATICAL BOLD FRAKTUR SMALL L +\\bfrakm " 𝖒 : MATHEMATICAL BOLD FRAKTUR SMALL M +\\bfrakn " 𝖓 : MATHEMATICAL BOLD FRAKTUR SMALL N +\\bfrako " 𝖔 : MATHEMATICAL BOLD FRAKTUR SMALL O +\\bfrakp " 𝖕 : MATHEMATICAL BOLD FRAKTUR SMALL P +\\bfrakq " 𝖖 : MATHEMATICAL BOLD FRAKTUR SMALL Q +\\bfrakr " 𝖗 : MATHEMATICAL BOLD FRAKTUR SMALL R +\\bfraks " 𝖘 : MATHEMATICAL BOLD FRAKTUR SMALL S +\\bfrakt " 𝖙 : MATHEMATICAL BOLD FRAKTUR SMALL T +\\bfraku " 𝖚 : MATHEMATICAL BOLD FRAKTUR SMALL U +\\bfrakv " 𝖛 : MATHEMATICAL BOLD FRAKTUR SMALL V +\\bfrakw " 𝖜 : MATHEMATICAL BOLD FRAKTUR SMALL W +\\bfrakx " 𝖝 : MATHEMATICAL BOLD FRAKTUR SMALL X +\\bfraky " 𝖞 : MATHEMATICAL BOLD FRAKTUR SMALL Y +\\bfrakz " 𝖟 : MATHEMATICAL BOLD FRAKTUR SMALL Z +\\bfrh \\bfrh " : (Incomplete sequence) +\\bfrho " 𝛒 : MATHEMATICAL BOLD SMALL RHO +\\bfs " 𝐬 : MATHEMATICAL BOLD SMALL S +\\bfs " 𝐬 : MATHEMATICAL BOLD SMALL S +\\bfse \\bfse " : (Incomplete sequence) +\\bfsev \\bfsev " : (Incomplete sequence) +\\bfseve \\bfseve " : (Incomplete sequence) +\\bfseven " 𝟕 : MATHEMATICAL BOLD DIGIT SEVEN +\\bfsi \\bfsi " : (Incomplete sequence) +\\bfsig \\bfsig " : (Incomplete sequence) +\\bfsigm \\bfsigm " : (Incomplete sequence) +\\bfsigma " 𝛔 : MATHEMATICAL BOLD SMALL SIGMA +\\bfsix " 𝟔 : MATHEMATICAL BOLD DIGIT SIX +\\bft " 𝐭 : MATHEMATICAL BOLD SMALL T +\\bft " 𝐭 : MATHEMATICAL BOLD SMALL T +\\bfta \\bfta " : (Incomplete sequence) +\\bftau " 𝛕 : MATHEMATICAL BOLD SMALL TAU +\\bfth \\bfth " : (Incomplete sequence) +\\bfthe \\bfthe " : (Incomplete sequence) +\\bfthet \\bfthet " : (Incomplete sequence) +\\bftheta " 𝛉 : MATHEMATICAL BOLD SMALL THETA +\\bfthr \\bfthr " : (Incomplete sequence) +\\bfthre \\bfthre " : (Incomplete sequence) +\\bfthree " 𝟑 : MATHEMATICAL BOLD DIGIT THREE +\\bftw \\bftw " : (Incomplete sequence) +\\bftwo " 𝟐 : MATHEMATICAL BOLD DIGIT TWO +\\bfu " 𝐮 : MATHEMATICAL BOLD SMALL U +\\bfu " 𝐮 : MATHEMATICAL BOLD SMALL U +\\bfup \\bfup " : (Incomplete sequence) +\\bfups \\bfups " : (Incomplete sequence) +\\bfupsi \\bfupsi " : (Incomplete sequence) +\\bfupsil \\bfupsil " : (Incomplete sequence) +\\bfupsilo \\bfupsilo " : (Incomplete sequence) +\\bfupsilon " 𝛖 : MATHEMATICAL BOLD SMALL UPSILON +\\bfv " 𝐯 : MATHEMATICAL BOLD SMALL V +\\bfv " 𝐯 : MATHEMATICAL BOLD SMALL V +\\bfva \\bfva " : (Incomplete sequence) +\\bfvar \\bfvar " : (Incomplete sequence) +\\bfvarT \\bfvarT " : (Incomplete sequence) +\\bfvarTh \\bfvarTh " : (Incomplete sequence) +\\bfvarThe \\bfvarThe " : (Incomplete sequence) +\\bfvarThet \\bfvarThet " : (Incomplete sequence) +\\bfvarTheta " 𝚹 : MATHEMATICAL BOLD CAPITAL THETA SYMBOL +\\bfvare \\bfvare " : (Incomplete sequence) +\\bfvarep \\bfvarep " : (Incomplete sequence) +\\bfvareps \\bfvareps " : (Incomplete sequence) +\\bfvarepsi \\bfvarepsi " : (Incomplete sequence) +\\bfvarepsil \\bfvarepsil " : (Incomplete sequence) +\\bfvarepsilo \\bfvarepsilo " : (Incomplete sequence) +\\bfvarepsilon " 𝛜 : MATHEMATICAL BOLD EPSILON SYMBOL +\\bfvark \\bfvark " : (Incomplete sequence) +\\bfvarka \\bfvarka " : (Incomplete sequence) +\\bfvarkap \\bfvarkap " : (Incomplete sequence) +\\bfvarkapp \\bfvarkapp " : (Incomplete sequence) +\\bfvarkappa " 𝛞 : MATHEMATICAL BOLD KAPPA SYMBOL +\\bfvarp \\bfvarp " : (Incomplete sequence) +\\bfvarph \\bfvarph " : (Incomplete sequence) +\\bfvarphi " 𝛗 : MATHEMATICAL BOLD SMALL PHI +\\bfvarpi " 𝛡 : MATHEMATICAL BOLD PI SYMBOL +\\bfvarr \\bfvarr " : (Incomplete sequence) +\\bfvarrh \\bfvarrh " : (Incomplete sequence) +\\bfvarrho " 𝛠 : MATHEMATICAL BOLD RHO SYMBOL +\\bfvars \\bfvars " : (Incomplete sequence) +\\bfvarsi \\bfvarsi " : (Incomplete sequence) +\\bfvarsig \\bfvarsig " : (Incomplete sequence) +\\bfvarsigm \\bfvarsigm " : (Incomplete sequence) +\\bfvarsigma " 𝛓 : MATHEMATICAL BOLD SMALL FINAL SIGMA +\\bfvart \\bfvart " : (Incomplete sequence) +\\bfvarth \\bfvarth " : (Incomplete sequence) +\\bfvarthe \\bfvarthe " : (Incomplete sequence) +\\bfvarthet \\bfvarthet " : (Incomplete sequence) +\\bfvartheta " 𝛝 : MATHEMATICAL BOLD THETA SYMBOL +\\bfw " 𝐰 : MATHEMATICAL BOLD SMALL W +\\bfx " 𝐱 : MATHEMATICAL BOLD SMALL X +\\bfx " 𝐱 : MATHEMATICAL BOLD SMALL X +\\bfxi " 𝛏 : MATHEMATICAL BOLD SMALL XI +\\bfy " 𝐲 : MATHEMATICAL BOLD SMALL Y +\\bfz " 𝐳 : MATHEMATICAL BOLD SMALL Z +\\bfz " 𝐳 : MATHEMATICAL BOLD SMALL Z +\\bfze \\bfze " : (Incomplete sequence) +\\bfzer \\bfzer " : (Incomplete sequence) +\\bfzero " 𝟎 : MATHEMATICAL BOLD DIGIT ZERO +\\bfzet \\bfzet " : (Incomplete sequence) +\\bfzeta " 𝛇 : MATHEMATICAL BOLD SMALL ZETA +\\biA " 𝑨 : MATHEMATICAL BOLD ITALIC CAPITAL A +\\biA " 𝑨 : MATHEMATICAL BOLD ITALIC CAPITAL A +\\biAl \\biAl " : (Incomplete sequence) +\\biAlp \\biAlp " : (Incomplete sequence) +\\biAlph \\biAlph " : (Incomplete sequence) +\\biAlpha " 𝜜 : MATHEMATICAL BOLD ITALIC CAPITAL ALPHA +\\biB " 𝑩 : MATHEMATICAL BOLD ITALIC CAPITAL B +\\biB " 𝑩 : MATHEMATICAL BOLD ITALIC CAPITAL B +\\biBe \\biBe " : (Incomplete sequence) +\\biBet \\biBet " : (Incomplete sequence) +\\biBeta " 𝜝 : MATHEMATICAL BOLD ITALIC CAPITAL BETA +\\biC " 𝑪 : MATHEMATICAL BOLD ITALIC CAPITAL C +\\biC " 𝑪 : MATHEMATICAL BOLD ITALIC CAPITAL C +\\biCh \\biCh " : (Incomplete sequence) +\\biChi " 𝜲 : MATHEMATICAL BOLD ITALIC CAPITAL CHI +\\biD " 𝑫 : MATHEMATICAL BOLD ITALIC CAPITAL D +\\biD " 𝑫 : MATHEMATICAL BOLD ITALIC CAPITAL D +\\biDe \\biDe " : (Incomplete sequence) +\\biDel \\biDel " : (Incomplete sequence) +\\biDelt \\biDelt " : (Incomplete sequence) +\\biDelta " 𝜟 : MATHEMATICAL BOLD ITALIC CAPITAL DELTA +\\biE " 𝑬 : MATHEMATICAL BOLD ITALIC CAPITAL E +\\biE " 𝑬 : MATHEMATICAL BOLD ITALIC CAPITAL E +\\biEp \\biEp " : (Incomplete sequence) +\\biEps \\biEps " : (Incomplete sequence) +\\biEpsi \\biEpsi " : (Incomplete sequence) +\\biEpsil \\biEpsil " : (Incomplete sequence) +\\biEpsilo \\biEpsilo " : (Incomplete sequence) +\\biEpsilon " 𝜠 : MATHEMATICAL BOLD ITALIC CAPITAL EPSILON +\\biEt \\biEt " : (Incomplete sequence) +\\biEta " 𝜢 : MATHEMATICAL BOLD ITALIC CAPITAL ETA +\\biF " 𝑭 : MATHEMATICAL BOLD ITALIC CAPITAL F +\\biG " 𝑮 : MATHEMATICAL BOLD ITALIC CAPITAL G +\\biG " 𝑮 : MATHEMATICAL BOLD ITALIC CAPITAL G +\\biGa \\biGa " : (Incomplete sequence) +\\biGam \\biGam " : (Incomplete sequence) +\\biGamm \\biGamm " : (Incomplete sequence) +\\biGamma " 𝜞 : MATHEMATICAL BOLD ITALIC CAPITAL GAMMA +\\biH " 𝑯 : MATHEMATICAL BOLD ITALIC CAPITAL H +\\biI " 𝑰 : MATHEMATICAL BOLD ITALIC CAPITAL I +\\biI " 𝑰 : MATHEMATICAL BOLD ITALIC CAPITAL I +\\biIo \\biIo " : (Incomplete sequence) +\\biIot \\biIot " : (Incomplete sequence) +\\biIota " 𝜤 : MATHEMATICAL BOLD ITALIC CAPITAL IOTA +\\biJ " 𝑱 : MATHEMATICAL BOLD ITALIC CAPITAL J +\\biK " 𝑲 : MATHEMATICAL BOLD ITALIC CAPITAL K +\\biK " 𝑲 : MATHEMATICAL BOLD ITALIC CAPITAL K +\\biKa \\biKa " : (Incomplete sequence) +\\biKap \\biKap " : (Incomplete sequence) +\\biKapp \\biKapp " : (Incomplete sequence) +\\biKappa " 𝜥 : MATHEMATICAL BOLD ITALIC CAPITAL KAPPA +\\biL " 𝑳 : MATHEMATICAL BOLD ITALIC CAPITAL L +\\biL " 𝑳 : MATHEMATICAL BOLD ITALIC CAPITAL L +\\biLa \\biLa " : (Incomplete sequence) +\\biLam \\biLam " : (Incomplete sequence) +\\biLamb \\biLamb " : (Incomplete sequence) +\\biLambd \\biLambd " : (Incomplete sequence) +\\biLambda " 𝜦 : MATHEMATICAL BOLD ITALIC CAPITAL LAMDA +\\biM " 𝑴 : MATHEMATICAL BOLD ITALIC CAPITAL M +\\biM " 𝑴 : MATHEMATICAL BOLD ITALIC CAPITAL M +\\biMu " 𝜧 : MATHEMATICAL BOLD ITALIC CAPITAL MU +\\biN " 𝑵 : MATHEMATICAL BOLD ITALIC CAPITAL N +\\biN " 𝑵 : MATHEMATICAL BOLD ITALIC CAPITAL N +\\biNu " 𝜨 : MATHEMATICAL BOLD ITALIC CAPITAL NU +\\biO " 𝑶 : MATHEMATICAL BOLD ITALIC CAPITAL O +\\biO " 𝑶 : MATHEMATICAL BOLD ITALIC CAPITAL O +\\biOm \\biOm " : (Incomplete sequence) +\\biOme \\biOme " : (Incomplete sequence) +\\biOmeg \\biOmeg " : (Incomplete sequence) +\\biOmega " 𝜴 : MATHEMATICAL BOLD ITALIC CAPITAL OMEGA +\\biOmi \\biOmi " : (Incomplete sequence) +\\biOmic \\biOmic " : (Incomplete sequence) +\\biOmicr \\biOmicr " : (Incomplete sequence) +\\biOmicro \\biOmicro " : (Incomplete sequence) +\\biOmicron " 𝜪 : MATHEMATICAL BOLD ITALIC CAPITAL OMICRON +\\biP " 𝑷 : MATHEMATICAL BOLD ITALIC CAPITAL P +\\biP " 𝑷 : MATHEMATICAL BOLD ITALIC CAPITAL P +\\biPh \\biPh " : (Incomplete sequence) +\\biPhi " 𝜱 : MATHEMATICAL BOLD ITALIC CAPITAL PHI +\\biPi " 𝜫 : MATHEMATICAL BOLD ITALIC CAPITAL PI +\\biPs \\biPs " : (Incomplete sequence) +\\biPsi " 𝜳 : MATHEMATICAL BOLD ITALIC CAPITAL PSI +\\biQ " 𝑸 : MATHEMATICAL BOLD ITALIC CAPITAL Q +\\biR " 𝑹 : MATHEMATICAL BOLD ITALIC CAPITAL R +\\biR " 𝑹 : MATHEMATICAL BOLD ITALIC CAPITAL R +\\biRh \\biRh " : (Incomplete sequence) +\\biRho " 𝜬 : MATHEMATICAL BOLD ITALIC CAPITAL RHO +\\biS " 𝑺 : MATHEMATICAL BOLD ITALIC CAPITAL S +\\biS " 𝑺 : MATHEMATICAL BOLD ITALIC CAPITAL S +\\biSi \\biSi " : (Incomplete sequence) +\\biSig \\biSig " : (Incomplete sequence) +\\biSigm \\biSigm " : (Incomplete sequence) +\\biSigma " 𝜮 : MATHEMATICAL BOLD ITALIC CAPITAL SIGMA +\\biT " 𝑻 : MATHEMATICAL BOLD ITALIC CAPITAL T +\\biT " 𝑻 : MATHEMATICAL BOLD ITALIC CAPITAL T +\\biTa \\biTa " : (Incomplete sequence) +\\biTau " 𝜯 : MATHEMATICAL BOLD ITALIC CAPITAL TAU +\\biTh \\biTh " : (Incomplete sequence) +\\biThe \\biThe " : (Incomplete sequence) +\\biThet \\biThet " : (Incomplete sequence) +\\biTheta " 𝜣 : MATHEMATICAL BOLD ITALIC CAPITAL THETA +\\biU " 𝑼 : MATHEMATICAL BOLD ITALIC CAPITAL U +\\biU " 𝑼 : MATHEMATICAL BOLD ITALIC CAPITAL U +\\biUp \\biUp " : (Incomplete sequence) +\\biUps \\biUps " : (Incomplete sequence) +\\biUpsi \\biUpsi " : (Incomplete sequence) +\\biUpsil \\biUpsil " : (Incomplete sequence) +\\biUpsilo \\biUpsilo " : (Incomplete sequence) +\\biUpsilon " 𝜰 : MATHEMATICAL BOLD ITALIC CAPITAL UPSILON +\\biV " 𝑽 : MATHEMATICAL BOLD ITALIC CAPITAL V +\\biW " 𝑾 : MATHEMATICAL BOLD ITALIC CAPITAL W +\\biX " 𝑿 : MATHEMATICAL BOLD ITALIC CAPITAL X +\\biX " 𝑿 : MATHEMATICAL BOLD ITALIC CAPITAL X +\\biXi " 𝜩 : MATHEMATICAL BOLD ITALIC CAPITAL XI +\\biY " 𝒀 : MATHEMATICAL BOLD ITALIC CAPITAL Y +\\biZ " 𝒁 : MATHEMATICAL BOLD ITALIC CAPITAL Z +\\biZ " 𝒁 : MATHEMATICAL BOLD ITALIC CAPITAL Z +\\biZe \\biZe " : (Incomplete sequence) +\\biZet \\biZet " : (Incomplete sequence) +\\biZeta " 𝜡 : MATHEMATICAL BOLD ITALIC CAPITAL ZETA +\\bia " 𝒂 : MATHEMATICAL BOLD ITALIC SMALL A +\\bia " 𝒂 : MATHEMATICAL BOLD ITALIC SMALL A +\\bial \\bial " : (Incomplete sequence) +\\bialp \\bialp " : (Incomplete sequence) +\\bialph \\bialph " : (Incomplete sequence) +\\bialpha " 𝜶 : MATHEMATICAL BOLD ITALIC SMALL ALPHA +\\bib " 𝒃 : MATHEMATICAL BOLD ITALIC SMALL B +\\bib " 𝒃 : MATHEMATICAL BOLD ITALIC SMALL B +\\bibe \\bibe " : (Incomplete sequence) +\\bibet \\bibet " : (Incomplete sequence) +\\bibeta " 𝜷 : MATHEMATICAL BOLD ITALIC SMALL BETA +\\bic " 𝒄 : MATHEMATICAL BOLD ITALIC SMALL C +\\bic " 𝒄 : MATHEMATICAL BOLD ITALIC SMALL C +\\bich \\bich " : (Incomplete sequence) +\\bichi " 𝝌 : MATHEMATICAL BOLD ITALIC SMALL CHI +\\bid " 𝒅 : MATHEMATICAL BOLD ITALIC SMALL D +\\bid " 𝒅 : MATHEMATICAL BOLD ITALIC SMALL D +\\bide \\bide " : (Incomplete sequence) +\\bidel \\bidel " : (Incomplete sequence) +\\bidelt \\bidelt " : (Incomplete sequence) +\\bidelta " 𝜹 : MATHEMATICAL BOLD ITALIC SMALL DELTA +\\bie " 𝒆 : MATHEMATICAL BOLD ITALIC SMALL E +\\bie " 𝒆 : MATHEMATICAL BOLD ITALIC SMALL E +\\biep \\biep " : (Incomplete sequence) +\\bieps \\bieps " : (Incomplete sequence) +\\biepsi \\biepsi " : (Incomplete sequence) +\\biepsil \\biepsil " : (Incomplete sequence) +\\biepsilo \\biepsilo " : (Incomplete sequence) +\\biepsilon " 𝜺 : MATHEMATICAL BOLD ITALIC SMALL EPSILON +\\biet \\biet " : (Incomplete sequence) +\\bieta " 𝜼 : MATHEMATICAL BOLD ITALIC SMALL ETA +\\bif " 𝒇 : MATHEMATICAL BOLD ITALIC SMALL F +\\big " 𝒈 : MATHEMATICAL BOLD ITALIC SMALL G +\\big " 𝒈 : MATHEMATICAL BOLD ITALIC SMALL G +\\biga \\biga " : (Incomplete sequence) +\\bigam \\bigam " : (Incomplete sequence) +\\bigamm \\bigamm " : (Incomplete sequence) +\\bigamma " 𝜸 : MATHEMATICAL BOLD ITALIC SMALL GAMMA +\\bigb \\bigb " : (Incomplete sequence) +\\bigbl \\bigbl " : (Incomplete sequence) +\\bigbla \\bigbla " : (Incomplete sequence) +\\bigblac \\bigblac " : (Incomplete sequence) +\\bigblack \\bigblack " : (Incomplete sequence) +\\bigblackt \\bigblackt " : (Incomplete sequence) +\\bigblacktr \\bigblacktr " : (Incomplete sequence) +\\bigblacktri \\bigblacktri " : (Incomplete sequence) +\\bigblacktria \\bigblacktria " : (Incomplete sequence) +\\bigblacktrian \\bigblacktrian " : (Incomplete sequence) +\\bigblacktriang \\bigblacktriang " : (Incomplete sequence) +\\bigblacktriangl \\bigblacktriangl " : (Incomplete sequence) +\\bigblacktriangle \\bigblacktriangle " : (Incomplete sequence) +\\bigblacktriangled \\bigblacktriangled " : (Incomplete sequence) +\\bigblacktriangledo \\bigblacktriangledo " : (Incomplete sequence) +\\bigblacktriangledow \\bigblacktriangledow " : (Incomplete sequence) +\\bigblacktriangledown " ▼ : BLACK DOWN-POINTING TRIANGLE / BLACK DOWN POINTING TRIANGLE +\\bigblacktriangleu \\bigblacktriangleu " : (Incomplete sequence) +\\bigblacktriangleup " ▲ : BLACK UP-POINTING TRIANGLE / BLACK UP POINTING TRIANGLE +\\bigbo \\bigbo " : (Incomplete sequence) +\\bigbot " ⟘ : LARGE UP TACK +\\bigc \\bigc " : (Incomplete sequence) +\\bigca \\bigca " : (Incomplete sequence) +\\bigcap " ⋂ : N-ARY INTERSECTION +\\bigci \\bigci " : (Incomplete sequence) +\\bigcir \\bigcir " : (Incomplete sequence) +\\bigcirc " ○ : WHITE CIRCLE +\\bigcu \\bigcu " : (Incomplete sequence) +\\bigcup " ⋃ : N-ARY UNION +\\bigcup " ⋃ : N-ARY UNION +\\bigcupd \\bigcupd " : (Incomplete sequence) +\\bigcupdo \\bigcupdo " : (Incomplete sequence) +\\bigcupdot " ⨃ : N-ARY UNION OPERATOR WITH DOT +\\bigo \\bigo " : (Incomplete sequence) +\\bigod \\bigod " : (Incomplete sequence) +\\bigodo \\bigodo " : (Incomplete sequence) +\\bigodot " ⨀ : N-ARY CIRCLED DOT OPERATOR +\\bigop \\bigop " : (Incomplete sequence) +\\bigopl \\bigopl " : (Incomplete sequence) +\\bigoplu \\bigoplu " : (Incomplete sequence) +\\bigoplus " ⨁ : N-ARY CIRCLED PLUS OPERATOR +\\bigot \\bigot " : (Incomplete sequence) +\\bigoti \\bigoti " : (Incomplete sequence) +\\bigotim \\bigotim " : (Incomplete sequence) +\\bigotime \\bigotime " : (Incomplete sequence) +\\bigotimes " ⨂ : N-ARY CIRCLED TIMES OPERATOR +\\bigs \\bigs " : (Incomplete sequence) +\\bigsl \\bigsl " : (Incomplete sequence) +\\bigslo \\bigslo " : (Incomplete sequence) +\\bigslop \\bigslop " : (Incomplete sequence) +\\bigslope \\bigslope " : (Incomplete sequence) +\\bigsloped \\bigsloped " : (Incomplete sequence) +\\bigslopedv \\bigslopedv " : (Incomplete sequence) +\\bigslopedve \\bigslopedve " : (Incomplete sequence) +\\bigslopedvee " ⩗ : SLOPING LARGE OR +\\bigslopedw \\bigslopedw " : (Incomplete sequence) +\\bigslopedwe \\bigslopedwe " : (Incomplete sequence) +\\bigslopedwed \\bigslopedwed " : (Incomplete sequence) +\\bigslopedwedg \\bigslopedwedg " : (Incomplete sequence) +\\bigslopedwedge " ⩘ : SLOPING LARGE AND +\\bigsq \\bigsq " : (Incomplete sequence) +\\bigsqc \\bigsqc " : (Incomplete sequence) +\\bigsqca \\bigsqca " : (Incomplete sequence) +\\bigsqcap " ⨅ : N-ARY SQUARE INTERSECTION OPERATOR +\\bigsqcu \\bigsqcu " : (Incomplete sequence) +\\bigsqcup " ⨆ : N-ARY SQUARE UNION OPERATOR +\\bigst \\bigst " : (Incomplete sequence) +\\bigsta \\bigsta " : (Incomplete sequence) +\\bigstar " ★ : BLACK STAR +\\bigt \\bigt " : (Incomplete sequence) +\\bigti \\bigti " : (Incomplete sequence) +\\bigtim \\bigtim " : (Incomplete sequence) +\\bigtime \\bigtime " : (Incomplete sequence) +\\bigtimes " ⨉ : N-ARY TIMES OPERATOR +\\bigto \\bigto " : (Incomplete sequence) +\\bigtop " ⟙ : LARGE DOWN TACK +\\bigtr \\bigtr " : (Incomplete sequence) +\\bigtri \\bigtri " : (Incomplete sequence) +\\bigtria \\bigtria " : (Incomplete sequence) +\\bigtrian \\bigtrian " : (Incomplete sequence) +\\bigtriang \\bigtriang " : (Incomplete sequence) +\\bigtriangl \\bigtriangl " : (Incomplete sequence) +\\bigtriangle \\bigtriangle " : (Incomplete sequence) +\\bigtriangled \\bigtriangled " : (Incomplete sequence) +\\bigtriangledo \\bigtriangledo " : (Incomplete sequence) +\\bigtriangledow \\bigtriangledow " : (Incomplete sequence) +\\bigtriangledown " ▽ : WHITE DOWN-POINTING TRIANGLE / WHITE DOWN POINTING TRIANGLE +\\bigtriangleu \\bigtriangleu " : (Incomplete sequence) +\\bigtriangleup " △ : WHITE UP-POINTING TRIANGLE / WHITE UP POINTING TRIANGLE +\\bigu \\bigu " : (Incomplete sequence) +\\bigup \\bigup " : (Incomplete sequence) +\\bigupl \\bigupl " : (Incomplete sequence) +\\biguplu \\biguplu " : (Incomplete sequence) +\\biguplus " ⨄ : N-ARY UNION OPERATOR WITH PLUS +\\bigv \\bigv " : (Incomplete sequence) +\\bigve \\bigve " : (Incomplete sequence) +\\bigvee " ⋁ : N-ARY LOGICAL OR +\\bigw \\bigw " : (Incomplete sequence) +\\bigwe \\bigwe " : (Incomplete sequence) +\\bigwed \\bigwed " : (Incomplete sequence) +\\bigwedg \\bigwedg " : (Incomplete sequence) +\\bigwedge " ⋀ : N-ARY LOGICAL AND +\\bigwh \\bigwh " : (Incomplete sequence) +\\bigwhi \\bigwhi " : (Incomplete sequence) +\\bigwhit \\bigwhit " : (Incomplete sequence) +\\bigwhite \\bigwhite " : (Incomplete sequence) +\\bigwhites \\bigwhites " : (Incomplete sequence) +\\bigwhitest \\bigwhitest " : (Incomplete sequence) +\\bigwhitesta \\bigwhitesta " : (Incomplete sequence) +\\bigwhitestar " ☆ : WHITE STAR +\\bih " 𝒉 : MATHEMATICAL BOLD ITALIC SMALL H +\\bii " 𝒊 : MATHEMATICAL BOLD ITALIC SMALL I +\\bii " 𝒊 : MATHEMATICAL BOLD ITALIC SMALL I +\\biio \\biio " : (Incomplete sequence) +\\biiot \\biiot " : (Incomplete sequence) +\\biiota " 𝜾 : MATHEMATICAL BOLD ITALIC SMALL IOTA +\\bij " 𝒋 : MATHEMATICAL BOLD ITALIC SMALL J +\\bik " 𝒌 : MATHEMATICAL BOLD ITALIC SMALL K +\\bik " 𝒌 : MATHEMATICAL BOLD ITALIC SMALL K +\\bika \\bika " : (Incomplete sequence) +\\bikap \\bikap " : (Incomplete sequence) +\\bikapp \\bikapp " : (Incomplete sequence) +\\bikappa " 𝜿 : MATHEMATICAL BOLD ITALIC SMALL KAPPA +\\bil " 𝒍 : MATHEMATICAL BOLD ITALIC SMALL L +\\bil " 𝒍 : MATHEMATICAL BOLD ITALIC SMALL L +\\bila \\bila " : (Incomplete sequence) +\\bilam \\bilam " : (Incomplete sequence) +\\bilamb \\bilamb " : (Incomplete sequence) +\\bilambd \\bilambd " : (Incomplete sequence) +\\bilambda " 𝝀 : MATHEMATICAL BOLD ITALIC SMALL LAMDA +\\bim " 𝒎 : MATHEMATICAL BOLD ITALIC SMALL M +\\bim " 𝒎 : MATHEMATICAL BOLD ITALIC SMALL M +\\bimu " 𝝁 : MATHEMATICAL BOLD ITALIC SMALL MU +\\bin " 𝒏 : MATHEMATICAL BOLD ITALIC SMALL N +\\bin " 𝒏 : MATHEMATICAL BOLD ITALIC SMALL N +\\bina \\bina " : (Incomplete sequence) +\\binab \\binab " : (Incomplete sequence) +\\binabl \\binabl " : (Incomplete sequence) +\\binabla " 𝜵 : MATHEMATICAL BOLD ITALIC NABLA +\\binu " 𝝂 : MATHEMATICAL BOLD ITALIC SMALL NU +\\bio " 𝒐 : MATHEMATICAL BOLD ITALIC SMALL O +\\bio " 𝒐 : MATHEMATICAL BOLD ITALIC SMALL O +\\biom \\biom " : (Incomplete sequence) +\\biome \\biome " : (Incomplete sequence) +\\biomeg \\biomeg " : (Incomplete sequence) +\\biomega " 𝝎 : MATHEMATICAL BOLD ITALIC SMALL OMEGA +\\biomi \\biomi " : (Incomplete sequence) +\\biomic \\biomic " : (Incomplete sequence) +\\biomicr \\biomicr " : (Incomplete sequence) +\\biomicro \\biomicro " : (Incomplete sequence) +\\biomicron " 𝝄 : MATHEMATICAL BOLD ITALIC SMALL OMICRON +\\bip " 𝒑 : MATHEMATICAL BOLD ITALIC SMALL P +\\bip " 𝒑 : MATHEMATICAL BOLD ITALIC SMALL P +\\bipa \\bipa " : (Incomplete sequence) +\\bipar \\bipar " : (Incomplete sequence) +\\bipart \\bipart " : (Incomplete sequence) +\\biparti \\biparti " : (Incomplete sequence) +\\bipartia \\bipartia " : (Incomplete sequence) +\\bipartial " 𝝏 : MATHEMATICAL BOLD ITALIC PARTIAL DIFFERENTIAL +\\biph \\biph " : (Incomplete sequence) +\\biphi " 𝝋 : MATHEMATICAL BOLD ITALIC SMALL PHI +\\bipi " 𝝅 : MATHEMATICAL BOLD ITALIC SMALL PI +\\bips \\bips " : (Incomplete sequence) +\\bipsi " 𝝍 : MATHEMATICAL BOLD ITALIC SMALL PSI +\\biq " 𝒒 : MATHEMATICAL BOLD ITALIC SMALL Q +\\bir " 𝒓 : MATHEMATICAL BOLD ITALIC SMALL R +\\bir " 𝒓 : MATHEMATICAL BOLD ITALIC SMALL R +\\birh \\birh " : (Incomplete sequence) +\\birho " 𝝆 : MATHEMATICAL BOLD ITALIC SMALL RHO +\\bis " 𝒔 : MATHEMATICAL BOLD ITALIC SMALL S +\\bis " 𝒔 : MATHEMATICAL BOLD ITALIC SMALL S +\\bisa \\bisa " : (Incomplete sequence) +\\bisan \\bisan " : (Incomplete sequence) +\\bisans \\bisans " : (Incomplete sequence) +\\bisansA " 𝘼 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL A +\\bisansA " 𝘼 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL A +\\bisansAl \\bisansAl " : (Incomplete sequence) +\\bisansAlp \\bisansAlp " : (Incomplete sequence) +\\bisansAlph \\bisansAlph " : (Incomplete sequence) +\\bisansAlpha " 𝞐 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL ALPHA +\\bisansB " 𝘽 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL B +\\bisansB " 𝘽 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL B +\\bisansBe \\bisansBe " : (Incomplete sequence) +\\bisansBet \\bisansBet " : (Incomplete sequence) +\\bisansBeta " 𝞑 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL BETA +\\bisansC " 𝘾 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL C +\\bisansC " 𝘾 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL C +\\bisansCh \\bisansCh " : (Incomplete sequence) +\\bisansChi " 𝞦 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL CHI +\\bisansD " 𝘿 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL D +\\bisansD " 𝘿 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL D +\\bisansDe \\bisansDe " : (Incomplete sequence) +\\bisansDel \\bisansDel " : (Incomplete sequence) +\\bisansDelt \\bisansDelt " : (Incomplete sequence) +\\bisansDelta " 𝞓 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL DELTA +\\bisansE " 𝙀 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL E +\\bisansE " 𝙀 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL E +\\bisansEp \\bisansEp " : (Incomplete sequence) +\\bisansEps \\bisansEps " : (Incomplete sequence) +\\bisansEpsi \\bisansEpsi " : (Incomplete sequence) +\\bisansEpsil \\bisansEpsil " : (Incomplete sequence) +\\bisansEpsilo \\bisansEpsilo " : (Incomplete sequence) +\\bisansEpsilon " 𝞔 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL EPSILON +\\bisansEt \\bisansEt " : (Incomplete sequence) +\\bisansEta " 𝞖 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL ETA +\\bisansF " 𝙁 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL F +\\bisansG " 𝙂 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL G +\\bisansG " 𝙂 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL G +\\bisansGa \\bisansGa " : (Incomplete sequence) +\\bisansGam \\bisansGam " : (Incomplete sequence) +\\bisansGamm \\bisansGamm " : (Incomplete sequence) +\\bisansGamma " 𝞒 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL GAMMA +\\bisansH " 𝙃 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL H +\\bisansI " 𝙄 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL I +\\bisansI " 𝙄 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL I +\\bisansIo \\bisansIo " : (Incomplete sequence) +\\bisansIot \\bisansIot " : (Incomplete sequence) +\\bisansIota " 𝞘 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL IOTA +\\bisansJ " 𝙅 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL J +\\bisansK " 𝙆 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL K +\\bisansK " 𝙆 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL K +\\bisansKa \\bisansKa " : (Incomplete sequence) +\\bisansKap \\bisansKap " : (Incomplete sequence) +\\bisansKapp \\bisansKapp " : (Incomplete sequence) +\\bisansKappa " 𝞙 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL KAPPA +\\bisansL " 𝙇 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL L +\\bisansL " 𝙇 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL L +\\bisansLa \\bisansLa " : (Incomplete sequence) +\\bisansLam \\bisansLam " : (Incomplete sequence) +\\bisansLamb \\bisansLamb " : (Incomplete sequence) +\\bisansLambd \\bisansLambd " : (Incomplete sequence) +\\bisansLambda " 𝞚 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL LAMDA +\\bisansM " 𝙈 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL M +\\bisansM " 𝙈 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL M +\\bisansMu " 𝞛 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL MU +\\bisansN " 𝙉 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL N +\\bisansN " 𝙉 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL N +\\bisansNu " 𝞜 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL NU +\\bisansO " 𝙊 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL O +\\bisansO " 𝙊 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL O +\\bisansOm \\bisansOm " : (Incomplete sequence) +\\bisansOme \\bisansOme " : (Incomplete sequence) +\\bisansOmeg \\bisansOmeg " : (Incomplete sequence) +\\bisansOmega " 𝞨 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL OMEGA +\\bisansOmi \\bisansOmi " : (Incomplete sequence) +\\bisansOmic \\bisansOmic " : (Incomplete sequence) +\\bisansOmicr \\bisansOmicr " : (Incomplete sequence) +\\bisansOmicro \\bisansOmicro " : (Incomplete sequence) +\\bisansOmicron " 𝞞 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL OMICRON +\\bisansP " 𝙋 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL P +\\bisansP " 𝙋 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL P +\\bisansPh \\bisansPh " : (Incomplete sequence) +\\bisansPhi " 𝞥 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL PHI +\\bisansPi " 𝞟 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL PI +\\bisansPs \\bisansPs " : (Incomplete sequence) +\\bisansPsi " 𝞧 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL PSI +\\bisansQ " 𝙌 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL Q +\\bisansR " 𝙍 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL R +\\bisansR " 𝙍 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL R +\\bisansRh \\bisansRh " : (Incomplete sequence) +\\bisansRho " 𝞠 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL RHO +\\bisansS " 𝙎 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL S +\\bisansS " 𝙎 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL S +\\bisansSi \\bisansSi " : (Incomplete sequence) +\\bisansSig \\bisansSig " : (Incomplete sequence) +\\bisansSigm \\bisansSigm " : (Incomplete sequence) +\\bisansSigma " 𝞢 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL SIGMA +\\bisansT " 𝙏 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL T +\\bisansT " 𝙏 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL T +\\bisansTa \\bisansTa " : (Incomplete sequence) +\\bisansTau " 𝞣 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL TAU +\\bisansTh \\bisansTh " : (Incomplete sequence) +\\bisansThe \\bisansThe " : (Incomplete sequence) +\\bisansThet \\bisansThet " : (Incomplete sequence) +\\bisansTheta " 𝞗 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL THETA +\\bisansU " 𝙐 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL U +\\bisansU " 𝙐 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL U +\\bisansUp \\bisansUp " : (Incomplete sequence) +\\bisansUps \\bisansUps " : (Incomplete sequence) +\\bisansUpsi \\bisansUpsi " : (Incomplete sequence) +\\bisansUpsil \\bisansUpsil " : (Incomplete sequence) +\\bisansUpsilo \\bisansUpsilo " : (Incomplete sequence) +\\bisansUpsilon " 𝞤 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL UPSILON +\\bisansV " 𝙑 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL V +\\bisansW " 𝙒 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL W +\\bisansX " 𝙓 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL X +\\bisansX " 𝙓 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL X +\\bisansXi " 𝞝 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL XI +\\bisansY " 𝙔 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL Y +\\bisansZ " 𝙕 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL Z +\\bisansZ " 𝙕 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL Z +\\bisansZe \\bisansZe " : (Incomplete sequence) +\\bisansZet \\bisansZet " : (Incomplete sequence) +\\bisansZeta " 𝞕 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL ZETA +\\bisansa " 𝙖 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL A +\\bisansa " 𝙖 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL A +\\bisansal \\bisansal " : (Incomplete sequence) +\\bisansalp \\bisansalp " : (Incomplete sequence) +\\bisansalph \\bisansalph " : (Incomplete sequence) +\\bisansalpha " 𝞪 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL ALPHA +\\bisansb " 𝙗 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL B +\\bisansb " 𝙗 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL B +\\bisansbe \\bisansbe " : (Incomplete sequence) +\\bisansbet \\bisansbet " : (Incomplete sequence) +\\bisansbeta " 𝞫 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL BETA +\\bisansc " 𝙘 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL C +\\bisansc " 𝙘 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL C +\\bisansch \\bisansch " : (Incomplete sequence) +\\bisanschi " 𝟀 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL CHI +\\bisansd " 𝙙 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL D +\\bisansd " 𝙙 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL D +\\bisansde \\bisansde " : (Incomplete sequence) +\\bisansdel \\bisansdel " : (Incomplete sequence) +\\bisansdelt \\bisansdelt " : (Incomplete sequence) +\\bisansdelta " 𝞭 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL DELTA +\\bisanse " 𝙚 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL E +\\bisanse " 𝙚 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL E +\\bisansep \\bisansep " : (Incomplete sequence) +\\bisanseps \\bisanseps " : (Incomplete sequence) +\\bisansepsi \\bisansepsi " : (Incomplete sequence) +\\bisansepsil \\bisansepsil " : (Incomplete sequence) +\\bisansepsilo \\bisansepsilo " : (Incomplete sequence) +\\bisansepsilon " 𝞮 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL EPSILON +\\bisanset \\bisanset " : (Incomplete sequence) +\\bisanseta " 𝞰 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL ETA +\\bisansf " 𝙛 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL F +\\bisansg " 𝙜 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL G +\\bisansg " 𝙜 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL G +\\bisansga \\bisansga " : (Incomplete sequence) +\\bisansgam \\bisansgam " : (Incomplete sequence) +\\bisansgamm \\bisansgamm " : (Incomplete sequence) +\\bisansgamma " 𝞬 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL GAMMA +\\bisansh " 𝙝 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL H +\\bisansi " 𝙞 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL I +\\bisansi " 𝙞 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL I +\\bisansio \\bisansio " : (Incomplete sequence) +\\bisansiot \\bisansiot " : (Incomplete sequence) +\\bisansiota " 𝞲 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL IOTA +\\bisansj " 𝙟 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL J +\\bisansk " 𝙠 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL K +\\bisansk " 𝙠 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL K +\\bisanska \\bisanska " : (Incomplete sequence) +\\bisanskap \\bisanskap " : (Incomplete sequence) +\\bisanskapp \\bisanskapp " : (Incomplete sequence) +\\bisanskappa " 𝞳 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL KAPPA +\\bisansl " 𝙡 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL L +\\bisansl " 𝙡 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL L +\\bisansla \\bisansla " : (Incomplete sequence) +\\bisanslam \\bisanslam " : (Incomplete sequence) +\\bisanslamb \\bisanslamb " : (Incomplete sequence) +\\bisanslambd \\bisanslambd " : (Incomplete sequence) +\\bisanslambda " 𝞴 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL LAMDA +\\bisansm " 𝙢 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL M +\\bisansm " 𝙢 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL M +\\bisansmu " 𝞵 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL MU +\\bisansn " 𝙣 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL N +\\bisansn " 𝙣 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL N +\\bisansna \\bisansna " : (Incomplete sequence) +\\bisansnab \\bisansnab " : (Incomplete sequence) +\\bisansnabl \\bisansnabl " : (Incomplete sequence) +\\bisansnabla " 𝞩 : MATHEMATICAL SANS-SERIF BOLD ITALIC NABLA +\\bisansnu " 𝞶 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL NU +\\bisanso " 𝙤 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL O +\\bisanso " 𝙤 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL O +\\bisansom \\bisansom " : (Incomplete sequence) +\\bisansome \\bisansome " : (Incomplete sequence) +\\bisansomeg \\bisansomeg " : (Incomplete sequence) +\\bisansomega " 𝟂 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL OMEGA +\\bisansomi \\bisansomi " : (Incomplete sequence) +\\bisansomic \\bisansomic " : (Incomplete sequence) +\\bisansomicr \\bisansomicr " : (Incomplete sequence) +\\bisansomicro \\bisansomicro " : (Incomplete sequence) +\\bisansomicron " 𝞸 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL OMICRON +\\bisansp " 𝙥 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL P +\\bisansp " 𝙥 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL P +\\bisanspa \\bisanspa " : (Incomplete sequence) +\\bisanspar \\bisanspar " : (Incomplete sequence) +\\bisanspart \\bisanspart " : (Incomplete sequence) +\\bisansparti \\bisansparti " : (Incomplete sequence) +\\bisanspartia \\bisanspartia " : (Incomplete sequence) +\\bisanspartial " 𝟃 : MATHEMATICAL SANS-SERIF BOLD ITALIC PARTIAL DIFFERENTIAL +\\bisansph \\bisansph " : (Incomplete sequence) +\\bisansphi " 𝞿 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL PHI +\\bisanspi " 𝞹 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL PI +\\bisansps \\bisansps " : (Incomplete sequence) +\\bisanspsi " 𝟁 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL PSI +\\bisansq " 𝙦 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL Q +\\bisansr " 𝙧 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL R +\\bisansr " 𝙧 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL R +\\bisansrh \\bisansrh " : (Incomplete sequence) +\\bisansrho " 𝞺 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL RHO +\\bisanss " 𝙨 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL S +\\bisanss " 𝙨 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL S +\\bisanssi \\bisanssi " : (Incomplete sequence) +\\bisanssig \\bisanssig " : (Incomplete sequence) +\\bisanssigm \\bisanssigm " : (Incomplete sequence) +\\bisanssigma " 𝞼 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL SIGMA +\\bisanst " 𝙩 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL T +\\bisanst " 𝙩 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL T +\\bisansta \\bisansta " : (Incomplete sequence) +\\bisanstau " 𝞽 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL TAU +\\bisansth \\bisansth " : (Incomplete sequence) +\\bisansthe \\bisansthe " : (Incomplete sequence) +\\bisansthet \\bisansthet " : (Incomplete sequence) +\\bisanstheta " 𝞱 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL THETA +\\bisansu " 𝙪 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL U +\\bisansu " 𝙪 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL U +\\bisansup \\bisansup " : (Incomplete sequence) +\\bisansups \\bisansups " : (Incomplete sequence) +\\bisansupsi \\bisansupsi " : (Incomplete sequence) +\\bisansupsil \\bisansupsil " : (Incomplete sequence) +\\bisansupsilo \\bisansupsilo " : (Incomplete sequence) +\\bisansupsilon " 𝞾 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL UPSILON +\\bisansv " 𝙫 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL V +\\bisansv " 𝙫 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL V +\\bisansva \\bisansva " : (Incomplete sequence) +\\bisansvar \\bisansvar " : (Incomplete sequence) +\\bisansvarT \\bisansvarT " : (Incomplete sequence) +\\bisansvarTh \\bisansvarTh " : (Incomplete sequence) +\\bisansvarThe \\bisansvarThe " : (Incomplete sequence) +\\bisansvarThet \\bisansvarThet " : (Incomplete sequence) +\\bisansvarTheta " 𝞡 : MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL THETA SYMBOL +\\bisansvare \\bisansvare " : (Incomplete sequence) +\\bisansvarep \\bisansvarep " : (Incomplete sequence) +\\bisansvareps \\bisansvareps " : (Incomplete sequence) +\\bisansvarepsi \\bisansvarepsi " : (Incomplete sequence) +\\bisansvarepsil \\bisansvarepsil " : (Incomplete sequence) +\\bisansvarepsilo \\bisansvarepsilo " : (Incomplete sequence) +\\bisansvarepsilon " 𝟄 : MATHEMATICAL SANS-SERIF BOLD ITALIC EPSILON SYMBOL +\\bisansvark \\bisansvark " : (Incomplete sequence) +\\bisansvarka \\bisansvarka " : (Incomplete sequence) +\\bisansvarkap \\bisansvarkap " : (Incomplete sequence) +\\bisansvarkapp \\bisansvarkapp " : (Incomplete sequence) +\\bisansvarkappa " 𝟆 : MATHEMATICAL SANS-SERIF BOLD ITALIC KAPPA SYMBOL +\\bisansvarp \\bisansvarp " : (Incomplete sequence) +\\bisansvarph \\bisansvarph " : (Incomplete sequence) +\\bisansvarphi " 𝟇 : MATHEMATICAL SANS-SERIF BOLD ITALIC PHI SYMBOL +\\bisansvarpi " 𝟉 : MATHEMATICAL SANS-SERIF BOLD ITALIC PI SYMBOL +\\bisansvarr \\bisansvarr " : (Incomplete sequence) +\\bisansvarrh \\bisansvarrh " : (Incomplete sequence) +\\bisansvarrho " 𝟈 : MATHEMATICAL SANS-SERIF BOLD ITALIC RHO SYMBOL +\\bisansvars \\bisansvars " : (Incomplete sequence) +\\bisansvarsi \\bisansvarsi " : (Incomplete sequence) +\\bisansvarsig \\bisansvarsig " : (Incomplete sequence) +\\bisansvarsigm \\bisansvarsigm " : (Incomplete sequence) +\\bisansvarsigma " 𝞻 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL FINAL SIGMA +\\bisansvart \\bisansvart " : (Incomplete sequence) +\\bisansvarth \\bisansvarth " : (Incomplete sequence) +\\bisansvarthe \\bisansvarthe " : (Incomplete sequence) +\\bisansvarthet \\bisansvarthet " : (Incomplete sequence) +\\bisansvartheta " 𝟅 : MATHEMATICAL SANS-SERIF BOLD ITALIC THETA SYMBOL +\\bisansw " 𝙬 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL W +\\bisansx " 𝙭 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL X +\\bisansx " 𝙭 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL X +\\bisansxi " 𝞷 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL XI +\\bisansy " 𝙮 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL Y +\\bisansz " 𝙯 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL Z +\\bisansz " 𝙯 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL Z +\\bisansze \\bisansze " : (Incomplete sequence) +\\bisanszet \\bisanszet " : (Incomplete sequence) +\\bisanszeta " 𝞯 : MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL ZETA +\\bisi \\bisi " : (Incomplete sequence) +\\bisig \\bisig " : (Incomplete sequence) +\\bisigm \\bisigm " : (Incomplete sequence) +\\bisigma " 𝝈 : MATHEMATICAL BOLD ITALIC SMALL SIGMA +\\bit " 𝒕 : MATHEMATICAL BOLD ITALIC SMALL T +\\bit " 𝒕 : MATHEMATICAL BOLD ITALIC SMALL T +\\bita \\bita " : (Incomplete sequence) +\\bitau " 𝝉 : MATHEMATICAL BOLD ITALIC SMALL TAU +\\bith \\bith " : (Incomplete sequence) +\\bithe \\bithe " : (Incomplete sequence) +\\bithet \\bithet " : (Incomplete sequence) +\\bitheta " 𝜽 : MATHEMATICAL BOLD ITALIC SMALL THETA +\\biu " 𝒖 : MATHEMATICAL BOLD ITALIC SMALL U +\\biu " 𝒖 : MATHEMATICAL BOLD ITALIC SMALL U +\\biup \\biup " : (Incomplete sequence) +\\biups \\biups " : (Incomplete sequence) +\\biupsi \\biupsi " : (Incomplete sequence) +\\biupsil \\biupsil " : (Incomplete sequence) +\\biupsilo \\biupsilo " : (Incomplete sequence) +\\biupsilon " 𝝊 : MATHEMATICAL BOLD ITALIC SMALL UPSILON +\\biv " 𝒗 : MATHEMATICAL BOLD ITALIC SMALL V +\\biv " 𝒗 : MATHEMATICAL BOLD ITALIC SMALL V +\\biva \\biva " : (Incomplete sequence) +\\bivar \\bivar " : (Incomplete sequence) +\\bivarT \\bivarT " : (Incomplete sequence) +\\bivarTh \\bivarTh " : (Incomplete sequence) +\\bivarThe \\bivarThe " : (Incomplete sequence) +\\bivarThet \\bivarThet " : (Incomplete sequence) +\\bivarTheta " 𝜭 : MATHEMATICAL BOLD ITALIC CAPITAL THETA SYMBOL +\\bivare \\bivare " : (Incomplete sequence) +\\bivarep \\bivarep " : (Incomplete sequence) +\\bivareps \\bivareps " : (Incomplete sequence) +\\bivarepsi \\bivarepsi " : (Incomplete sequence) +\\bivarepsil \\bivarepsil " : (Incomplete sequence) +\\bivarepsilo \\bivarepsilo " : (Incomplete sequence) +\\bivarepsilon " 𝝐 : MATHEMATICAL BOLD ITALIC EPSILON SYMBOL +\\bivark \\bivark " : (Incomplete sequence) +\\bivarka \\bivarka " : (Incomplete sequence) +\\bivarkap \\bivarkap " : (Incomplete sequence) +\\bivarkapp \\bivarkapp " : (Incomplete sequence) +\\bivarkappa " 𝝒 : MATHEMATICAL BOLD ITALIC KAPPA SYMBOL +\\bivarp \\bivarp " : (Incomplete sequence) +\\bivarph \\bivarph " : (Incomplete sequence) +\\bivarphi " 𝝓 : MATHEMATICAL BOLD ITALIC PHI SYMBOL +\\bivarpi " 𝝕 : MATHEMATICAL BOLD ITALIC PI SYMBOL +\\bivarr \\bivarr " : (Incomplete sequence) +\\bivarrh \\bivarrh " : (Incomplete sequence) +\\bivarrho " 𝝔 : MATHEMATICAL BOLD ITALIC RHO SYMBOL +\\bivars \\bivars " : (Incomplete sequence) +\\bivarsi \\bivarsi " : (Incomplete sequence) +\\bivarsig \\bivarsig " : (Incomplete sequence) +\\bivarsigm \\bivarsigm " : (Incomplete sequence) +\\bivarsigma " 𝝇 : MATHEMATICAL BOLD ITALIC SMALL FINAL SIGMA +\\bivart \\bivart " : (Incomplete sequence) +\\bivarth \\bivarth " : (Incomplete sequence) +\\bivarthe \\bivarthe " : (Incomplete sequence) +\\bivarthet \\bivarthet " : (Incomplete sequence) +\\bivartheta " 𝝑 : MATHEMATICAL BOLD ITALIC THETA SYMBOL +\\biw " 𝒘 : MATHEMATICAL BOLD ITALIC SMALL W +\\bix " 𝒙 : MATHEMATICAL BOLD ITALIC SMALL X +\\bix " 𝒙 : MATHEMATICAL BOLD ITALIC SMALL X +\\bixi " 𝝃 : MATHEMATICAL BOLD ITALIC SMALL XI +\\biy " 𝒚 : MATHEMATICAL BOLD ITALIC SMALL Y +\\biz " 𝒛 : MATHEMATICAL BOLD ITALIC SMALL Z +\\biz " 𝒛 : MATHEMATICAL BOLD ITALIC SMALL Z +\\bize \\bize " : (Incomplete sequence) +\\bizet \\bizet " : (Incomplete sequence) +\\bizeta " 𝜻 : MATHEMATICAL BOLD ITALIC SMALL ZETA +\\bkarow " ⤍ : RIGHTWARDS DOUBLE DASH ARROW +\\blackcircledrightdot " ⚈ : BLACK CIRCLE WITH WHITE DOT RIGHT +\\blackcircledtwodots " ⚉ : BLACK CIRCLE WITH TWO WHITE DOTS +\\blackcircleulquadwhite " ◕ : CIRCLE WITH ALL BUT UPPER LEFT QUADRANT BLACK +\\blackinwhitediamond " ◈ : WHITE DIAMOND CONTAINING BLACK SMALL DIAMOND +\\blackinwhitesquare " ▣ : WHITE SQUARE CONTAINING BLACK SMALL SQUARE +\\blacklefthalfcircle " ◖ : LEFT HALF BLACK CIRCLE +\\blacklozenge " ⧫ : BLACK LOZENGE +\\blackpointerleft " ◄ : BLACK LEFT-POINTING POINTER / BLACK LEFT POINTING POINTER +\\blackpointerright " ► : BLACK RIGHT-POINTING POINTER / BLACK RIGHT POINTING POINTER +\\blackrighthalfcircle " ◗ : RIGHT HALF BLACK CIRCLE +\\blacksmiley " ☻ : BLACK SMILING FACE +\\blacksquare " ■ : BLACK SQUARE +\\blacktriangle " ▴ : BLACK UP-POINTING SMALL TRIANGLE / BLACK UP POINTING SMALL TRIANGLE +\\blacktriangle " ▴ : BLACK UP-POINTING SMALL TRIANGLE / BLACK UP POINTING SMALL TRIANGLE +\\blacktriangled \\blacktriangled " : (Incomplete sequence) +\\blacktriangledo \\blacktriangledo " : (Incomplete sequence) +\\blacktriangledow \\blacktriangledow " : (Incomplete sequence) +\\blacktriangledown " ▾ : BLACK DOWN-POINTING SMALL TRIANGLE / BLACK DOWN POINTING SMALL TRIANGLE +\\blacktrianglel \\blacktrianglel " : (Incomplete sequence) +\\blacktrianglele \\blacktrianglele " : (Incomplete sequence) +\\blacktrianglelef \\blacktrianglelef " : (Incomplete sequence) +\\blacktriangleleft " ◀ : BLACK LEFT-POINTING TRIANGLE / BLACK LEFT POINTING TRIANGLE +\\blacktriangler \\blacktriangler " : (Incomplete sequence) +\\blacktriangleri \\blacktriangleri " : (Incomplete sequence) +\\blacktrianglerig \\blacktrianglerig " : (Incomplete sequence) +\\blacktrianglerigh \\blacktrianglerigh " : (Incomplete sequence) +\\blacktriangleright " ▶ : BLACK RIGHT-POINTING TRIANGLE / BLACK RIGHT POINTING TRIANGLE +\\blanksymbol " ␢ : BLANK SYMBOL / BLANK +\\blkhorzoval " ⬬ : BLACK HORIZONTAL ELLIPSE +\\blkvertoval " ⬮ : BLACK VERTICAL ELLIPSE +\\blockfull " █ : FULL BLOCK +\\blockhalfshaded " ▒ : MEDIUM SHADE +\\blocklefthalf " ▌ : LEFT HALF BLOCK +\\blocklowhalf " ▄ : LOWER HALF BLOCK +\\blockqtrshaded " ░ : LIGHT SHADE +\\blockrighthalf " ▐ : RIGHT HALF BLOCK +\\blockthreeqtrshaded " ▓ : DARK SHADE +\\blockuphalf " ▀ : UPPER HALF BLOCK +\\bot " ⊥ : UP TACK +\\bot " ⊥ : UP TACK +\\bots \\bots " : (Incomplete sequence) +\\botse \\botse " : (Incomplete sequence) +\\botsem \\botsem " : (Incomplete sequence) +\\botsemi \\botsemi " : (Incomplete sequence) +\\botsemic \\botsemic " : (Incomplete sequence) +\\botsemici \\botsemici " : (Incomplete sequence) +\\botsemicir \\botsemicir " : (Incomplete sequence) +\\botsemicirc \\botsemicirc " : (Incomplete sequence) +\\botsemicircl \\botsemicircl " : (Incomplete sequence) +\\botsemicircle " ◡ : LOWER HALF CIRCLE +\\bowtie " ⋈ : BOWTIE +\\boxast " ⧆ : SQUARED ASTERISK +\\boxbar " ◫ : WHITE SQUARE WITH VERTICAL BISECTING LINE +\\boxbslash " ⧅ : SQUARED FALLING DIAGONAL SLASH +\\boxcircle " ⧇ : SQUARED SMALL CIRCLE +\\boxdiag " ⧄ : SQUARED RISING DIAGONAL SLASH +\\boxdot " ⊡ : SQUARED DOT OPERATOR +\\boxminus " ⊟ : SQUARED MINUS +\\boxplus " ⊞ : SQUARED PLUS +\\boxquestion " ⍰ : APL FUNCTIONAL SYMBOL QUAD QUESTION +\\boxtimes " ⊠ : SQUARED TIMES +\\boxupcaret " ⍓ : APL FUNCTIONAL SYMBOL QUAD UP CARET +\\breve " ◌̆ : COMBINING BREVE / NON-SPACING BREVE +\\brokenbar " ¦ : BROKEN BAR / BROKEN VERTICAL BAR +\\bsansA " 𝗔 : MATHEMATICAL SANS-SERIF BOLD CAPITAL A +\\bsansA " 𝗔 : MATHEMATICAL SANS-SERIF BOLD CAPITAL A +\\bsansAl \\bsansAl " : (Incomplete sequence) +\\bsansAlp \\bsansAlp " : (Incomplete sequence) +\\bsansAlph \\bsansAlph " : (Incomplete sequence) +\\bsansAlpha " 𝝖 : MATHEMATICAL SANS-SERIF BOLD CAPITAL ALPHA +\\bsansB " 𝗕 : MATHEMATICAL SANS-SERIF BOLD CAPITAL B +\\bsansB " 𝗕 : MATHEMATICAL SANS-SERIF BOLD CAPITAL B +\\bsansBe \\bsansBe " : (Incomplete sequence) +\\bsansBet \\bsansBet " : (Incomplete sequence) +\\bsansBeta " 𝝗 : MATHEMATICAL SANS-SERIF BOLD CAPITAL BETA +\\bsansC " 𝗖 : MATHEMATICAL SANS-SERIF BOLD CAPITAL C +\\bsansC " 𝗖 : MATHEMATICAL SANS-SERIF BOLD CAPITAL C +\\bsansCh \\bsansCh " : (Incomplete sequence) +\\bsansChi " 𝝬 : MATHEMATICAL SANS-SERIF BOLD CAPITAL CHI +\\bsansD " 𝗗 : MATHEMATICAL SANS-SERIF BOLD CAPITAL D +\\bsansD " 𝗗 : MATHEMATICAL SANS-SERIF BOLD CAPITAL D +\\bsansDe \\bsansDe " : (Incomplete sequence) +\\bsansDel \\bsansDel " : (Incomplete sequence) +\\bsansDelt \\bsansDelt " : (Incomplete sequence) +\\bsansDelta " 𝝙 : MATHEMATICAL SANS-SERIF BOLD CAPITAL DELTA +\\bsansE " 𝗘 : MATHEMATICAL SANS-SERIF BOLD CAPITAL E +\\bsansE " 𝗘 : MATHEMATICAL SANS-SERIF BOLD CAPITAL E +\\bsansEp \\bsansEp " : (Incomplete sequence) +\\bsansEps \\bsansEps " : (Incomplete sequence) +\\bsansEpsi \\bsansEpsi " : (Incomplete sequence) +\\bsansEpsil \\bsansEpsil " : (Incomplete sequence) +\\bsansEpsilo \\bsansEpsilo " : (Incomplete sequence) +\\bsansEpsilon " 𝝚 : MATHEMATICAL SANS-SERIF BOLD CAPITAL EPSILON +\\bsansEt \\bsansEt " : (Incomplete sequence) +\\bsansEta " 𝝜 : MATHEMATICAL SANS-SERIF BOLD CAPITAL ETA +\\bsansF " 𝗙 : MATHEMATICAL SANS-SERIF BOLD CAPITAL F +\\bsansG " 𝗚 : MATHEMATICAL SANS-SERIF BOLD CAPITAL G +\\bsansG " 𝗚 : MATHEMATICAL SANS-SERIF BOLD CAPITAL G +\\bsansGa \\bsansGa " : (Incomplete sequence) +\\bsansGam \\bsansGam " : (Incomplete sequence) +\\bsansGamm \\bsansGamm " : (Incomplete sequence) +\\bsansGamma " 𝝘 : MATHEMATICAL SANS-SERIF BOLD CAPITAL GAMMA +\\bsansH " 𝗛 : MATHEMATICAL SANS-SERIF BOLD CAPITAL H +\\bsansI " 𝗜 : MATHEMATICAL SANS-SERIF BOLD CAPITAL I +\\bsansI " 𝗜 : MATHEMATICAL SANS-SERIF BOLD CAPITAL I +\\bsansIo \\bsansIo " : (Incomplete sequence) +\\bsansIot \\bsansIot " : (Incomplete sequence) +\\bsansIota " 𝝞 : MATHEMATICAL SANS-SERIF BOLD CAPITAL IOTA +\\bsansJ " 𝗝 : MATHEMATICAL SANS-SERIF BOLD CAPITAL J +\\bsansK " 𝗞 : MATHEMATICAL SANS-SERIF BOLD CAPITAL K +\\bsansK " 𝗞 : MATHEMATICAL SANS-SERIF BOLD CAPITAL K +\\bsansKa \\bsansKa " : (Incomplete sequence) +\\bsansKap \\bsansKap " : (Incomplete sequence) +\\bsansKapp \\bsansKapp " : (Incomplete sequence) +\\bsansKappa " 𝝟 : MATHEMATICAL SANS-SERIF BOLD CAPITAL KAPPA +\\bsansL " 𝗟 : MATHEMATICAL SANS-SERIF BOLD CAPITAL L +\\bsansL " 𝗟 : MATHEMATICAL SANS-SERIF BOLD CAPITAL L +\\bsansLa \\bsansLa " : (Incomplete sequence) +\\bsansLam \\bsansLam " : (Incomplete sequence) +\\bsansLamb \\bsansLamb " : (Incomplete sequence) +\\bsansLambd \\bsansLambd " : (Incomplete sequence) +\\bsansLambda " 𝝠 : MATHEMATICAL SANS-SERIF BOLD CAPITAL LAMDA +\\bsansM " 𝗠 : MATHEMATICAL SANS-SERIF BOLD CAPITAL M +\\bsansM " 𝗠 : MATHEMATICAL SANS-SERIF BOLD CAPITAL M +\\bsansMu " 𝝡 : MATHEMATICAL SANS-SERIF BOLD CAPITAL MU +\\bsansN " 𝗡 : MATHEMATICAL SANS-SERIF BOLD CAPITAL N +\\bsansN " 𝗡 : MATHEMATICAL SANS-SERIF BOLD CAPITAL N +\\bsansNu " 𝝢 : MATHEMATICAL SANS-SERIF BOLD CAPITAL NU +\\bsansO " 𝗢 : MATHEMATICAL SANS-SERIF BOLD CAPITAL O +\\bsansO " 𝗢 : MATHEMATICAL SANS-SERIF BOLD CAPITAL O +\\bsansOm \\bsansOm " : (Incomplete sequence) +\\bsansOme \\bsansOme " : (Incomplete sequence) +\\bsansOmeg \\bsansOmeg " : (Incomplete sequence) +\\bsansOmega " 𝝮 : MATHEMATICAL SANS-SERIF BOLD CAPITAL OMEGA +\\bsansOmi \\bsansOmi " : (Incomplete sequence) +\\bsansOmic \\bsansOmic " : (Incomplete sequence) +\\bsansOmicr \\bsansOmicr " : (Incomplete sequence) +\\bsansOmicro \\bsansOmicro " : (Incomplete sequence) +\\bsansOmicron " 𝝤 : MATHEMATICAL SANS-SERIF BOLD CAPITAL OMICRON +\\bsansP " 𝗣 : MATHEMATICAL SANS-SERIF BOLD CAPITAL P +\\bsansP " 𝗣 : MATHEMATICAL SANS-SERIF BOLD CAPITAL P +\\bsansPh \\bsansPh " : (Incomplete sequence) +\\bsansPhi " 𝝫 : MATHEMATICAL SANS-SERIF BOLD CAPITAL PHI +\\bsansPi " 𝝥 : MATHEMATICAL SANS-SERIF BOLD CAPITAL PI +\\bsansPs \\bsansPs " : (Incomplete sequence) +\\bsansPsi " 𝝭 : MATHEMATICAL SANS-SERIF BOLD CAPITAL PSI +\\bsansQ " 𝗤 : MATHEMATICAL SANS-SERIF BOLD CAPITAL Q +\\bsansR " 𝗥 : MATHEMATICAL SANS-SERIF BOLD CAPITAL R +\\bsansR " 𝗥 : MATHEMATICAL SANS-SERIF BOLD CAPITAL R +\\bsansRh \\bsansRh " : (Incomplete sequence) +\\bsansRho " 𝝦 : MATHEMATICAL SANS-SERIF BOLD CAPITAL RHO +\\bsansS " 𝗦 : MATHEMATICAL SANS-SERIF BOLD CAPITAL S +\\bsansS " 𝗦 : MATHEMATICAL SANS-SERIF BOLD CAPITAL S +\\bsansSi \\bsansSi " : (Incomplete sequence) +\\bsansSig \\bsansSig " : (Incomplete sequence) +\\bsansSigm \\bsansSigm " : (Incomplete sequence) +\\bsansSigma " 𝝨 : MATHEMATICAL SANS-SERIF BOLD CAPITAL SIGMA +\\bsansT " 𝗧 : MATHEMATICAL SANS-SERIF BOLD CAPITAL T +\\bsansT " 𝗧 : MATHEMATICAL SANS-SERIF BOLD CAPITAL T +\\bsansTa \\bsansTa " : (Incomplete sequence) +\\bsansTau " 𝝩 : MATHEMATICAL SANS-SERIF BOLD CAPITAL TAU +\\bsansTh \\bsansTh " : (Incomplete sequence) +\\bsansThe \\bsansThe " : (Incomplete sequence) +\\bsansThet \\bsansThet " : (Incomplete sequence) +\\bsansTheta " 𝝝 : MATHEMATICAL SANS-SERIF BOLD CAPITAL THETA +\\bsansU " 𝗨 : MATHEMATICAL SANS-SERIF BOLD CAPITAL U +\\bsansU " 𝗨 : MATHEMATICAL SANS-SERIF BOLD CAPITAL U +\\bsansUp \\bsansUp " : (Incomplete sequence) +\\bsansUps \\bsansUps " : (Incomplete sequence) +\\bsansUpsi \\bsansUpsi " : (Incomplete sequence) +\\bsansUpsil \\bsansUpsil " : (Incomplete sequence) +\\bsansUpsilo \\bsansUpsilo " : (Incomplete sequence) +\\bsansUpsilon " 𝝪 : MATHEMATICAL SANS-SERIF BOLD CAPITAL UPSILON +\\bsansV " 𝗩 : MATHEMATICAL SANS-SERIF BOLD CAPITAL V +\\bsansW " 𝗪 : MATHEMATICAL SANS-SERIF BOLD CAPITAL W +\\bsansX " 𝗫 : MATHEMATICAL SANS-SERIF BOLD CAPITAL X +\\bsansX " 𝗫 : MATHEMATICAL SANS-SERIF BOLD CAPITAL X +\\bsansXi " 𝝣 : MATHEMATICAL SANS-SERIF BOLD CAPITAL XI +\\bsansY " 𝗬 : MATHEMATICAL SANS-SERIF BOLD CAPITAL Y +\\bsansZ " 𝗭 : MATHEMATICAL SANS-SERIF BOLD CAPITAL Z +\\bsansZ " 𝗭 : MATHEMATICAL SANS-SERIF BOLD CAPITAL Z +\\bsansZe \\bsansZe " : (Incomplete sequence) +\\bsansZet \\bsansZet " : (Incomplete sequence) +\\bsansZeta " 𝝛 : MATHEMATICAL SANS-SERIF BOLD CAPITAL ZETA +\\bsansa " 𝗮 : MATHEMATICAL SANS-SERIF BOLD SMALL A +\\bsansa " 𝗮 : MATHEMATICAL SANS-SERIF BOLD SMALL A +\\bsansal \\bsansal " : (Incomplete sequence) +\\bsansalp \\bsansalp " : (Incomplete sequence) +\\bsansalph \\bsansalph " : (Incomplete sequence) +\\bsansalpha " 𝝰 : MATHEMATICAL SANS-SERIF BOLD SMALL ALPHA +\\bsansb " 𝗯 : MATHEMATICAL SANS-SERIF BOLD SMALL B +\\bsansb " 𝗯 : MATHEMATICAL SANS-SERIF BOLD SMALL B +\\bsansbe \\bsansbe " : (Incomplete sequence) +\\bsansbet \\bsansbet " : (Incomplete sequence) +\\bsansbeta " 𝝱 : MATHEMATICAL SANS-SERIF BOLD SMALL BETA +\\bsansc " 𝗰 : MATHEMATICAL SANS-SERIF BOLD SMALL C +\\bsansc " 𝗰 : MATHEMATICAL SANS-SERIF BOLD SMALL C +\\bsansch \\bsansch " : (Incomplete sequence) +\\bsanschi " 𝞆 : MATHEMATICAL SANS-SERIF BOLD SMALL CHI +\\bsansd " 𝗱 : MATHEMATICAL SANS-SERIF BOLD SMALL D +\\bsansd " 𝗱 : MATHEMATICAL SANS-SERIF BOLD SMALL D +\\bsansde \\bsansde " : (Incomplete sequence) +\\bsansdel \\bsansdel " : (Incomplete sequence) +\\bsansdelt \\bsansdelt " : (Incomplete sequence) +\\bsansdelta " 𝝳 : MATHEMATICAL SANS-SERIF BOLD SMALL DELTA +\\bsanse " 𝗲 : MATHEMATICAL SANS-SERIF BOLD SMALL E +\\bsanse " 𝗲 : MATHEMATICAL SANS-SERIF BOLD SMALL E +\\bsansei \\bsansei " : (Incomplete sequence) +\\bsanseig \\bsanseig " : (Incomplete sequence) +\\bsanseigh \\bsanseigh " : (Incomplete sequence) +\\bsanseight " 𝟴 : MATHEMATICAL SANS-SERIF BOLD DIGIT EIGHT +\\bsansep \\bsansep " : (Incomplete sequence) +\\bsanseps \\bsanseps " : (Incomplete sequence) +\\bsansepsi \\bsansepsi " : (Incomplete sequence) +\\bsansepsil \\bsansepsil " : (Incomplete sequence) +\\bsansepsilo \\bsansepsilo " : (Incomplete sequence) +\\bsansepsilon " 𝝴 : MATHEMATICAL SANS-SERIF BOLD SMALL EPSILON +\\bsanset \\bsanset " : (Incomplete sequence) +\\bsanseta " 𝝶 : MATHEMATICAL SANS-SERIF BOLD SMALL ETA +\\bsansf " 𝗳 : MATHEMATICAL SANS-SERIF BOLD SMALL F +\\bsansf " 𝗳 : MATHEMATICAL SANS-SERIF BOLD SMALL F +\\bsansfi \\bsansfi " : (Incomplete sequence) +\\bsansfiv \\bsansfiv " : (Incomplete sequence) +\\bsansfive " 𝟱 : MATHEMATICAL SANS-SERIF BOLD DIGIT FIVE +\\bsansfo \\bsansfo " : (Incomplete sequence) +\\bsansfou \\bsansfou " : (Incomplete sequence) +\\bsansfour " 𝟰 : MATHEMATICAL SANS-SERIF BOLD DIGIT FOUR +\\bsansg " 𝗴 : MATHEMATICAL SANS-SERIF BOLD SMALL G +\\bsansg " 𝗴 : MATHEMATICAL SANS-SERIF BOLD SMALL G +\\bsansga \\bsansga " : (Incomplete sequence) +\\bsansgam \\bsansgam " : (Incomplete sequence) +\\bsansgamm \\bsansgamm " : (Incomplete sequence) +\\bsansgamma " 𝝲 : MATHEMATICAL SANS-SERIF BOLD SMALL GAMMA +\\bsansh " 𝗵 : MATHEMATICAL SANS-SERIF BOLD SMALL H +\\bsansi " 𝗶 : MATHEMATICAL SANS-SERIF BOLD SMALL I +\\bsansi " 𝗶 : MATHEMATICAL SANS-SERIF BOLD SMALL I +\\bsansio \\bsansio " : (Incomplete sequence) +\\bsansiot \\bsansiot " : (Incomplete sequence) +\\bsansiota " 𝝸 : MATHEMATICAL SANS-SERIF BOLD SMALL IOTA +\\bsansj " 𝗷 : MATHEMATICAL SANS-SERIF BOLD SMALL J +\\bsansk " 𝗸 : MATHEMATICAL SANS-SERIF BOLD SMALL K +\\bsansk " 𝗸 : MATHEMATICAL SANS-SERIF BOLD SMALL K +\\bsanska \\bsanska " : (Incomplete sequence) +\\bsanskap \\bsanskap " : (Incomplete sequence) +\\bsanskapp \\bsanskapp " : (Incomplete sequence) +\\bsanskappa " 𝝹 : MATHEMATICAL SANS-SERIF BOLD SMALL KAPPA +\\bsansl " 𝗹 : MATHEMATICAL SANS-SERIF BOLD SMALL L +\\bsansl " 𝗹 : MATHEMATICAL SANS-SERIF BOLD SMALL L +\\bsansla \\bsansla " : (Incomplete sequence) +\\bsanslam \\bsanslam " : (Incomplete sequence) +\\bsanslamb \\bsanslamb " : (Incomplete sequence) +\\bsanslambd \\bsanslambd " : (Incomplete sequence) +\\bsanslambda " 𝝺 : MATHEMATICAL SANS-SERIF BOLD SMALL LAMDA +\\bsansm " 𝗺 : MATHEMATICAL SANS-SERIF BOLD SMALL M +\\bsansm " 𝗺 : MATHEMATICAL SANS-SERIF BOLD SMALL M +\\bsansmu " 𝝻 : MATHEMATICAL SANS-SERIF BOLD SMALL MU +\\bsansn " 𝗻 : MATHEMATICAL SANS-SERIF BOLD SMALL N +\\bsansn " 𝗻 : MATHEMATICAL SANS-SERIF BOLD SMALL N +\\bsansna \\bsansna " : (Incomplete sequence) +\\bsansnab \\bsansnab " : (Incomplete sequence) +\\bsansnabl \\bsansnabl " : (Incomplete sequence) +\\bsansnabla " 𝝯 : MATHEMATICAL SANS-SERIF BOLD NABLA +\\bsansni \\bsansni " : (Incomplete sequence) +\\bsansnin \\bsansnin " : (Incomplete sequence) +\\bsansnine " 𝟵 : MATHEMATICAL SANS-SERIF BOLD DIGIT NINE +\\bsansnu " 𝝼 : MATHEMATICAL SANS-SERIF BOLD SMALL NU +\\bsanso " 𝗼 : MATHEMATICAL SANS-SERIF BOLD SMALL O +\\bsanso " 𝗼 : MATHEMATICAL SANS-SERIF BOLD SMALL O +\\bsansom \\bsansom " : (Incomplete sequence) +\\bsansome \\bsansome " : (Incomplete sequence) +\\bsansomeg \\bsansomeg " : (Incomplete sequence) +\\bsansomega " 𝞈 : MATHEMATICAL SANS-SERIF BOLD SMALL OMEGA +\\bsansomi \\bsansomi " : (Incomplete sequence) +\\bsansomic \\bsansomic " : (Incomplete sequence) +\\bsansomicr \\bsansomicr " : (Incomplete sequence) +\\bsansomicro \\bsansomicro " : (Incomplete sequence) +\\bsansomicron " 𝝾 : MATHEMATICAL SANS-SERIF BOLD SMALL OMICRON +\\bsanson \\bsanson " : (Incomplete sequence) +\\bsansone " 𝟭 : MATHEMATICAL SANS-SERIF BOLD DIGIT ONE +\\bsansp " 𝗽 : MATHEMATICAL SANS-SERIF BOLD SMALL P +\\bsansp " 𝗽 : MATHEMATICAL SANS-SERIF BOLD SMALL P +\\bsanspa \\bsanspa " : (Incomplete sequence) +\\bsanspar \\bsanspar " : (Incomplete sequence) +\\bsanspart \\bsanspart " : (Incomplete sequence) +\\bsansparti \\bsansparti " : (Incomplete sequence) +\\bsanspartia \\bsanspartia " : (Incomplete sequence) +\\bsanspartial " 𝞉 : MATHEMATICAL SANS-SERIF BOLD PARTIAL DIFFERENTIAL +\\bsansph \\bsansph " : (Incomplete sequence) +\\bsansphi " 𝞅 : MATHEMATICAL SANS-SERIF BOLD SMALL PHI +\\bsanspi " 𝝿 : MATHEMATICAL SANS-SERIF BOLD SMALL PI +\\bsansps \\bsansps " : (Incomplete sequence) +\\bsanspsi " 𝞇 : MATHEMATICAL SANS-SERIF BOLD SMALL PSI +\\bsansq " 𝗾 : MATHEMATICAL SANS-SERIF BOLD SMALL Q +\\bsansr " 𝗿 : MATHEMATICAL SANS-SERIF BOLD SMALL R +\\bsansr " 𝗿 : MATHEMATICAL SANS-SERIF BOLD SMALL R +\\bsansrh \\bsansrh " : (Incomplete sequence) +\\bsansrho " 𝞀 : MATHEMATICAL SANS-SERIF BOLD SMALL RHO +\\bsanss " 𝘀 : MATHEMATICAL SANS-SERIF BOLD SMALL S +\\bsanss " 𝘀 : MATHEMATICAL SANS-SERIF BOLD SMALL S +\\bsansse \\bsansse " : (Incomplete sequence) +\\bsanssev \\bsanssev " : (Incomplete sequence) +\\bsansseve \\bsansseve " : (Incomplete sequence) +\\bsansseven " 𝟳 : MATHEMATICAL SANS-SERIF BOLD DIGIT SEVEN +\\bsanssi \\bsanssi " : (Incomplete sequence) +\\bsanssig \\bsanssig " : (Incomplete sequence) +\\bsanssigm \\bsanssigm " : (Incomplete sequence) +\\bsanssigma " 𝞂 : MATHEMATICAL SANS-SERIF BOLD SMALL SIGMA +\\bsanssix " 𝟲 : MATHEMATICAL SANS-SERIF BOLD DIGIT SIX +\\bsanst " 𝘁 : MATHEMATICAL SANS-SERIF BOLD SMALL T +\\bsanst " 𝘁 : MATHEMATICAL SANS-SERIF BOLD SMALL T +\\bsansta \\bsansta " : (Incomplete sequence) +\\bsanstau " 𝞃 : MATHEMATICAL SANS-SERIF BOLD SMALL TAU +\\bsansth \\bsansth " : (Incomplete sequence) +\\bsansthe \\bsansthe " : (Incomplete sequence) +\\bsansthet \\bsansthet " : (Incomplete sequence) +\\bsanstheta " 𝝷 : MATHEMATICAL SANS-SERIF BOLD SMALL THETA +\\bsansthr \\bsansthr " : (Incomplete sequence) +\\bsansthre \\bsansthre " : (Incomplete sequence) +\\bsansthree " 𝟯 : MATHEMATICAL SANS-SERIF BOLD DIGIT THREE +\\bsanstw \\bsanstw " : (Incomplete sequence) +\\bsanstwo " 𝟮 : MATHEMATICAL SANS-SERIF BOLD DIGIT TWO +\\bsansu " 𝘂 : MATHEMATICAL SANS-SERIF BOLD SMALL U +\\bsansu " 𝘂 : MATHEMATICAL SANS-SERIF BOLD SMALL U +\\bsansup \\bsansup " : (Incomplete sequence) +\\bsansups \\bsansups " : (Incomplete sequence) +\\bsansupsi \\bsansupsi " : (Incomplete sequence) +\\bsansupsil \\bsansupsil " : (Incomplete sequence) +\\bsansupsilo \\bsansupsilo " : (Incomplete sequence) +\\bsansupsilon " 𝞄 : MATHEMATICAL SANS-SERIF BOLD SMALL UPSILON +\\bsansv " 𝘃 : MATHEMATICAL SANS-SERIF BOLD SMALL V +\\bsansv " 𝘃 : MATHEMATICAL SANS-SERIF BOLD SMALL V +\\bsansva \\bsansva " : (Incomplete sequence) +\\bsansvar \\bsansvar " : (Incomplete sequence) +\\bsansvarT \\bsansvarT " : (Incomplete sequence) +\\bsansvarTh \\bsansvarTh " : (Incomplete sequence) +\\bsansvarThe \\bsansvarThe " : (Incomplete sequence) +\\bsansvarThet \\bsansvarThet " : (Incomplete sequence) +\\bsansvarTheta " 𝝧 : MATHEMATICAL SANS-SERIF BOLD CAPITAL THETA SYMBOL +\\bsansvare \\bsansvare " : (Incomplete sequence) +\\bsansvarep \\bsansvarep " : (Incomplete sequence) +\\bsansvareps \\bsansvareps " : (Incomplete sequence) +\\bsansvarepsi \\bsansvarepsi " : (Incomplete sequence) +\\bsansvarepsil \\bsansvarepsil " : (Incomplete sequence) +\\bsansvarepsilo \\bsansvarepsilo " : (Incomplete sequence) +\\bsansvarepsilon " 𝞊 : MATHEMATICAL SANS-SERIF BOLD EPSILON SYMBOL +\\bsansvark \\bsansvark " : (Incomplete sequence) +\\bsansvarka \\bsansvarka " : (Incomplete sequence) +\\bsansvarkap \\bsansvarkap " : (Incomplete sequence) +\\bsansvarkapp \\bsansvarkapp " : (Incomplete sequence) +\\bsansvarkappa " 𝞌 : MATHEMATICAL SANS-SERIF BOLD KAPPA SYMBOL +\\bsansvarp \\bsansvarp " : (Incomplete sequence) +\\bsansvarph \\bsansvarph " : (Incomplete sequence) +\\bsansvarphi " 𝞍 : MATHEMATICAL SANS-SERIF BOLD PHI SYMBOL +\\bsansvarpi " 𝞏 : MATHEMATICAL SANS-SERIF BOLD PI SYMBOL +\\bsansvarr \\bsansvarr " : (Incomplete sequence) +\\bsansvarrh \\bsansvarrh " : (Incomplete sequence) +\\bsansvarrho " 𝞎 : MATHEMATICAL SANS-SERIF BOLD RHO SYMBOL +\\bsansvars \\bsansvars " : (Incomplete sequence) +\\bsansvarsi \\bsansvarsi " : (Incomplete sequence) +\\bsansvarsig \\bsansvarsig " : (Incomplete sequence) +\\bsansvarsigm \\bsansvarsigm " : (Incomplete sequence) +\\bsansvarsigma " 𝞁 : MATHEMATICAL SANS-SERIF BOLD SMALL FINAL SIGMA +\\bsansvart \\bsansvart " : (Incomplete sequence) +\\bsansvarth \\bsansvarth " : (Incomplete sequence) +\\bsansvarthe \\bsansvarthe " : (Incomplete sequence) +\\bsansvarthet \\bsansvarthet " : (Incomplete sequence) +\\bsansvartheta " 𝞋 : MATHEMATICAL SANS-SERIF BOLD THETA SYMBOL +\\bsansw " 𝘄 : MATHEMATICAL SANS-SERIF BOLD SMALL W +\\bsansx " 𝘅 : MATHEMATICAL SANS-SERIF BOLD SMALL X +\\bsansx " 𝘅 : MATHEMATICAL SANS-SERIF BOLD SMALL X +\\bsansxi " 𝝽 : MATHEMATICAL SANS-SERIF BOLD SMALL XI +\\bsansy " 𝘆 : MATHEMATICAL SANS-SERIF BOLD SMALL Y +\\bsansz " 𝘇 : MATHEMATICAL SANS-SERIF BOLD SMALL Z +\\bsansz " 𝘇 : MATHEMATICAL SANS-SERIF BOLD SMALL Z +\\bsansze \\bsansze " : (Incomplete sequence) +\\bsanszer \\bsanszer " : (Incomplete sequence) +\\bsanszero " 𝟬 : MATHEMATICAL SANS-SERIF BOLD DIGIT ZERO +\\bsanszet \\bsanszet " : (Incomplete sequence) +\\bsanszeta " 𝝵 : MATHEMATICAL SANS-SERIF BOLD SMALL ZETA +\\bscrA " 𝓐 : MATHEMATICAL BOLD SCRIPT CAPITAL A +\\bscrB " 𝓑 : MATHEMATICAL BOLD SCRIPT CAPITAL B +\\bscrC " 𝓒 : MATHEMATICAL BOLD SCRIPT CAPITAL C +\\bscrD " 𝓓 : MATHEMATICAL BOLD SCRIPT CAPITAL D +\\bscrE " 𝓔 : MATHEMATICAL BOLD SCRIPT CAPITAL E +\\bscrF " 𝓕 : MATHEMATICAL BOLD SCRIPT CAPITAL F +\\bscrG " 𝓖 : MATHEMATICAL BOLD SCRIPT CAPITAL G +\\bscrH " 𝓗 : MATHEMATICAL BOLD SCRIPT CAPITAL H +\\bscrI " 𝓘 : MATHEMATICAL BOLD SCRIPT CAPITAL I +\\bscrJ " 𝓙 : MATHEMATICAL BOLD SCRIPT CAPITAL J +\\bscrK " 𝓚 : MATHEMATICAL BOLD SCRIPT CAPITAL K +\\bscrL " 𝓛 : MATHEMATICAL BOLD SCRIPT CAPITAL L +\\bscrM " 𝓜 : MATHEMATICAL BOLD SCRIPT CAPITAL M +\\bscrN " 𝓝 : MATHEMATICAL BOLD SCRIPT CAPITAL N +\\bscrO " 𝓞 : MATHEMATICAL BOLD SCRIPT CAPITAL O +\\bscrP " 𝓟 : MATHEMATICAL BOLD SCRIPT CAPITAL P +\\bscrQ " 𝓠 : MATHEMATICAL BOLD SCRIPT CAPITAL Q +\\bscrR " 𝓡 : MATHEMATICAL BOLD SCRIPT CAPITAL R +\\bscrS " 𝓢 : MATHEMATICAL BOLD SCRIPT CAPITAL S +\\bscrT " 𝓣 : MATHEMATICAL BOLD SCRIPT CAPITAL T +\\bscrU " 𝓤 : MATHEMATICAL BOLD SCRIPT CAPITAL U +\\bscrV " 𝓥 : MATHEMATICAL BOLD SCRIPT CAPITAL V +\\bscrW " 𝓦 : MATHEMATICAL BOLD SCRIPT CAPITAL W +\\bscrX " 𝓧 : MATHEMATICAL BOLD SCRIPT CAPITAL X +\\bscrY " 𝓨 : MATHEMATICAL BOLD SCRIPT CAPITAL Y +\\bscrZ " 𝓩 : MATHEMATICAL BOLD SCRIPT CAPITAL Z +\\bscra " 𝓪 : MATHEMATICAL BOLD SCRIPT SMALL A +\\bscrb " 𝓫 : MATHEMATICAL BOLD SCRIPT SMALL B +\\bscrc " 𝓬 : MATHEMATICAL BOLD SCRIPT SMALL C +\\bscrd " 𝓭 : MATHEMATICAL BOLD SCRIPT SMALL D +\\bscre " 𝓮 : MATHEMATICAL BOLD SCRIPT SMALL E +\\bscrf " 𝓯 : MATHEMATICAL BOLD SCRIPT SMALL F +\\bscrg " 𝓰 : MATHEMATICAL BOLD SCRIPT SMALL G +\\bscrh " 𝓱 : MATHEMATICAL BOLD SCRIPT SMALL H +\\bscri " 𝓲 : MATHEMATICAL BOLD SCRIPT SMALL I +\\bscrj " 𝓳 : MATHEMATICAL BOLD SCRIPT SMALL J +\\bscrk " 𝓴 : MATHEMATICAL BOLD SCRIPT SMALL K +\\bscrl " 𝓵 : MATHEMATICAL BOLD SCRIPT SMALL L +\\bscrm " 𝓶 : MATHEMATICAL BOLD SCRIPT SMALL M +\\bscrn " 𝓷 : MATHEMATICAL BOLD SCRIPT SMALL N +\\bscro " 𝓸 : MATHEMATICAL BOLD SCRIPT SMALL O +\\bscrp " 𝓹 : MATHEMATICAL BOLD SCRIPT SMALL P +\\bscrq " 𝓺 : MATHEMATICAL BOLD SCRIPT SMALL Q +\\bscrr " 𝓻 : MATHEMATICAL BOLD SCRIPT SMALL R +\\bscrs " 𝓼 : MATHEMATICAL BOLD SCRIPT SMALL S +\\bscrt " 𝓽 : MATHEMATICAL BOLD SCRIPT SMALL T +\\bscru " 𝓾 : MATHEMATICAL BOLD SCRIPT SMALL U +\\bscrv " 𝓿 : MATHEMATICAL BOLD SCRIPT SMALL V +\\bscrw " 𝔀 : MATHEMATICAL BOLD SCRIPT SMALL W +\\bscrx " 𝔁 : MATHEMATICAL BOLD SCRIPT SMALL X +\\bscry " 𝔂 : MATHEMATICAL BOLD SCRIPT SMALL Y +\\bscrz " 𝔃 : MATHEMATICAL BOLD SCRIPT SMALL Z +\\bsimilarleftarrow " ⭁ : REVERSE TILDE OPERATOR ABOVE LEFTWARDS ARROW +\\bsimilarrightarrow " ⭇ : REVERSE TILDE OPERATOR ABOVE RIGHTWARDS ARROW +\\bsolhsub " ⟈ : REVERSE SOLIDUS PRECEDING SUBSET +\\btdl " ɬ : LATIN SMALL LETTER L WITH BELT / LATIN SMALL LETTER L BELT +\\btimes " ⨲ : SEMIDIRECT PRODUCT WITH BOTTOM CLOSED +\\bullet " • : BULLET +\\bullseye " ◎ : BULLSEYE +\\bumpeq " ≏ : DIFFERENCE BETWEEN +\\bumpeq " ≏ : DIFFERENCE BETWEEN +\\bumpeqq " ⪮ : EQUALS SIGN WITH BUMPY ABOVE +\\c " ◌̧ : COMBINING CEDILLA / NON-SPACING CEDILLA +\\c " ◌̧ : COMBINING CEDILLA / NON-SPACING CEDILLA +\\ca \\ca " : (Incomplete sequence) +\\can \\can " : (Incomplete sequence) +\\canc \\canc " : (Incomplete sequence) +\\cance \\cance " : (Incomplete sequence) +\\cancer " ♋ : CANCER +\\cand \\cand " : (Incomplete sequence) +\\candr \\candr " : (Incomplete sequence) +\\candra " ◌̐ : COMBINING CANDRABINDU / NON-SPACING CANDRABINDU +\\cap " ∩ : INTERSECTION +\\cap " ∩ : INTERSECTION +\\capd \\capd " : (Incomplete sequence) +\\capdo \\capdo " : (Incomplete sequence) +\\capdot " ⩀ : INTERSECTION WITH DOT +\\capr \\capr " : (Incomplete sequence) +\\capri \\capri " : (Incomplete sequence) +\\capric \\capric " : (Incomplete sequence) +\\caprico \\caprico " : (Incomplete sequence) +\\capricor \\capricor " : (Incomplete sequence) +\\capricorn \\capricorn " : (Incomplete sequence) +\\capricornu \\capricornu " : (Incomplete sequence) +\\capricornus " ♑ : CAPRICORN +\\capw \\capw " : (Incomplete sequence) +\\capwe \\capwe " : (Incomplete sequence) +\\capwed \\capwed " : (Incomplete sequence) +\\capwedg \\capwedg " : (Incomplete sequence) +\\capwedge " ⩄ : INTERSECTION WITH LOGICAL AND +\\car \\car " : (Incomplete sequence) +\\carr \\carr " : (Incomplete sequence) +\\carri \\carri " : (Incomplete sequence) +\\carria \\carria " : (Incomplete sequence) +\\carriag \\carriag " : (Incomplete sequence) +\\carriage \\carriage " : (Incomplete sequence) +\\carriager \\carriager " : (Incomplete sequence) +\\carriagere \\carriagere " : (Incomplete sequence) +\\carriageret \\carriageret " : (Incomplete sequence) +\\carriageretu \\carriageretu " : (Incomplete sequence) +\\carriageretur \\carriageretur " : (Incomplete sequence) +\\carriagereturn " ↵ : DOWNWARDS ARROW WITH CORNER LEFTWARDS / DOWN ARROW WITH CORNER LEFT +\\cb \\cb " : (Incomplete sequence) +\\cbr \\cbr " : (Incomplete sequence) +\\cbrt " ∛ : CUBE ROOT +\\cd \\cd " : (Incomplete sequence) +\\cdo \\cdo " : (Incomplete sequence) +\\cdot " ⋅ : DOT OPERATOR +\\cdot " ⋅ : DOT OPERATOR +\\cdotp " · : MIDDLE DOT +\\cdots " ⋯ : MIDLINE HORIZONTAL ELLIPSIS +\\ch \\ch " : (Incomplete sequence) +\\che \\che " : (Incomplete sequence) +\\chec \\chec " : (Incomplete sequence) +\\check " ◌̌ : COMBINING CARON / NON-SPACING HACEK +\\check " ◌̌ : COMBINING CARON / NON-SPACING HACEK +\\checkm \\checkm " : (Incomplete sequence) +\\checkma \\checkma " : (Incomplete sequence) +\\checkmar \\checkmar " : (Incomplete sequence) +\\checkmark " ✓ : CHECK MARK +\\chi " χ : GREEK SMALL LETTER CHI +\\ci \\ci " : (Incomplete sequence) +\\cir \\cir " : (Incomplete sequence) +\\circ " ∘ : RING OPERATOR +\\circ " ∘ : RING OPERATOR +\\circe \\circe " : (Incomplete sequence) +\\circeq " ≗ : RING EQUAL TO +\\circl \\circl " : (Incomplete sequence) +\\circle \\circle " : (Incomplete sequence) +\\circlea \\circlea " : (Incomplete sequence) +\\circlear \\circlear " : (Incomplete sequence) +\\circlearr \\circlearr " : (Incomplete sequence) +\\circlearro \\circlearro " : (Incomplete sequence) +\\circlearrow \\circlearrow " : (Incomplete sequence) +\\circlearrowl \\circlearrowl " : (Incomplete sequence) +\\circlearrowle \\circlearrowle " : (Incomplete sequence) +\\circlearrowlef \\circlearrowlef " : (Incomplete sequence) +\\circlearrowleft " ↺ : ANTICLOCKWISE OPEN CIRCLE ARROW +\\circlearrowr \\circlearrowr " : (Incomplete sequence) +\\circlearrowri \\circlearrowri " : (Incomplete sequence) +\\circlearrowrig \\circlearrowrig " : (Incomplete sequence) +\\circlearrowrigh \\circlearrowrigh " : (Incomplete sequence) +\\circlearrowright " ↻ : CLOCKWISE OPEN CIRCLE ARROW +\\circled \\circled " : (Incomplete sequence) +\\circledR " ® : REGISTERED SIGN / REGISTERED TRADE MARK SIGN +\\circledS " Ⓢ : CIRCLED LATIN CAPITAL LETTER S +\\circleda \\circleda " : (Incomplete sequence) +\\circledas \\circledas " : (Incomplete sequence) +\\circledast " ⊛ : CIRCLED ASTERISK OPERATOR +\\circledb \\circledb " : (Incomplete sequence) +\\circledbu \\circledbu " : (Incomplete sequence) +\\circledbul \\circledbul " : (Incomplete sequence) +\\circledbull \\circledbull " : (Incomplete sequence) +\\circledbulle \\circledbulle " : (Incomplete sequence) +\\circledbullet " ⦿ : CIRCLED BULLET +\\circledc \\circledc " : (Incomplete sequence) +\\circledci \\circledci " : (Incomplete sequence) +\\circledcir \\circledcir " : (Incomplete sequence) +\\circledcirc " ⊚ : CIRCLED RING OPERATOR +\\circledd \\circledd " : (Incomplete sequence) +\\circledda \\circledda " : (Incomplete sequence) +\\circleddas \\circleddas " : (Incomplete sequence) +\\circleddash " ⊝ : CIRCLED DASH +\\circlede \\circlede " : (Incomplete sequence) +\\circledeq \\circledeq " : (Incomplete sequence) +\\circledequ \\circledequ " : (Incomplete sequence) +\\circledequa \\circledequa " : (Incomplete sequence) +\\circledequal " ⊜ : CIRCLED EQUALS +\\circledp \\circledp " : (Incomplete sequence) +\\circledpa \\circledpa " : (Incomplete sequence) +\\circledpar \\circledpar " : (Incomplete sequence) +\\circledpara \\circledpara " : (Incomplete sequence) +\\circledparal \\circledparal " : (Incomplete sequence) +\\circledparall \\circledparall " : (Incomplete sequence) +\\circledparalle \\circledparalle " : (Incomplete sequence) +\\circledparallel " ⦷ : CIRCLED PARALLEL +\\circledr \\circledr " : (Incomplete sequence) +\\circledri \\circledri " : (Incomplete sequence) +\\circledrig \\circledrig " : (Incomplete sequence) +\\circledrigh \\circledrigh " : (Incomplete sequence) +\\circledright \\circledright " : (Incomplete sequence) +\\circledrightd \\circledrightd " : (Incomplete sequence) +\\circledrightdo \\circledrightdo " : (Incomplete sequence) +\\circledrightdot " ⚆ : WHITE CIRCLE WITH DOT RIGHT +\\circleds \\circleds " : (Incomplete sequence) +\\circledst \\circledst " : (Incomplete sequence) +\\circledsta \\circledsta " : (Incomplete sequence) +\\circledstar " ✪ : CIRCLED WHITE STAR +\\circledt \\circledt " : (Incomplete sequence) +\\circledtw \\circledtw " : (Incomplete sequence) +\\circledtwo \\circledtwo " : (Incomplete sequence) +\\circledtwod \\circledtwod " : (Incomplete sequence) +\\circledtwodo \\circledtwodo " : (Incomplete sequence) +\\circledtwodot \\circledtwodot " : (Incomplete sequence) +\\circledtwodots " ⚇ : WHITE CIRCLE WITH TWO DOTS +\\circledw \\circledw " : (Incomplete sequence) +\\circledwh \\circledwh " : (Incomplete sequence) +\\circledwhi \\circledwhi " : (Incomplete sequence) +\\circledwhit \\circledwhit " : (Incomplete sequence) +\\circledwhite \\circledwhite " : (Incomplete sequence) +\\circledwhiteb \\circledwhiteb " : (Incomplete sequence) +\\circledwhitebu \\circledwhitebu " : (Incomplete sequence) +\\circledwhitebul \\circledwhitebul " : (Incomplete sequence) +\\circledwhitebull \\circledwhitebull " : (Incomplete sequence) +\\circledwhitebulle \\circledwhitebulle " : (Incomplete sequence) +\\circledwhitebullet " ⦾ : CIRCLED WHITE BULLET +\\circlel \\circlel " : (Incomplete sequence) +\\circlell \\circlell " : (Incomplete sequence) +\\circlellq \\circlellq " : (Incomplete sequence) +\\circlellqu \\circlellqu " : (Incomplete sequence) +\\circlellqua \\circlellqua " : (Incomplete sequence) +\\circlellquad " ◵ : WHITE CIRCLE WITH LOWER LEFT QUADRANT +\\circlelr \\circlelr " : (Incomplete sequence) +\\circlelrq \\circlelrq " : (Incomplete sequence) +\\circlelrqu \\circlelrqu " : (Incomplete sequence) +\\circlelrqua \\circlelrqua " : (Incomplete sequence) +\\circlelrquad " ◶ : WHITE CIRCLE WITH LOWER RIGHT QUADRANT +\\circleo \\circleo " : (Incomplete sequence) +\\circleon \\circleon " : (Incomplete sequence) +\\circleonl \\circleonl " : (Incomplete sequence) +\\circleonle \\circleonle " : (Incomplete sequence) +\\circleonlef \\circleonlef " : (Incomplete sequence) +\\circleonleft \\circleonleft " : (Incomplete sequence) +\\circleonlefta \\circleonlefta " : (Incomplete sequence) +\\circleonleftar \\circleonleftar " : (Incomplete sequence) +\\circleonleftarr \\circleonleftarr " : (Incomplete sequence) +\\circleonleftarro \\circleonleftarro " : (Incomplete sequence) +\\circleonleftarrow " ⬰ : LEFT ARROW WITH SMALL CIRCLE +\\circleonr \\circleonr " : (Incomplete sequence) +\\circleonri \\circleonri " : (Incomplete sequence) +\\circleonrig \\circleonrig " : (Incomplete sequence) +\\circleonrigh \\circleonrigh " : (Incomplete sequence) +\\circleonright \\circleonright " : (Incomplete sequence) +\\circleonrighta \\circleonrighta " : (Incomplete sequence) +\\circleonrightar \\circleonrightar " : (Incomplete sequence) +\\circleonrightarr \\circleonrightarr " : (Incomplete sequence) +\\circleonrightarro \\circleonrightarro " : (Incomplete sequence) +\\circleonrightarrow " ⇴ : RIGHT ARROW WITH SMALL CIRCLE +\\circlet \\circlet " : (Incomplete sequence) +\\circleto \\circleto " : (Incomplete sequence) +\\circletop \\circletop " : (Incomplete sequence) +\\circletoph \\circletoph " : (Incomplete sequence) +\\circletopha \\circletopha " : (Incomplete sequence) +\\circletophal \\circletophal " : (Incomplete sequence) +\\circletophalf \\circletophalf " : (Incomplete sequence) +\\circletophalfb \\circletophalfb " : (Incomplete sequence) +\\circletophalfbl \\circletophalfbl " : (Incomplete sequence) +\\circletophalfbla \\circletophalfbla " : (Incomplete sequence) +\\circletophalfblac \\circletophalfblac " : (Incomplete sequence) +\\circletophalfblack " ◓ : CIRCLE WITH UPPER HALF BLACK +\\circleu \\circleu " : (Incomplete sequence) +\\circleul \\circleul " : (Incomplete sequence) +\\circleulq \\circleulq " : (Incomplete sequence) +\\circleulqu \\circleulqu " : (Incomplete sequence) +\\circleulqua \\circleulqua " : (Incomplete sequence) +\\circleulquad " ◴ : WHITE CIRCLE WITH UPPER LEFT QUADRANT +\\circleur \\circleur " : (Incomplete sequence) +\\circleurq \\circleurq " : (Incomplete sequence) +\\circleurqu \\circleurqu " : (Incomplete sequence) +\\circleurqua \\circleurqua " : (Incomplete sequence) +\\circleurquad " ◷ : WHITE CIRCLE WITH UPPER RIGHT QUADRANT +\\circleurquad " ◷ : WHITE CIRCLE WITH UPPER RIGHT QUADRANT +\\circleurquadb \\circleurquadb " : (Incomplete sequence) +\\circleurquadbl \\circleurquadbl " : (Incomplete sequence) +\\circleurquadbla \\circleurquadbla " : (Incomplete sequence) +\\circleurquadblac \\circleurquadblac " : (Incomplete sequence) +\\circleurquadblack " ◔ : CIRCLE WITH UPPER RIGHT QUADRANT BLACK +\\circlev \\circlev " : (Incomplete sequence) +\\circleve \\circleve " : (Incomplete sequence) +\\circlever \\circlever " : (Incomplete sequence) +\\circlevert \\circlevert " : (Incomplete sequence) +\\circlevertf \\circlevertf " : (Incomplete sequence) +\\circlevertfi \\circlevertfi " : (Incomplete sequence) +\\circlevertfil \\circlevertfil " : (Incomplete sequence) +\\circlevertfill " ◍ : CIRCLE WITH VERTICAL FILL +\\cirf \\cirf " : (Incomplete sequence) +\\cirfb " ◒ : CIRCLE WITH LOWER HALF BLACK +\\cirfl " ◐ : CIRCLE WITH LEFT HALF BLACK +\\cirfn \\cirfn " : (Incomplete sequence) +\\cirfni \\cirfni " : (Incomplete sequence) +\\cirfnin \\cirfnin " : (Incomplete sequence) +\\cirfnint " ⨐ : CIRCULATION FUNCTION +\\cirfr " ◑ : CIRCLE WITH RIGHT HALF BLACK +\\cl \\cl " : (Incomplete sequence) +\\clo \\clo " : (Incomplete sequence) +\\cloc \\cloc " : (Incomplete sequence) +\\clock \\clock " : (Incomplete sequence) +\\clocko \\clocko " : (Incomplete sequence) +\\clockoi \\clockoi " : (Incomplete sequence) +\\clockoin \\clockoin " : (Incomplete sequence) +\\clockoint " ⨏ : INTEGRAL AVERAGE WITH SLASH +\\clom \\clom " : (Incomplete sequence) +\\clome \\clome " : (Incomplete sequence) +\\clomeg " ɷ : LATIN SMALL LETTER CLOSED OMEGA +\\clos \\clos " : (Incomplete sequence) +\\close \\close " : (Incomplete sequence) +\\closed \\closed " : (Incomplete sequence) +\\closedv \\closedv " : (Incomplete sequence) +\\closedva \\closedva " : (Incomplete sequence) +\\closedvar \\closedvar " : (Incomplete sequence) +\\closedvarc \\closedvarc " : (Incomplete sequence) +\\closedvarca \\closedvarca " : (Incomplete sequence) +\\closedvarcap " ⩍ : CLOSED INTERSECTION WITH SERIFS +\\closedvarcu \\closedvarcu " : (Incomplete sequence) +\\closedvarcup " ⩌ : CLOSED UNION WITH SERIFS +\\closedvarcup " ⩌ : CLOSED UNION WITH SERIFS +\\closedvarcups \\closedvarcups " : (Incomplete sequence) +\\closedvarcupsm \\closedvarcupsm " : (Incomplete sequence) +\\closedvarcupsma \\closedvarcupsma " : (Incomplete sequence) +\\closedvarcupsmas \\closedvarcupsmas " : (Incomplete sequence) +\\closedvarcupsmash \\closedvarcupsmash " : (Incomplete sequence) +\\closedvarcupsmashp \\closedvarcupsmashp " : (Incomplete sequence) +\\closedvarcupsmashpr \\closedvarcupsmashpr " : (Incomplete sequence) +\\closedvarcupsmashpro \\closedvarcupsmashpro " : (Incomplete sequence) +\\closedvarcupsmashprod " ⩐ : CLOSED UNION WITH SERIFS AND SMASH PRODUCT +\\clu \\clu " : (Incomplete sequence) +\\club \\club " : (Incomplete sequence) +\\clubs \\clubs " : (Incomplete sequence) +\\clubsu \\clubsu " : (Incomplete sequence) +\\clubsui \\clubsui " : (Incomplete sequence) +\\clubsuit " ♣ : BLACK CLUB SUIT +\\clw \\clw " : (Incomplete sequence) +\\clwi \\clwi " : (Incomplete sequence) +\\clwin \\clwin " : (Incomplete sequence) +\\clwint \\clwint " : (Incomplete sequence) +\\clwinte \\clwinte " : (Incomplete sequence) +\\clwinteg \\clwinteg " : (Incomplete sequence) +\\clwintegr \\clwintegr " : (Incomplete sequence) +\\clwintegra \\clwintegra " : (Incomplete sequence) +\\clwintegral " ∱ : CLOCKWISE INTEGRAL +\\co \\co " : (Incomplete sequence) +\\col \\col " : (Incomplete sequence) +\\colo \\colo " : (Incomplete sequence) +\\colon \\colon " : (Incomplete sequence) +\\colone \\colone " : (Incomplete sequence) +\\coloneq " ≔ : COLON EQUALS / COLON EQUAL +\\com \\com " : (Incomplete sequence) +\\comm \\comm " : (Incomplete sequence) +\\comma \\comma " : (Incomplete sequence) +\\commam \\commam " : (Incomplete sequence) +\\commami \\commami " : (Incomplete sequence) +\\commamin \\commamin " : (Incomplete sequence) +\\commaminu \\commaminu " : (Incomplete sequence) +\\commaminus " ⨩ : MINUS SIGN WITH COMMA ABOVE +\\comp \\comp " : (Incomplete sequence) +\\compl \\compl " : (Incomplete sequence) +\\comple \\comple " : (Incomplete sequence) +\\complem \\complem " : (Incomplete sequence) +\\compleme \\compleme " : (Incomplete sequence) +\\complemen \\complemen " : (Incomplete sequence) +\\complement " ∁ : COMPLEMENT +\\con \\con " : (Incomplete sequence) +\\cong " ≅ : APPROXIMATELY EQUAL TO +\\cong " ≅ : APPROXIMATELY EQUAL TO +\\congd \\congd " : (Incomplete sequence) +\\congdo \\congdo " : (Incomplete sequence) +\\congdot " ⩭ : CONGRUENT WITH DOT ABOVE +\\coni \\coni " : (Incomplete sequence) +\\conic \\conic " : (Incomplete sequence) +\\conict \\conict " : (Incomplete sequence) +\\conicta \\conicta " : (Incomplete sequence) +\\conictap \\conictap " : (Incomplete sequence) +\\conictape \\conictape " : (Incomplete sequence) +\\conictaper " ⌲ : CONICAL TAPER +\\conj \\conj " : (Incomplete sequence) +\\conjq \\conjq " : (Incomplete sequence) +\\conjqu \\conjqu " : (Incomplete sequence) +\\conjqua \\conjqua " : (Incomplete sequence) +\\conjquan \\conjquan " : (Incomplete sequence) +\\conjquant " ⨇ : TWO LOGICAL AND OPERATOR +\\cop \\cop " : (Incomplete sequence) +\\copr \\copr " : (Incomplete sequence) +\\copro \\copro " : (Incomplete sequence) +\\coprod " ∐ : N-ARY COPRODUCT +\\copy \\copy " : (Incomplete sequence) +\\copyr \\copyr " : (Incomplete sequence) +\\copyri \\copyri " : (Incomplete sequence) +\\copyrig \\copyrig " : (Incomplete sequence) +\\copyrigh \\copyrigh " : (Incomplete sequence) +\\copyright " © : COPYRIGHT SIGN +\\cs \\cs " : (Incomplete sequence) +\\csu \\csu " : (Incomplete sequence) +\\csub " ⫏ : CLOSED SUBSET +\\csub " ⫏ : CLOSED SUBSET +\\csube " ⫑ : CLOSED SUBSET OR EQUAL TO +\\csup " ⫐ : CLOSED SUPERSET +\\csup " ⫐ : CLOSED SUPERSET +\\csupe " ⫒ : CLOSED SUPERSET OR EQUAL TO +\\cu \\cu " : (Incomplete sequence) +\\cup " ∪ : UNION +\\cup " ∪ : UNION +\\cupd \\cupd " : (Incomplete sequence) +\\cupdo \\cupdo " : (Incomplete sequence) +\\cupdot " ⊍ : MULTISET MULTIPLICATION +\\cupv \\cupv " : (Incomplete sequence) +\\cupve \\cupve " : (Incomplete sequence) +\\cupvee " ⩅ : UNION WITH LOGICAL OR +\\cur \\cur " : (Incomplete sequence) +\\curl \\curl " : (Incomplete sequence) +\\curly \\curly " : (Incomplete sequence) +\\curlye \\curlye " : (Incomplete sequence) +\\curlyeq \\curlyeq " : (Incomplete sequence) +\\curlyeqp \\curlyeqp " : (Incomplete sequence) +\\curlyeqpr \\curlyeqpr " : (Incomplete sequence) +\\curlyeqpre \\curlyeqpre " : (Incomplete sequence) +\\curlyeqprec " ⋞ : EQUAL TO OR PRECEDES +\\curlyeqs \\curlyeqs " : (Incomplete sequence) +\\curlyeqsu \\curlyeqsu " : (Incomplete sequence) +\\curlyeqsuc \\curlyeqsuc " : (Incomplete sequence) +\\curlyeqsucc " ⋟ : EQUAL TO OR SUCCEEDS +\\curlyv \\curlyv " : (Incomplete sequence) +\\curlyve \\curlyve " : (Incomplete sequence) +\\curlyvee " ⋎ : CURLY LOGICAL OR +\\curlyw \\curlyw " : (Incomplete sequence) +\\curlywe \\curlywe " : (Incomplete sequence) +\\curlywed \\curlywed " : (Incomplete sequence) +\\curlywedg \\curlywedg " : (Incomplete sequence) +\\curlywedge " ⋏ : CURLY LOGICAL AND +\\curv \\curv " : (Incomplete sequence) +\\curve \\curve " : (Incomplete sequence) +\\curvea \\curvea " : (Incomplete sequence) +\\curvear \\curvear " : (Incomplete sequence) +\\curvearr \\curvearr " : (Incomplete sequence) +\\curvearro \\curvearro " : (Incomplete sequence) +\\curvearrow \\curvearrow " : (Incomplete sequence) +\\curvearrowl \\curvearrowl " : (Incomplete sequence) +\\curvearrowle \\curvearrowle " : (Incomplete sequence) +\\curvearrowlef \\curvearrowlef " : (Incomplete sequence) +\\curvearrowleft " ↶ : ANTICLOCKWISE TOP SEMICIRCLE ARROW +\\curvearrowr \\curvearrowr " : (Incomplete sequence) +\\curvearrowri \\curvearrowri " : (Incomplete sequence) +\\curvearrowrig \\curvearrowrig " : (Incomplete sequence) +\\curvearrowrigh \\curvearrowrigh " : (Incomplete sequence) +\\curvearrowright " ↷ : CLOCKWISE TOP SEMICIRCLE ARROW +\\dagger " † : DAGGER +\\daleth " ℸ : DALET SYMBOL / FOURTH TRANSFINITE CARDINAL +\\danger " ☡ : CAUTION SIGN +\\dashV " ⫣ : DOUBLE VERTICAL BAR LEFT TURNSTILE +\\dashleftharpoondown " ⥫ : LEFTWARDS HARPOON WITH BARB DOWN BELOW LONG DASH +\\dashrightharpoondown " ⥭ : RIGHTWARDS HARPOON WITH BARB DOWN BELOW LONG DASH +\\dashv " ⊣ : LEFT TACK +\\dbkarow " ⤏ : RIGHTWARDS TRIPLE DASH ARROW +\\dblarrowupdown " ⇅ : UPWARDS ARROW LEFTWARDS OF DOWNWARDS ARROW / UP ARROW LEFT OF DOWN ARROW +\\ddagger " ‡ : DOUBLE DAGGER +\\ddddot " ◌⃜ : COMBINING FOUR DOTS ABOVE / NON-SPACING FOUR DOTS ABOVE +\\dddot " ◌⃛ : COMBINING THREE DOTS ABOVE / NON-SPACING THREE DOTS ABOVE +\\ddfnc " ⦙ : DOTTED FENCE +\\ddot " ◌̈ : COMBINING DIAERESIS / NON-SPACING DIAERESIS +\\ddot " ◌̈ : COMBINING DIAERESIS / NON-SPACING DIAERESIS +\\ddots " ⋱ : DOWN RIGHT DIAGONAL ELLIPSIS +\\ddots " ⋱ : DOWN RIGHT DIAGONAL ELLIPSIS +\\ddotse \\ddotse " : (Incomplete sequence) +\\ddotseq " ⩷ : EQUALS SIGN WITH TWO DOTS ABOVE AND TWO DOTS BELOW +\\defas " ⧋ : TRIANGLE WITH UNDERBAR +\\degree " ° : DEGREE SIGN +\\del " ∇ : NABLA +\\del " ∇ : NABLA +\\delt \\delt " : (Incomplete sequence) +\\delta " δ : GREEK SMALL LETTER DELTA +\\dh " ð : LATIN SMALL LETTER ETH +\\diagdown " ╲ : BOX DRAWINGS LIGHT DIAGONAL UPPER LEFT TO LOWER RIGHT / FORMS LIGHT DIAGONAL UPPER LEFT TO LOWER RIGHT +\\diagup " ╱ : BOX DRAWINGS LIGHT DIAGONAL UPPER RIGHT TO LOWER LEFT / FORMS LIGHT DIAGONAL UPPER RIGHT TO LOWER LEFT +\\diameter " ⌀ : DIAMETER SIGN +\\diamond " ⋄ : DIAMOND OPERATOR +\\diamond " ⋄ : DIAMOND OPERATOR +\\diamondb \\diamondb " : (Incomplete sequence) +\\diamondbo \\diamondbo " : (Incomplete sequence) +\\diamondbot \\diamondbot " : (Incomplete sequence) +\\diamondbotb \\diamondbotb " : (Incomplete sequence) +\\diamondbotbl \\diamondbotbl " : (Incomplete sequence) +\\diamondbotbla \\diamondbotbla " : (Incomplete sequence) +\\diamondbotblac \\diamondbotblac " : (Incomplete sequence) +\\diamondbotblack " ⬙ : DIAMOND WITH BOTTOM HALF BLACK +\\diamondl \\diamondl " : (Incomplete sequence) +\\diamondle \\diamondle " : (Incomplete sequence) +\\diamondlef \\diamondlef " : (Incomplete sequence) +\\diamondleft \\diamondleft " : (Incomplete sequence) +\\diamondlefta \\diamondlefta " : (Incomplete sequence) +\\diamondleftar \\diamondleftar " : (Incomplete sequence) +\\diamondleftarr \\diamondleftarr " : (Incomplete sequence) +\\diamondleftarro \\diamondleftarro " : (Incomplete sequence) +\\diamondleftarrow " ⤝ : LEFTWARDS ARROW TO BLACK DIAMOND +\\diamondleftarrow " ⤝ : LEFTWARDS ARROW TO BLACK DIAMOND +\\diamondleftarrowb \\diamondleftarrowb " : (Incomplete sequence) +\\diamondleftarrowba \\diamondleftarrowba " : (Incomplete sequence) +\\diamondleftarrowbar " ⤟ : LEFTWARDS ARROW FROM BAR TO BLACK DIAMOND +\\diamondleftb \\diamondleftb " : (Incomplete sequence) +\\diamondleftbl \\diamondleftbl " : (Incomplete sequence) +\\diamondleftbla \\diamondleftbla " : (Incomplete sequence) +\\diamondleftblac \\diamondleftblac " : (Incomplete sequence) +\\diamondleftblack " ⬖ : DIAMOND WITH LEFT HALF BLACK +\\diamondr \\diamondr " : (Incomplete sequence) +\\diamondri \\diamondri " : (Incomplete sequence) +\\diamondrig \\diamondrig " : (Incomplete sequence) +\\diamondrigh \\diamondrigh " : (Incomplete sequence) +\\diamondright \\diamondright " : (Incomplete sequence) +\\diamondrightb \\diamondrightb " : (Incomplete sequence) +\\diamondrightbl \\diamondrightbl " : (Incomplete sequence) +\\diamondrightbla \\diamondrightbla " : (Incomplete sequence) +\\diamondrightblac \\diamondrightblac " : (Incomplete sequence) +\\diamondrightblack " ⬗ : DIAMOND WITH RIGHT HALF BLACK +\\diamonds \\diamonds " : (Incomplete sequence) +\\diamondsu \\diamondsu " : (Incomplete sequence) +\\diamondsui \\diamondsui " : (Incomplete sequence) +\\diamondsuit " ♢ : WHITE DIAMOND SUIT +\\diamondt \\diamondt " : (Incomplete sequence) +\\diamondto \\diamondto " : (Incomplete sequence) +\\diamondtop \\diamondtop " : (Incomplete sequence) +\\diamondtopb \\diamondtopb " : (Incomplete sequence) +\\diamondtopbl \\diamondtopbl " : (Incomplete sequence) +\\diamondtopbla \\diamondtopbla " : (Incomplete sequence) +\\diamondtopblac \\diamondtopblac " : (Incomplete sequence) +\\diamondtopblack " ⬘ : DIAMOND WITH TOP HALF BLACK +\\dicei " ⚀ : DIE FACE-1 +\\dicei " ⚀ : DIE FACE-1 +\\diceii " ⚁ : DIE FACE-2 +\\diceii " ⚁ : DIE FACE-2 +\\diceiii " ⚂ : DIE FACE-3 +\\diceiv " ⚃ : DIE FACE-4 +\\dicev " ⚄ : DIE FACE-5 +\\dicev " ⚄ : DIE FACE-5 +\\dicevi " ⚅ : DIE FACE-6 +\\digamma " ϝ : GREEK SMALL LETTER DIGAMMA +\\dingasterisk " ✽ : HEAVY TEARDROP-SPOKED ASTERISK +\\disin " ⋲ : ELEMENT OF WITH LONG HORIZONTAL STROKE +\\disjquant " ⨈ : TWO LOGICAL OR OPERATOR +\\div " ÷ : DIVISION SIGN +\\div " ÷ : DIVISION SIGN +\\divi \\divi " : (Incomplete sequence) +\\divid \\divid " : (Incomplete sequence) +\\divide \\divide " : (Incomplete sequence) +\\divideo \\divideo " : (Incomplete sequence) +\\divideon \\divideon " : (Incomplete sequence) +\\divideont \\divideont " : (Incomplete sequence) +\\divideonti \\divideonti " : (Incomplete sequence) +\\divideontim \\divideontim " : (Incomplete sequence) +\\divideontime \\divideontime " : (Incomplete sequence) +\\divideontimes " ⋇ : DIVISION TIMES +\\dj " đ : LATIN SMALL LETTER D WITH STROKE / LATIN SMALL LETTER D BAR +\\dlcorn " ⎣ : LEFT SQUARE BRACKET LOWER CORNER +\\dot " ◌̇ : COMBINING DOT ABOVE / NON-SPACING DOT ABOVE +\\dot " ◌̇ : COMBINING DOT ABOVE / NON-SPACING DOT ABOVE +\\dote \\dote " : (Incomplete sequence) +\\doteq " ≐ : APPROACHES THE LIMIT +\\doteq " ≐ : APPROACHES THE LIMIT +\\dotequ \\dotequ " : (Incomplete sequence) +\\dotequi \\dotequi " : (Incomplete sequence) +\\dotequiv " ⩧ : IDENTICAL WITH DOT ABOVE +\\dotm \\dotm " : (Incomplete sequence) +\\dotmi \\dotmi " : (Incomplete sequence) +\\dotmin \\dotmin " : (Incomplete sequence) +\\dotminu \\dotminu " : (Incomplete sequence) +\\dotminus " ∸ : DOT MINUS +\\dotp \\dotp " : (Incomplete sequence) +\\dotpl \\dotpl " : (Incomplete sequence) +\\dotplu \\dotplu " : (Incomplete sequence) +\\dotplus " ∔ : DOT PLUS +\\dots " … : HORIZONTAL ELLIPSIS +\\dots " … : HORIZONTAL ELLIPSIS +\\dotsi \\dotsi " : (Incomplete sequence) +\\dotsim " ⩪ : TILDE OPERATOR WITH DOT ABOVE +\\dotsm \\dotsm " : (Incomplete sequence) +\\dotsmi \\dotsmi " : (Incomplete sequence) +\\dotsmin \\dotsmin " : (Incomplete sequence) +\\dotsminu \\dotsminu " : (Incomplete sequence) +\\dotsminus \\dotsminus " : (Incomplete sequence) +\\dotsminusd \\dotsminusd " : (Incomplete sequence) +\\dotsminusdo \\dotsminusdo " : (Incomplete sequence) +\\dotsminusdot \\dotsminusdot " : (Incomplete sequence) +\\dotsminusdots " ∺ : GEOMETRIC PROPORTION +\\dott \\dott " : (Incomplete sequence) +\\dotte \\dotte " : (Incomplete sequence) +\\dotted \\dotted " : (Incomplete sequence) +\\dottedc \\dottedc " : (Incomplete sequence) +\\dottedci \\dottedci " : (Incomplete sequence) +\\dottedcir \\dottedcir " : (Incomplete sequence) +\\dottedcirc \\dottedcirc " : (Incomplete sequence) +\\dottedcircl \\dottedcircl " : (Incomplete sequence) +\\dottedcircle " ◌ : DOTTED CIRCLE +\\dotteds \\dotteds " : (Incomplete sequence) +\\dottedsq \\dottedsq " : (Incomplete sequence) +\\dottedsqu \\dottedsqu " : (Incomplete sequence) +\\dottedsqua \\dottedsqua " : (Incomplete sequence) +\\dottedsquar \\dottedsquar " : (Incomplete sequence) +\\dottedsquare " ⬚ : DOTTED SQUARE +\\dotti \\dotti " : (Incomplete sequence) +\\dottim \\dottim " : (Incomplete sequence) +\\dottime \\dottime " : (Incomplete sequence) +\\dottimes " ⨰ : MULTIPLICATION SIGN WITH DOT ABOVE +\\doublebarvee " ⩢ : LOGICAL OR WITH DOUBLE OVERBAR +\\doublepipe " ǂ : LATIN LETTER ALVEOLAR CLICK / LATIN LETTER PIPE DOUBLE BAR +\\doubleplus " ⧺ : DOUBLE PLUS +\\downarrow " ↓ : DOWNWARDS ARROW / DOWN ARROW +\\downarrow " ↓ : DOWNWARDS ARROW / DOWN ARROW +\\downarrowb \\downarrowb " : (Incomplete sequence) +\\downarrowba \\downarrowba " : (Incomplete sequence) +\\downarrowbar \\downarrowbar " : (Incomplete sequence) +\\downarrowbarr \\downarrowbarr " : (Incomplete sequence) +\\downarrowbarre \\downarrowbarre " : (Incomplete sequence) +\\downarrowbarred " ⤈ : DOWNWARDS ARROW WITH HORIZONTAL STROKE +\\downdasharrow " ⇣ : DOWNWARDS DASHED ARROW / DOWN DASHED ARROW +\\downdownarrows " ⇊ : DOWNWARDS PAIRED ARROWS / DOWN PAIRED ARROWS +\\downharpoonleft " ⇃ : DOWNWARDS HARPOON WITH BARB LEFTWARDS / DOWN HARPOON WITH BARB LEFT +\\downharpoonright " ⇂ : DOWNWARDS HARPOON WITH BARB RIGHTWARDS / DOWN HARPOON WITH BARB RIGHT +\\downharpoonsleftright " ⥥ : DOWNWARDS HARPOON WITH BARB LEFT BESIDE DOWNWARDS HARPOON WITH BARB RIGHT +\\downwhitearrow " ⇩ : DOWNWARDS WHITE ARROW / WHITE DOWN ARROW +\\downzigzagarrow " ↯ : DOWNWARDS ZIGZAG ARROW / DOWN ZIGZAG ARROW +\\draftingarrow " ➛ : DRAFTING POINT RIGHTWARDS ARROW / DRAFTING POINT RIGHT ARROW +\\drbkarrow " ⤐ : RIGHTWARDS TWO-HEADED TRIPLE DASH ARROW +\\droang " ◌̚ : COMBINING LEFT ANGLE ABOVE / NON-SPACING LEFT ANGLE ABOVE +\\dshfnc " ┆ : BOX DRAWINGS LIGHT TRIPLE DASH VERTICAL / FORMS LIGHT TRIPLE DASH VERTICAL +\\dsol " ⧶ : SOLIDUS WITH OVERBAR +\\dualmap " ⧟ : DOUBLE-ENDED MULTIMAP +\\dyogh " ʤ : LATIN SMALL LETTER DEZH DIGRAPH / LATIN SMALL LETTER D YOGH +\\egsdot " ⪘ : SLANTED EQUAL TO OR GREATER-THAN WITH DOT INSIDE +\\eighthnote " ♪ : EIGHTH NOTE +\\elinters " ⏧ : ELECTRICAL INTERSECTION +\\ell " ℓ : SCRIPT SMALL L +\\elsdot " ⪗ : SLANTED EQUAL TO OR LESS-THAN WITH DOT INSIDE +\\emdash " — : EM DASH +\\emptyset " ∅ : EMPTY SET +\\emptyset " ∅ : EMPTY SET +\\emptyseto \\emptyseto " : (Incomplete sequence) +\\emptysetoa \\emptysetoa " : (Incomplete sequence) +\\emptysetoar \\emptysetoar " : (Incomplete sequence) +\\emptysetoarr " ⦳ : EMPTY SET WITH RIGHT ARROW ABOVE +\\emptysetoarr " ⦳ : EMPTY SET WITH RIGHT ARROW ABOVE +\\emptysetoarrl " ⦴ : EMPTY SET WITH LEFT ARROW ABOVE +\\emptysetob \\emptysetob " : (Incomplete sequence) +\\emptysetoba \\emptysetoba " : (Incomplete sequence) +\\emptysetobar " ⦱ : EMPTY SET WITH OVERBAR +\\emptysetoc \\emptysetoc " : (Incomplete sequence) +\\emptysetoci \\emptysetoci " : (Incomplete sequence) +\\emptysetocir \\emptysetocir " : (Incomplete sequence) +\\emptysetocirc " ⦲ : EMPTY SET WITH SMALL CIRCLE ABOVE +\\enclosecircle " ◌⃝ : COMBINING ENCLOSING CIRCLE / ENCLOSING CIRCLE +\\enclosediamond " ◌⃟ : COMBINING ENCLOSING DIAMOND / ENCLOSING DIAMOND +\\enclosesquare " ◌⃞ : COMBINING ENCLOSING SQUARE / ENCLOSING SQUARE +\\enclosetriangle " ◌⃤ : COMBINING ENCLOSING UPWARD POINTING TRIANGLE +\\endash " – : EN DASH +\\enspace "   : EN SPACE +\\eparsl " ⧣ : EQUALS SIGN AND SLANTED PARALLEL +\\epsilon " ϵ : GREEK LUNATE EPSILON SYMBOL +\\eqcirc " ≖ : RING IN EQUAL TO +\\eqcolon " ≕ : EQUALS COLON / EQUAL COLON +\\eqdef " ≝ : EQUAL TO BY DEFINITION +\\eqdot " ⩦ : EQUALS SIGN WITH DOT BELOW +\\eqeqeq " ⩶ : THREE CONSECUTIVE EQUALS SIGNS +\\eqgtr " ⋝ : EQUAL TO OR GREATER-THAN / EQUAL TO OR GREATER THAN +\\eqless " ⋜ : EQUAL TO OR LESS-THAN / EQUAL TO OR LESS THAN +\\eqqgtr " ⪚ : DOUBLE-LINE EQUAL TO OR GREATER-THAN +\\eqqless " ⪙ : DOUBLE-LINE EQUAL TO OR LESS-THAN +\\eqqplus " ⩱ : EQUALS SIGN ABOVE PLUS SIGN +\\eqqsim " ⩳ : EQUALS SIGN ABOVE TILDE OPERATOR +\\eqqslantgtr " ⪜ : DOUBLE-LINE SLANTED EQUAL TO OR GREATER-THAN +\\eqqslantless " ⪛ : DOUBLE-LINE SLANTED EQUAL TO OR LESS-THAN +\\eqsim " ≂ : MINUS TILDE +\\eqslantgtr " ⪖ : SLANTED EQUAL TO OR GREATER-THAN +\\eqslantless " ⪕ : SLANTED EQUAL TO OR LESS-THAN +\\equalleftarrow " ⭀ : EQUALS SIGN ABOVE LEFTWARDS ARROW +\\equalparallel " ⋕ : EQUAL AND PARALLEL TO +\\equiv " ≡ : IDENTICAL TO +\\equiv " ≡ : IDENTICAL TO +\\equivD \\equivD " : (Incomplete sequence) +\\equivDD " ⩸ : EQUIVALENT WITH FOUR DOTS ABOVE +\\eqvparsl " ⧥ : IDENTICAL TO AND SLANTED PARALLEL +\\esh " ʃ : LATIN SMALL LETTER ESH +\\eta " η : GREEK SMALL LETTER ETA +\\eth " ð : LATIN SMALL LETTER ETH +\\euler " ℯ : SCRIPT SMALL E +\\euler " ℯ : SCRIPT SMALL E +\\eulerm \\eulerm " : (Incomplete sequence) +\\eulerma \\eulerma " : (Incomplete sequence) +\\eulermas \\eulermas " : (Incomplete sequence) +\\eulermasc \\eulermasc " : (Incomplete sequence) +\\eulermasch \\eulermasch " : (Incomplete sequence) +\\eulermasche \\eulermasche " : (Incomplete sequence) +\\eulermascher \\eulermascher " : (Incomplete sequence) +\\eulermaschero \\eulermaschero " : (Incomplete sequence) +\\eulermascheron \\eulermascheron " : (Incomplete sequence) +\\eulermascheroni " ℇ : EULER CONSTANT / EULERS +\\euro " € : EURO SIGN +\\exclamdown " ¡ : INVERTED EXCLAMATION MARK +\\exists " ∃ : THERE EXISTS +\\fallingdotseq " ≒ : APPROXIMATELY EQUAL TO OR THE IMAGE OF +\\fdiagovnearrow " ⤯ : FALLING DIAGONAL CROSSING NORTH EAST ARROW +\\fdiagovrdiag " ⤬ : FALLING DIAGONAL CROSSING RISING DIAGONAL +\\female " ♀ : FEMALE SIGN +\\fhr " ɾ : LATIN SMALL LETTER R WITH FISHHOOK / LATIN SMALL LETTER FISHHOOK R +\\fisheye " ◉ : FISHEYE +\\flat " ♭ : MUSIC FLAT SIGN / FLAT +\\fltns " ⏥ : FLATNESS +\\forall " ∀ : FOR ALL +\\forks " ⫝̸ : FORKING +\\forks " ⫝̸ : FORKING +\\forksn \\forksn " : (Incomplete sequence) +\\forksno \\forksno " : (Incomplete sequence) +\\forksnot " ⫝ : NONFORKING +\\forkv " ⫙ : ELEMENT OF OPENING DOWNWARDS +\\fourthroot " ∜ : FOURTH ROOT +\\frakA " 𝔄 : MATHEMATICAL FRAKTUR CAPITAL A +\\frakB " 𝔅 : MATHEMATICAL FRAKTUR CAPITAL B +\\frakC " ℭ : BLACK-LETTER CAPITAL C / BLACK-LETTER C +\\frakD " 𝔇 : MATHEMATICAL FRAKTUR CAPITAL D +\\frakE " 𝔈 : MATHEMATICAL FRAKTUR CAPITAL E +\\frakF " 𝔉 : MATHEMATICAL FRAKTUR CAPITAL F +\\frakG " 𝔊 : MATHEMATICAL FRAKTUR CAPITAL G +\\frakH " ℌ : BLACK-LETTER CAPITAL H / BLACK-LETTER H +\\frakJ " 𝔍 : MATHEMATICAL FRAKTUR CAPITAL J +\\frakK " 𝔎 : MATHEMATICAL FRAKTUR CAPITAL K +\\frakL " 𝔏 : MATHEMATICAL FRAKTUR CAPITAL L +\\frakM " 𝔐 : MATHEMATICAL FRAKTUR CAPITAL M +\\frakN " 𝔑 : MATHEMATICAL FRAKTUR CAPITAL N +\\frakO " 𝔒 : MATHEMATICAL FRAKTUR CAPITAL O +\\frakP " 𝔓 : MATHEMATICAL FRAKTUR CAPITAL P +\\frakQ " 𝔔 : MATHEMATICAL FRAKTUR CAPITAL Q +\\frakS " 𝔖 : MATHEMATICAL FRAKTUR CAPITAL S +\\frakT " 𝔗 : MATHEMATICAL FRAKTUR CAPITAL T +\\frakU " 𝔘 : MATHEMATICAL FRAKTUR CAPITAL U +\\frakV " 𝔙 : MATHEMATICAL FRAKTUR CAPITAL V +\\frakW " 𝔚 : MATHEMATICAL FRAKTUR CAPITAL W +\\frakX " 𝔛 : MATHEMATICAL FRAKTUR CAPITAL X +\\frakY " 𝔜 : MATHEMATICAL FRAKTUR CAPITAL Y +\\frakZ " ℨ : BLACK-LETTER CAPITAL Z / BLACK-LETTER Z +\\fraka " 𝔞 : MATHEMATICAL FRAKTUR SMALL A +\\frakb " 𝔟 : MATHEMATICAL FRAKTUR SMALL B +\\frakc " 𝔠 : MATHEMATICAL FRAKTUR SMALL C +\\frakd " 𝔡 : MATHEMATICAL FRAKTUR SMALL D +\\frake " 𝔢 : MATHEMATICAL FRAKTUR SMALL E +\\frakf " 𝔣 : MATHEMATICAL FRAKTUR SMALL F +\\frakg " 𝔤 : MATHEMATICAL FRAKTUR SMALL G +\\frakh " 𝔥 : MATHEMATICAL FRAKTUR SMALL H +\\fraki " 𝔦 : MATHEMATICAL FRAKTUR SMALL I +\\frakj " 𝔧 : MATHEMATICAL FRAKTUR SMALL J +\\frakk " 𝔨 : MATHEMATICAL FRAKTUR SMALL K +\\frakl " 𝔩 : MATHEMATICAL FRAKTUR SMALL L +\\frakm " 𝔪 : MATHEMATICAL FRAKTUR SMALL M +\\frakn " 𝔫 : MATHEMATICAL FRAKTUR SMALL N +\\frako " 𝔬 : MATHEMATICAL FRAKTUR SMALL O +\\frakp " 𝔭 : MATHEMATICAL FRAKTUR SMALL P +\\frakq " 𝔮 : MATHEMATICAL FRAKTUR SMALL Q +\\frakr " 𝔯 : MATHEMATICAL FRAKTUR SMALL R +\\fraks " 𝔰 : MATHEMATICAL FRAKTUR SMALL S +\\frakt " 𝔱 : MATHEMATICAL FRAKTUR SMALL T +\\fraku " 𝔲 : MATHEMATICAL FRAKTUR SMALL U +\\frakv " 𝔳 : MATHEMATICAL FRAKTUR SMALL V +\\frakw " 𝔴 : MATHEMATICAL FRAKTUR SMALL W +\\frakx " 𝔵 : MATHEMATICAL FRAKTUR SMALL X +\\fraky " 𝔶 : MATHEMATICAL FRAKTUR SMALL Y +\\frakz " 𝔷 : MATHEMATICAL FRAKTUR SMALL Z +\\frown " ⌢ : FROWN +\\fullouterjoin " ⟗ : FULL OUTER JOIN +\\gamma " γ : GREEK SMALL LETTER GAMMA +\\ge " ≥ : GREATER-THAN OR EQUAL TO / GREATER THAN OR EQUAL TO +\\ge " ≥ : GREATER-THAN OR EQUAL TO / GREATER THAN OR EQUAL TO +\\gem \\gem " : (Incomplete sequence) +\\gemi \\gemi " : (Incomplete sequence) +\\gemin \\gemin " : (Incomplete sequence) +\\gemini " ♊ : GEMINI +\\geq \\geq " : (Incomplete sequence) +\\geqq " ≧ : GREATER-THAN OVER EQUAL TO / GREATER THAN OVER EQUAL TO +\\geqq " ≧ : GREATER-THAN OVER EQUAL TO / GREATER THAN OVER EQUAL TO +\\geqqs \\geqqs " : (Incomplete sequence) +\\geqqsl \\geqqsl " : (Incomplete sequence) +\\geqqsla \\geqqsla " : (Incomplete sequence) +\\geqqslan \\geqqslan " : (Incomplete sequence) +\\geqqslant " ⫺ : DOUBLE-LINE SLANTED GREATER-THAN OR EQUAL TO +\\geqs \\geqs " : (Incomplete sequence) +\\geqsl \\geqsl " : (Incomplete sequence) +\\geqsla \\geqsla " : (Incomplete sequence) +\\geqslan \\geqslan " : (Incomplete sequence) +\\geqslant " ⩾ : GREATER-THAN OR SLANTED EQUAL TO +\\ges \\ges " : (Incomplete sequence) +\\gesc \\gesc " : (Incomplete sequence) +\\gescc " ⪩ : GREATER-THAN CLOSED BY CURVE ABOVE SLANTED EQUAL +\\gesd \\gesd " : (Incomplete sequence) +\\gesdo \\gesdo " : (Incomplete sequence) +\\gesdot " ⪀ : GREATER-THAN OR SLANTED EQUAL TO WITH DOT INSIDE +\\gesdot " ⪀ : GREATER-THAN OR SLANTED EQUAL TO WITH DOT INSIDE +\\gesdoto " ⪂ : GREATER-THAN OR SLANTED EQUAL TO WITH DOT ABOVE +\\gesdoto " ⪂ : GREATER-THAN OR SLANTED EQUAL TO WITH DOT ABOVE +\\gesdotol " ⪄ : GREATER-THAN OR SLANTED EQUAL TO WITH DOT ABOVE LEFT +\\gesl \\gesl " : (Incomplete sequence) +\\gesle \\gesle " : (Incomplete sequence) +\\gesles " ⪔ : GREATER-THAN ABOVE SLANTED EQUAL ABOVE LESS-THAN ABOVE SLANTED EQUAL +\\gg " ≫ : MUCH GREATER-THAN / MUCH GREATER THAN +\\gg " ≫ : MUCH GREATER-THAN / MUCH GREATER THAN +\\ggg " ⋙ : VERY MUCH GREATER-THAN / VERY MUCH GREATER THAN +\\ggg " ⋙ : VERY MUCH GREATER-THAN / VERY MUCH GREATER THAN +\\gggn \\gggn " : (Incomplete sequence) +\\gggne \\gggne " : (Incomplete sequence) +\\gggnes \\gggnes " : (Incomplete sequence) +\\gggnest " ⫸ : TRIPLE NESTED GREATER-THAN +\\gimel " ℷ : GIMEL SYMBOL / THIRD TRANSFINITE CARDINAL +\\glE " ⪒ : GREATER-THAN ABOVE LESS-THAN ABOVE DOUBLE-LINE EQUAL +\\gla " ⪥ : GREATER-THAN BESIDE LESS-THAN +\\glj " ⪤ : GREATER-THAN OVERLAPPING LESS-THAN +\\glst " ʔ : LATIN LETTER GLOTTAL STOP +\\gnapprox " ⪊ : GREATER-THAN AND NOT APPROXIMATE +\\gneq " ⪈ : GREATER-THAN AND SINGLE-LINE NOT EQUAL TO +\\gneq " ⪈ : GREATER-THAN AND SINGLE-LINE NOT EQUAL TO +\\gneqq " ≩ : GREATER-THAN BUT NOT EQUAL TO / GREATER THAN BUT NOT EQUAL TO +\\gnsim " ⋧ : GREATER-THAN BUT NOT EQUIVALENT TO / GREATER THAN BUT NOT EQUIVALENT TO +\\grave " ◌̀ : COMBINING GRAVE ACCENT / NON-SPACING GRAVE +\\gsime " ⪎ : GREATER-THAN ABOVE SIMILAR OR EQUAL +\\gsiml " ⪐ : GREATER-THAN ABOVE SIMILAR ABOVE LESS-THAN +\\gtcc " ⪧ : GREATER-THAN CLOSED BY CURVE +\\gtcir " ⩺ : GREATER-THAN WITH CIRCLE INSIDE +\\gtquest " ⩼ : GREATER-THAN WITH QUESTION MARK ABOVE +\\gtrapprox " ⪆ : GREATER-THAN OR APPROXIMATE +\\gtrdot " ⋗ : GREATER-THAN WITH DOT / GREATER THAN WITH DOT +\\gtreqless " ⋛ : GREATER-THAN EQUAL TO OR LESS-THAN / GREATER THAN EQUAL TO OR LESS THAN +\\gtreqqless " ⪌ : GREATER-THAN ABOVE DOUBLE-LINE EQUAL ABOVE LESS-THAN +\\gtrless " ≷ : GREATER-THAN OR LESS-THAN / GREATER THAN OR LESS THAN +\\gtrsim " ≳ : GREATER-THAN OR EQUIVALENT TO / GREATER THAN OR EQUIVALENT TO +\\guilsinglleft " ‹ : SINGLE LEFT-POINTING ANGLE QUOTATION MARK / LEFT POINTING SINGLE GUILLEMET +\\guilsinglright " › : SINGLE RIGHT-POINTING ANGLE QUOTATION MARK / RIGHT POINTING SINGLE GUILLEMET +\\gvertneqq " ≩︀ : GREATER-THAN BUT NOT EQUAL TO / GREATER THAN BUT NOT EQUAL TO + VARIATION SELECTOR-1 +\\hat " ◌̂ : COMBINING CIRCUMFLEX ACCENT / NON-SPACING CIRCUMFLEX +\\hat " ◌̂ : COMBINING CIRCUMFLEX ACCENT / NON-SPACING CIRCUMFLEX +\\hata \\hata " : (Incomplete sequence) +\\hatap \\hatap " : (Incomplete sequence) +\\hatapp \\hatapp " : (Incomplete sequence) +\\hatappr \\hatappr " : (Incomplete sequence) +\\hatappro \\hatappro " : (Incomplete sequence) +\\hatapprox " ⩯ : ALMOST EQUAL TO WITH CIRCUMFLEX ACCENT +\\hbar " ħ : LATIN SMALL LETTER H WITH STROKE / LATIN SMALL LETTER H BAR +\\heartsuit " ♡ : WHITE HEART SUIT +\\hermaphrodite " ⚥ : MALE AND FEMALE SIGN +\\hermitconjmatrix " ⊹ : HERMITIAN CONJUGATE MATRIX +\\hexagon " ⎔ : SOFTWARE-FUNCTION SYMBOL +\\hexagon " ⎔ : SOFTWARE-FUNCTION SYMBOL +\\hexagonb \\hexagonb " : (Incomplete sequence) +\\hexagonbl \\hexagonbl " : (Incomplete sequence) +\\hexagonbla \\hexagonbla " : (Incomplete sequence) +\\hexagonblac \\hexagonblac " : (Incomplete sequence) +\\hexagonblack " ⬣ : HORIZONTAL BLACK HEXAGON +\\highminus " ¯ : MACRON / SPACING MACRON +\\hksearow " ⤥ : SOUTH EAST ARROW WITH HOOK +\\hkswarow " ⤦ : SOUTH WEST ARROW WITH HOOK +\\hlmrk " ˑ : MODIFIER LETTER HALF TRIANGULAR COLON +\\hookleftarrow " ↩ : LEFTWARDS ARROW WITH HOOK / LEFT ARROW WITH HOOK +\\hookrightarrow " ↪ : RIGHTWARDS ARROW WITH HOOK / RIGHT ARROW WITH HOOK +\\house " ⌂ : HOUSE +\\hrectangle " ▭ : WHITE RECTANGLE +\\hrectangle " ▭ : WHITE RECTANGLE +\\hrectangleb \\hrectangleb " : (Incomplete sequence) +\\hrectanglebl \\hrectanglebl " : (Incomplete sequence) +\\hrectanglebla \\hrectanglebla " : (Incomplete sequence) +\\hrectangleblac \\hrectangleblac " : (Incomplete sequence) +\\hrectangleblack " ▬ : BLACK RECTANGLE +\\hslash " ℏ : PLANCK CONSTANT OVER TWO PI / PLANCK CONSTANT OVER 2 PI +\\hspace "   : HAIR SPACE +\\hvlig " ƕ : LATIN SMALL LETTER HV / LATIN SMALL LETTER H V +\\iff " ⟺ : LONG LEFT RIGHT DOUBLE ARROW +\\iiiint " ⨌ : QUADRUPLE INTEGRAL OPERATOR +\\iiint " ∭ : TRIPLE INTEGRAL +\\iint " ∬ : DOUBLE INTEGRAL +\\image " ⊷ : IMAGE OF +\\imath " ı : LATIN SMALL LETTER DOTLESS I +\\impliedby " ⟸ : LONG LEFTWARDS DOUBLE ARROW +\\implies " ⟹ : LONG RIGHTWARDS DOUBLE ARROW +\\in " ∈ : ELEMENT OF +\\in " ∈ : ELEMENT OF +\\inc \\inc " : (Incomplete sequence) +\\incr \\incr " : (Incomplete sequence) +\\incre \\incre " : (Incomplete sequence) +\\increm \\increm " : (Incomplete sequence) +\\increme \\increme " : (Incomplete sequence) +\\incremen \\incremen " : (Incomplete sequence) +\\increment " ∆ : INCREMENT +\\inf \\inf " : (Incomplete sequence) +\\inft \\inft " : (Incomplete sequence) +\\infty " ∞ : INFINITY +\\ing \\ing " : (Incomplete sequence) +\\ingl \\ingl " : (Incomplete sequence) +\\ingls \\ingls " : (Incomplete sequence) +\\inglst " ʖ : LATIN LETTER INVERTED GLOTTAL STOP +\\int " ∫ : INTEGRAL +\\int " ∫ : INTEGRAL +\\intB \\intB " : (Incomplete sequence) +\\intBa \\intBa " : (Incomplete sequence) +\\intBar " ⨎ : INTEGRAL WITH DOUBLE STROKE +\\intb \\intb " : (Incomplete sequence) +\\intba \\intba " : (Incomplete sequence) +\\intbar " ⨍ : FINITE PART INTEGRAL +\\intc \\intc " : (Incomplete sequence) +\\intca \\intca " : (Incomplete sequence) +\\intcap " ⨙ : INTEGRAL WITH INTERSECTION +\\intcu \\intcu " : (Incomplete sequence) +\\intcup " ⨚ : INTEGRAL WITH UNION +\\inte \\inte " : (Incomplete sequence) +\\inter \\inter " : (Incomplete sequence) +\\interc \\interc " : (Incomplete sequence) +\\interca \\interca " : (Incomplete sequence) +\\intercal " ⊺ : INTERCALATE +\\interl \\interl " : (Incomplete sequence) +\\interle \\interle " : (Incomplete sequence) +\\interlea \\interlea " : (Incomplete sequence) +\\interleav \\interleav " : (Incomplete sequence) +\\interleave " ⫴ : TRIPLE VERTICAL BAR BINARY RELATION +\\intp \\intp " : (Incomplete sequence) +\\intpr \\intpr " : (Incomplete sequence) +\\intpro \\intpro " : (Incomplete sequence) +\\intprod " ⨼ : INTERIOR PRODUCT +\\intprod " ⨼ : INTERIOR PRODUCT +\\intprodr " ⨽ : RIGHTHAND INTERIOR PRODUCT +\\intx " ⨘ : INTEGRAL WITH TIMES SIGN +\\inv \\inv " : (Incomplete sequence) +\\inve \\inve " : (Incomplete sequence) +\\inver \\inver " : (Incomplete sequence) +\\invers \\invers " : (Incomplete sequence) +\\inverse \\inverse " : (Incomplete sequence) +\\inversew \\inversew " : (Incomplete sequence) +\\inversewh \\inversewh " : (Incomplete sequence) +\\inversewhi \\inversewhi " : (Incomplete sequence) +\\inversewhit \\inversewhit " : (Incomplete sequence) +\\inversewhite \\inversewhite " : (Incomplete sequence) +\\inversewhitec \\inversewhitec " : (Incomplete sequence) +\\inversewhiteci \\inversewhiteci " : (Incomplete sequence) +\\inversewhitecir \\inversewhitecir " : (Incomplete sequence) +\\inversewhitecirc \\inversewhitecirc " : (Incomplete sequence) +\\inversewhitecircl \\inversewhitecircl " : (Incomplete sequence) +\\inversewhitecircle " ◙ : INVERSE WHITE CIRCLE +\\invn \\invn " : (Incomplete sequence) +\\invno \\invno " : (Incomplete sequence) +\\invnot " ⌐ : REVERSED NOT SIGN +\\invv " ʌ : LATIN SMALL LETTER TURNED V +\\invw " ʍ : LATIN SMALL LETTER TURNED W +\\invw " ʍ : LATIN SMALL LETTER TURNED W +\\invwh \\invwh " : (Incomplete sequence) +\\invwhi \\invwhi " : (Incomplete sequence) +\\invwhit \\invwhit " : (Incomplete sequence) +\\invwhite \\invwhite " : (Incomplete sequence) +\\invwhitel \\invwhitel " : (Incomplete sequence) +\\invwhitelo \\invwhitelo " : (Incomplete sequence) +\\invwhitelow \\invwhitelow " : (Incomplete sequence) +\\invwhitelowe \\invwhitelowe " : (Incomplete sequence) +\\invwhitelower \\invwhitelower " : (Incomplete sequence) +\\invwhitelowerh \\invwhitelowerh " : (Incomplete sequence) +\\invwhitelowerha \\invwhitelowerha " : (Incomplete sequence) +\\invwhitelowerhal \\invwhitelowerhal " : (Incomplete sequence) +\\invwhitelowerhalf \\invwhitelowerhalf " : (Incomplete sequence) +\\invwhitelowerhalfc \\invwhitelowerhalfc " : (Incomplete sequence) +\\invwhitelowerhalfci \\invwhitelowerhalfci " : (Incomplete sequence) +\\invwhitelowerhalfcir \\invwhitelowerhalfcir " : (Incomplete sequence) +\\invwhitelowerhalfcirc \\invwhitelowerhalfcirc " : (Incomplete sequence) +\\invwhitelowerhalfcircl \\invwhitelowerhalfcircl " : (Incomplete sequence) +\\invwhitelowerhalfcircle " ◛ : LOWER HALF INVERSE WHITE CIRCLE +\\invwhiteu \\invwhiteu " : (Incomplete sequence) +\\invwhiteup \\invwhiteup " : (Incomplete sequence) +\\invwhiteupp \\invwhiteupp " : (Incomplete sequence) +\\invwhiteuppe \\invwhiteuppe " : (Incomplete sequence) +\\invwhiteupper \\invwhiteupper " : (Incomplete sequence) +\\invwhiteupperh \\invwhiteupperh " : (Incomplete sequence) +\\invwhiteupperha \\invwhiteupperha " : (Incomplete sequence) +\\invwhiteupperhal \\invwhiteupperhal " : (Incomplete sequence) +\\invwhiteupperhalf \\invwhiteupperhalf " : (Incomplete sequence) +\\invwhiteupperhalfc \\invwhiteupperhalfc " : (Incomplete sequence) +\\invwhiteupperhalfci \\invwhiteupperhalfci " : (Incomplete sequence) +\\invwhiteupperhalfcir \\invwhiteupperhalfcir " : (Incomplete sequence) +\\invwhiteupperhalfcirc \\invwhiteupperhalfcirc " : (Incomplete sequence) +\\invwhiteupperhalfcircl \\invwhiteupperhalfcircl " : (Incomplete sequence) +\\invwhiteupperhalfcircle " ◚ : UPPER HALF INVERSE WHITE CIRCLE +\\iota " ι : GREEK SMALL LETTER IOTA +\\isansA " 𝘈 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL A +\\isansB " 𝘉 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL B +\\isansC " 𝘊 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL C +\\isansD " 𝘋 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL D +\\isansE " 𝘌 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL E +\\isansF " 𝘍 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL F +\\isansG " 𝘎 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL G +\\isansH " 𝘏 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL H +\\isansI " 𝘐 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL I +\\isansJ " 𝘑 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL J +\\isansK " 𝘒 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL K +\\isansL " 𝘓 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL L +\\isansM " 𝘔 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL M +\\isansN " 𝘕 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL N +\\isansO " 𝘖 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL O +\\isansP " 𝘗 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL P +\\isansQ " 𝘘 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL Q +\\isansR " 𝘙 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL R +\\isansS " 𝘚 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL S +\\isansT " 𝘛 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL T +\\isansU " 𝘜 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL U +\\isansV " 𝘝 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL V +\\isansW " 𝘞 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL W +\\isansX " 𝘟 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL X +\\isansY " 𝘠 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL Y +\\isansZ " 𝘡 : MATHEMATICAL SANS-SERIF ITALIC CAPITAL Z +\\isansa " 𝘢 : MATHEMATICAL SANS-SERIF ITALIC SMALL A +\\isansb " 𝘣 : MATHEMATICAL SANS-SERIF ITALIC SMALL B +\\isansc " 𝘤 : MATHEMATICAL SANS-SERIF ITALIC SMALL C +\\isansd " 𝘥 : MATHEMATICAL SANS-SERIF ITALIC SMALL D +\\isanse " 𝘦 : MATHEMATICAL SANS-SERIF ITALIC SMALL E +\\isansf " 𝘧 : MATHEMATICAL SANS-SERIF ITALIC SMALL F +\\isansg " 𝘨 : MATHEMATICAL SANS-SERIF ITALIC SMALL G +\\isansh " 𝘩 : MATHEMATICAL SANS-SERIF ITALIC SMALL H +\\isansi " 𝘪 : MATHEMATICAL SANS-SERIF ITALIC SMALL I +\\isansj " 𝘫 : MATHEMATICAL SANS-SERIF ITALIC SMALL J +\\isansk " 𝘬 : MATHEMATICAL SANS-SERIF ITALIC SMALL K +\\isansl " 𝘭 : MATHEMATICAL SANS-SERIF ITALIC SMALL L +\\isansm " 𝘮 : MATHEMATICAL SANS-SERIF ITALIC SMALL M +\\isansn " 𝘯 : MATHEMATICAL SANS-SERIF ITALIC SMALL N +\\isanso " 𝘰 : MATHEMATICAL SANS-SERIF ITALIC SMALL O +\\isansp " 𝘱 : MATHEMATICAL SANS-SERIF ITALIC SMALL P +\\isansq " 𝘲 : MATHEMATICAL SANS-SERIF ITALIC SMALL Q +\\isansr " 𝘳 : MATHEMATICAL SANS-SERIF ITALIC SMALL R +\\isanss " 𝘴 : MATHEMATICAL SANS-SERIF ITALIC SMALL S +\\isanst " 𝘵 : MATHEMATICAL SANS-SERIF ITALIC SMALL T +\\isansu " 𝘶 : MATHEMATICAL SANS-SERIF ITALIC SMALL U +\\isansv " 𝘷 : MATHEMATICAL SANS-SERIF ITALIC SMALL V +\\isansw " 𝘸 : MATHEMATICAL SANS-SERIF ITALIC SMALL W +\\isansx " 𝘹 : MATHEMATICAL SANS-SERIF ITALIC SMALL X +\\isansy " 𝘺 : MATHEMATICAL SANS-SERIF ITALIC SMALL Y +\\isansz " 𝘻 : MATHEMATICAL SANS-SERIF ITALIC SMALL Z +\\isinE " ⋹ : ELEMENT OF WITH TWO HORIZONTAL STROKES +\\isindot " ⋵ : ELEMENT OF WITH DOT ABOVE +\\isinobar " ⋷ : SMALL ELEMENT OF WITH OVERBAR +\\isins " ⋴ : SMALL ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE +\\isinvb " ⋸ : ELEMENT OF WITH UNDERBAR +\\itA " 𝐴 : MATHEMATICAL ITALIC CAPITAL A +\\itA " 𝐴 : MATHEMATICAL ITALIC CAPITAL A +\\itAl \\itAl " : (Incomplete sequence) +\\itAlp \\itAlp " : (Incomplete sequence) +\\itAlph \\itAlph " : (Incomplete sequence) +\\itAlpha " 𝛢 : MATHEMATICAL ITALIC CAPITAL ALPHA +\\itB " 𝐵 : MATHEMATICAL ITALIC CAPITAL B +\\itB " 𝐵 : MATHEMATICAL ITALIC CAPITAL B +\\itBe \\itBe " : (Incomplete sequence) +\\itBet \\itBet " : (Incomplete sequence) +\\itBeta " 𝛣 : MATHEMATICAL ITALIC CAPITAL BETA +\\itC " 𝐶 : MATHEMATICAL ITALIC CAPITAL C +\\itC " 𝐶 : MATHEMATICAL ITALIC CAPITAL C +\\itCh \\itCh " : (Incomplete sequence) +\\itChi " 𝛸 : MATHEMATICAL ITALIC CAPITAL CHI +\\itD " 𝐷 : MATHEMATICAL ITALIC CAPITAL D +\\itD " 𝐷 : MATHEMATICAL ITALIC CAPITAL D +\\itDe \\itDe " : (Incomplete sequence) +\\itDel \\itDel " : (Incomplete sequence) +\\itDelt \\itDelt " : (Incomplete sequence) +\\itDelta " 𝛥 : MATHEMATICAL ITALIC CAPITAL DELTA +\\itE " 𝐸 : MATHEMATICAL ITALIC CAPITAL E +\\itE " 𝐸 : MATHEMATICAL ITALIC CAPITAL E +\\itEp \\itEp " : (Incomplete sequence) +\\itEps \\itEps " : (Incomplete sequence) +\\itEpsi \\itEpsi " : (Incomplete sequence) +\\itEpsil \\itEpsil " : (Incomplete sequence) +\\itEpsilo \\itEpsilo " : (Incomplete sequence) +\\itEpsilon " 𝛦 : MATHEMATICAL ITALIC CAPITAL EPSILON +\\itEt \\itEt " : (Incomplete sequence) +\\itEta " 𝛨 : MATHEMATICAL ITALIC CAPITAL ETA +\\itF " 𝐹 : MATHEMATICAL ITALIC CAPITAL F +\\itG " 𝐺 : MATHEMATICAL ITALIC CAPITAL G +\\itG " 𝐺 : MATHEMATICAL ITALIC CAPITAL G +\\itGa \\itGa " : (Incomplete sequence) +\\itGam \\itGam " : (Incomplete sequence) +\\itGamm \\itGamm " : (Incomplete sequence) +\\itGamma " 𝛤 : MATHEMATICAL ITALIC CAPITAL GAMMA +\\itH " 𝐻 : MATHEMATICAL ITALIC CAPITAL H +\\itI " 𝐼 : MATHEMATICAL ITALIC CAPITAL I +\\itI " 𝐼 : MATHEMATICAL ITALIC CAPITAL I +\\itIo \\itIo " : (Incomplete sequence) +\\itIot \\itIot " : (Incomplete sequence) +\\itIota " 𝛪 : MATHEMATICAL ITALIC CAPITAL IOTA +\\itJ " 𝐽 : MATHEMATICAL ITALIC CAPITAL J +\\itK " 𝐾 : MATHEMATICAL ITALIC CAPITAL K +\\itK " 𝐾 : MATHEMATICAL ITALIC CAPITAL K +\\itKa \\itKa " : (Incomplete sequence) +\\itKap \\itKap " : (Incomplete sequence) +\\itKapp \\itKapp " : (Incomplete sequence) +\\itKappa " 𝛫 : MATHEMATICAL ITALIC CAPITAL KAPPA +\\itL " 𝐿 : MATHEMATICAL ITALIC CAPITAL L +\\itL " 𝐿 : MATHEMATICAL ITALIC CAPITAL L +\\itLa \\itLa " : (Incomplete sequence) +\\itLam \\itLam " : (Incomplete sequence) +\\itLamb \\itLamb " : (Incomplete sequence) +\\itLambd \\itLambd " : (Incomplete sequence) +\\itLambda " 𝛬 : MATHEMATICAL ITALIC CAPITAL LAMDA +\\itM " 𝑀 : MATHEMATICAL ITALIC CAPITAL M +\\itM " 𝑀 : MATHEMATICAL ITALIC CAPITAL M +\\itMu " 𝛭 : MATHEMATICAL ITALIC CAPITAL MU +\\itN " 𝑁 : MATHEMATICAL ITALIC CAPITAL N +\\itN " 𝑁 : MATHEMATICAL ITALIC CAPITAL N +\\itNu " 𝛮 : MATHEMATICAL ITALIC CAPITAL NU +\\itO " 𝑂 : MATHEMATICAL ITALIC CAPITAL O +\\itO " 𝑂 : MATHEMATICAL ITALIC CAPITAL O +\\itOm \\itOm " : (Incomplete sequence) +\\itOme \\itOme " : (Incomplete sequence) +\\itOmeg \\itOmeg " : (Incomplete sequence) +\\itOmega " 𝛺 : MATHEMATICAL ITALIC CAPITAL OMEGA +\\itOmi \\itOmi " : (Incomplete sequence) +\\itOmic \\itOmic " : (Incomplete sequence) +\\itOmicr \\itOmicr " : (Incomplete sequence) +\\itOmicro \\itOmicro " : (Incomplete sequence) +\\itOmicron " 𝛰 : MATHEMATICAL ITALIC CAPITAL OMICRON +\\itP " 𝑃 : MATHEMATICAL ITALIC CAPITAL P +\\itP " 𝑃 : MATHEMATICAL ITALIC CAPITAL P +\\itPh \\itPh " : (Incomplete sequence) +\\itPhi " 𝛷 : MATHEMATICAL ITALIC CAPITAL PHI +\\itPi " 𝛱 : MATHEMATICAL ITALIC CAPITAL PI +\\itPs \\itPs " : (Incomplete sequence) +\\itPsi " 𝛹 : MATHEMATICAL ITALIC CAPITAL PSI +\\itQ " 𝑄 : MATHEMATICAL ITALIC CAPITAL Q +\\itR " 𝑅 : MATHEMATICAL ITALIC CAPITAL R +\\itR " 𝑅 : MATHEMATICAL ITALIC CAPITAL R +\\itRh \\itRh " : (Incomplete sequence) +\\itRho " 𝛲 : MATHEMATICAL ITALIC CAPITAL RHO +\\itS " 𝑆 : MATHEMATICAL ITALIC CAPITAL S +\\itS " 𝑆 : MATHEMATICAL ITALIC CAPITAL S +\\itSi \\itSi " : (Incomplete sequence) +\\itSig \\itSig " : (Incomplete sequence) +\\itSigm \\itSigm " : (Incomplete sequence) +\\itSigma " 𝛴 : MATHEMATICAL ITALIC CAPITAL SIGMA +\\itT " 𝑇 : MATHEMATICAL ITALIC CAPITAL T +\\itT " 𝑇 : MATHEMATICAL ITALIC CAPITAL T +\\itTa \\itTa " : (Incomplete sequence) +\\itTau " 𝛵 : MATHEMATICAL ITALIC CAPITAL TAU +\\itTh \\itTh " : (Incomplete sequence) +\\itThe \\itThe " : (Incomplete sequence) +\\itThet \\itThet " : (Incomplete sequence) +\\itTheta " 𝛩 : MATHEMATICAL ITALIC CAPITAL THETA +\\itU " 𝑈 : MATHEMATICAL ITALIC CAPITAL U +\\itU " 𝑈 : MATHEMATICAL ITALIC CAPITAL U +\\itUp \\itUp " : (Incomplete sequence) +\\itUps \\itUps " : (Incomplete sequence) +\\itUpsi \\itUpsi " : (Incomplete sequence) +\\itUpsil \\itUpsil " : (Incomplete sequence) +\\itUpsilo \\itUpsilo " : (Incomplete sequence) +\\itUpsilon " 𝛶 : MATHEMATICAL ITALIC CAPITAL UPSILON +\\itV " 𝑉 : MATHEMATICAL ITALIC CAPITAL V +\\itW " 𝑊 : MATHEMATICAL ITALIC CAPITAL W +\\itX " 𝑋 : MATHEMATICAL ITALIC CAPITAL X +\\itX " 𝑋 : MATHEMATICAL ITALIC CAPITAL X +\\itXi " 𝛯 : MATHEMATICAL ITALIC CAPITAL XI +\\itY " 𝑌 : MATHEMATICAL ITALIC CAPITAL Y +\\itZ " 𝑍 : MATHEMATICAL ITALIC CAPITAL Z +\\itZ " 𝑍 : MATHEMATICAL ITALIC CAPITAL Z +\\itZe \\itZe " : (Incomplete sequence) +\\itZet \\itZet " : (Incomplete sequence) +\\itZeta " 𝛧 : MATHEMATICAL ITALIC CAPITAL ZETA +\\ita " 𝑎 : MATHEMATICAL ITALIC SMALL A +\\ita " 𝑎 : MATHEMATICAL ITALIC SMALL A +\\ital \\ital " : (Incomplete sequence) +\\italp \\italp " : (Incomplete sequence) +\\italph \\italph " : (Incomplete sequence) +\\italpha " 𝛼 : MATHEMATICAL ITALIC SMALL ALPHA +\\itb " 𝑏 : MATHEMATICAL ITALIC SMALL B +\\itb " 𝑏 : MATHEMATICAL ITALIC SMALL B +\\itbe \\itbe " : (Incomplete sequence) +\\itbet \\itbet " : (Incomplete sequence) +\\itbeta " 𝛽 : MATHEMATICAL ITALIC SMALL BETA +\\itc " 𝑐 : MATHEMATICAL ITALIC SMALL C +\\itc " 𝑐 : MATHEMATICAL ITALIC SMALL C +\\itch \\itch " : (Incomplete sequence) +\\itchi " 𝜒 : MATHEMATICAL ITALIC SMALL CHI +\\itd " 𝑑 : MATHEMATICAL ITALIC SMALL D +\\itd " 𝑑 : MATHEMATICAL ITALIC SMALL D +\\itde \\itde " : (Incomplete sequence) +\\itdel \\itdel " : (Incomplete sequence) +\\itdelt \\itdelt " : (Incomplete sequence) +\\itdelta " 𝛿 : MATHEMATICAL ITALIC SMALL DELTA +\\ite " 𝑒 : MATHEMATICAL ITALIC SMALL E +\\ite " 𝑒 : MATHEMATICAL ITALIC SMALL E +\\itep \\itep " : (Incomplete sequence) +\\iteps \\iteps " : (Incomplete sequence) +\\itepsi \\itepsi " : (Incomplete sequence) +\\itepsil \\itepsil " : (Incomplete sequence) +\\itepsilo \\itepsilo " : (Incomplete sequence) +\\itepsilon " 𝜀 : MATHEMATICAL ITALIC SMALL EPSILON +\\itet \\itet " : (Incomplete sequence) +\\iteta " 𝜂 : MATHEMATICAL ITALIC SMALL ETA +\\itf " 𝑓 : MATHEMATICAL ITALIC SMALL F +\\itg " 𝑔 : MATHEMATICAL ITALIC SMALL G +\\itg " 𝑔 : MATHEMATICAL ITALIC SMALL G +\\itga \\itga " : (Incomplete sequence) +\\itgam \\itgam " : (Incomplete sequence) +\\itgamm \\itgamm " : (Incomplete sequence) +\\itgamma " 𝛾 : MATHEMATICAL ITALIC SMALL GAMMA +\\iti " 𝑖 : MATHEMATICAL ITALIC SMALL I +\\iti " 𝑖 : MATHEMATICAL ITALIC SMALL I +\\itim \\itim " : (Incomplete sequence) +\\itima \\itima " : (Incomplete sequence) +\\itimat \\itimat " : (Incomplete sequence) +\\itimath " 𝚤 : MATHEMATICAL ITALIC SMALL DOTLESS I +\\itio \\itio " : (Incomplete sequence) +\\itiot \\itiot " : (Incomplete sequence) +\\itiota " 𝜄 : MATHEMATICAL ITALIC SMALL IOTA +\\itj " 𝑗 : MATHEMATICAL ITALIC SMALL J +\\itj " 𝑗 : MATHEMATICAL ITALIC SMALL J +\\itjm \\itjm " : (Incomplete sequence) +\\itjma \\itjma " : (Incomplete sequence) +\\itjmat \\itjmat " : (Incomplete sequence) +\\itjmath " 𝚥 : MATHEMATICAL ITALIC SMALL DOTLESS J +\\itk " 𝑘 : MATHEMATICAL ITALIC SMALL K +\\itk " 𝑘 : MATHEMATICAL ITALIC SMALL K +\\itka \\itka " : (Incomplete sequence) +\\itkap \\itkap " : (Incomplete sequence) +\\itkapp \\itkapp " : (Incomplete sequence) +\\itkappa " 𝜅 : MATHEMATICAL ITALIC SMALL KAPPA +\\itl " 𝑙 : MATHEMATICAL ITALIC SMALL L +\\itl " 𝑙 : MATHEMATICAL ITALIC SMALL L +\\itla \\itla " : (Incomplete sequence) +\\itlam \\itlam " : (Incomplete sequence) +\\itlamb \\itlamb " : (Incomplete sequence) +\\itlambd \\itlambd " : (Incomplete sequence) +\\itlambda " 𝜆 : MATHEMATICAL ITALIC SMALL LAMDA +\\itm " 𝑚 : MATHEMATICAL ITALIC SMALL M +\\itm " 𝑚 : MATHEMATICAL ITALIC SMALL M +\\itmu " 𝜇 : MATHEMATICAL ITALIC SMALL MU +\\itn " 𝑛 : MATHEMATICAL ITALIC SMALL N +\\itn " 𝑛 : MATHEMATICAL ITALIC SMALL N +\\itna \\itna " : (Incomplete sequence) +\\itnab \\itnab " : (Incomplete sequence) +\\itnabl \\itnabl " : (Incomplete sequence) +\\itnabla " 𝛻 : MATHEMATICAL ITALIC NABLA +\\itnu " 𝜈 : MATHEMATICAL ITALIC SMALL NU +\\ito " 𝑜 : MATHEMATICAL ITALIC SMALL O +\\ito " 𝑜 : MATHEMATICAL ITALIC SMALL O +\\itom \\itom " : (Incomplete sequence) +\\itome \\itome " : (Incomplete sequence) +\\itomeg \\itomeg " : (Incomplete sequence) +\\itomega " 𝜔 : MATHEMATICAL ITALIC SMALL OMEGA +\\itomi \\itomi " : (Incomplete sequence) +\\itomic \\itomic " : (Incomplete sequence) +\\itomicr \\itomicr " : (Incomplete sequence) +\\itomicro \\itomicro " : (Incomplete sequence) +\\itomicron " 𝜊 : MATHEMATICAL ITALIC SMALL OMICRON +\\itp " 𝑝 : MATHEMATICAL ITALIC SMALL P +\\itp " 𝑝 : MATHEMATICAL ITALIC SMALL P +\\itpa \\itpa " : (Incomplete sequence) +\\itpar \\itpar " : (Incomplete sequence) +\\itpart \\itpart " : (Incomplete sequence) +\\itparti \\itparti " : (Incomplete sequence) +\\itpartia \\itpartia " : (Incomplete sequence) +\\itpartial " 𝜕 : MATHEMATICAL ITALIC PARTIAL DIFFERENTIAL +\\itph \\itph " : (Incomplete sequence) +\\itphi " 𝜑 : MATHEMATICAL ITALIC SMALL PHI +\\itpi " 𝜋 : MATHEMATICAL ITALIC SMALL PI +\\itps \\itps " : (Incomplete sequence) +\\itpsi " 𝜓 : MATHEMATICAL ITALIC SMALL PSI +\\itq " 𝑞 : MATHEMATICAL ITALIC SMALL Q +\\itr " 𝑟 : MATHEMATICAL ITALIC SMALL R +\\itr " 𝑟 : MATHEMATICAL ITALIC SMALL R +\\itrh \\itrh " : (Incomplete sequence) +\\itrho " 𝜌 : MATHEMATICAL ITALIC SMALL RHO +\\its " 𝑠 : MATHEMATICAL ITALIC SMALL S +\\its " 𝑠 : MATHEMATICAL ITALIC SMALL S +\\itsi \\itsi " : (Incomplete sequence) +\\itsig \\itsig " : (Incomplete sequence) +\\itsigm \\itsigm " : (Incomplete sequence) +\\itsigma " 𝜎 : MATHEMATICAL ITALIC SMALL SIGMA +\\itt " 𝑡 : MATHEMATICAL ITALIC SMALL T +\\itt " 𝑡 : MATHEMATICAL ITALIC SMALL T +\\itta \\itta " : (Incomplete sequence) +\\ittau " 𝜏 : MATHEMATICAL ITALIC SMALL TAU +\\itth \\itth " : (Incomplete sequence) +\\itthe \\itthe " : (Incomplete sequence) +\\itthet \\itthet " : (Incomplete sequence) +\\ittheta " 𝜃 : MATHEMATICAL ITALIC SMALL THETA +\\itu " 𝑢 : MATHEMATICAL ITALIC SMALL U +\\itu " 𝑢 : MATHEMATICAL ITALIC SMALL U +\\itup \\itup " : (Incomplete sequence) +\\itups \\itups " : (Incomplete sequence) +\\itupsi \\itupsi " : (Incomplete sequence) +\\itupsil \\itupsil " : (Incomplete sequence) +\\itupsilo \\itupsilo " : (Incomplete sequence) +\\itupsilon " 𝜐 : MATHEMATICAL ITALIC SMALL UPSILON +\\itv " 𝑣 : MATHEMATICAL ITALIC SMALL V +\\itv " 𝑣 : MATHEMATICAL ITALIC SMALL V +\\itva \\itva " : (Incomplete sequence) +\\itvar \\itvar " : (Incomplete sequence) +\\itvarT \\itvarT " : (Incomplete sequence) +\\itvarTh \\itvarTh " : (Incomplete sequence) +\\itvarThe \\itvarThe " : (Incomplete sequence) +\\itvarThet \\itvarThet " : (Incomplete sequence) +\\itvarTheta " 𝛳 : MATHEMATICAL ITALIC CAPITAL THETA SYMBOL +\\itvare \\itvare " : (Incomplete sequence) +\\itvarep \\itvarep " : (Incomplete sequence) +\\itvareps \\itvareps " : (Incomplete sequence) +\\itvarepsi \\itvarepsi " : (Incomplete sequence) +\\itvarepsil \\itvarepsil " : (Incomplete sequence) +\\itvarepsilo \\itvarepsilo " : (Incomplete sequence) +\\itvarepsilon " 𝜖 : MATHEMATICAL ITALIC EPSILON SYMBOL +\\itvark \\itvark " : (Incomplete sequence) +\\itvarka \\itvarka " : (Incomplete sequence) +\\itvarkap \\itvarkap " : (Incomplete sequence) +\\itvarkapp \\itvarkapp " : (Incomplete sequence) +\\itvarkappa " 𝜘 : MATHEMATICAL ITALIC KAPPA SYMBOL +\\itvarp \\itvarp " : (Incomplete sequence) +\\itvarph \\itvarph " : (Incomplete sequence) +\\itvarphi " 𝜙 : MATHEMATICAL ITALIC PHI SYMBOL +\\itvarpi " 𝜛 : MATHEMATICAL ITALIC PI SYMBOL +\\itvarr \\itvarr " : (Incomplete sequence) +\\itvarrh \\itvarrh " : (Incomplete sequence) +\\itvarrho " 𝜚 : MATHEMATICAL ITALIC RHO SYMBOL +\\itvars \\itvars " : (Incomplete sequence) +\\itvarsi \\itvarsi " : (Incomplete sequence) +\\itvarsig \\itvarsig " : (Incomplete sequence) +\\itvarsigm \\itvarsigm " : (Incomplete sequence) +\\itvarsigma " 𝜍 : MATHEMATICAL ITALIC SMALL FINAL SIGMA +\\itvart \\itvart " : (Incomplete sequence) +\\itvarth \\itvarth " : (Incomplete sequence) +\\itvarthe \\itvarthe " : (Incomplete sequence) +\\itvarthet \\itvarthet " : (Incomplete sequence) +\\itvartheta " 𝜗 : MATHEMATICAL ITALIC THETA SYMBOL +\\itw " 𝑤 : MATHEMATICAL ITALIC SMALL W +\\itx " 𝑥 : MATHEMATICAL ITALIC SMALL X +\\itx " 𝑥 : MATHEMATICAL ITALIC SMALL X +\\itxi " 𝜉 : MATHEMATICAL ITALIC SMALL XI +\\ity " 𝑦 : MATHEMATICAL ITALIC SMALL Y +\\itz " 𝑧 : MATHEMATICAL ITALIC SMALL Z +\\itz " 𝑧 : MATHEMATICAL ITALIC SMALL Z +\\itze \\itze " : (Incomplete sequence) +\\itzet \\itzet " : (Incomplete sequence) +\\itzeta " 𝜁 : MATHEMATICAL ITALIC SMALL ZETA +\\jmath " ȷ : LATIN SMALL LETTER DOTLESS J +\\join " ⨝ : JOIN +\\jupiter " ♃ : JUPITER +\\k " ◌̨ : COMBINING OGONEK / NON-SPACING OGONEK +\\k " ◌̨ : COMBINING OGONEK / NON-SPACING OGONEK +\\ka \\ka " : (Incomplete sequence) +\\kap \\kap " : (Incomplete sequence) +\\kapp \\kapp " : (Incomplete sequence) +\\kappa " κ : GREEK SMALL LETTER KAPPA +\\ke \\ke " : (Incomplete sequence) +\\ker \\ker " : (Incomplete sequence) +\\kern \\kern " : (Incomplete sequence) +\\kerne \\kerne " : (Incomplete sequence) +\\kernel \\kernel " : (Incomplete sequence) +\\kernelc \\kernelc " : (Incomplete sequence) +\\kernelco \\kernelco " : (Incomplete sequence) +\\kernelcon \\kernelcon " : (Incomplete sequence) +\\kernelcont \\kernelcont " : (Incomplete sequence) +\\kernelcontr \\kernelcontr " : (Incomplete sequence) +\\kernelcontra \\kernelcontra " : (Incomplete sequence) +\\kernelcontrac \\kernelcontrac " : (Incomplete sequence) +\\kernelcontract \\kernelcontract " : (Incomplete sequence) +\\kernelcontracti \\kernelcontracti " : (Incomplete sequence) +\\kernelcontractio \\kernelcontractio " : (Incomplete sequence) +\\kernelcontraction " ∻ : HOMOTHETIC +\\l " ł : LATIN SMALL LETTER L WITH STROKE / LATIN SMALL LETTER L SLASH +\\l " ł : LATIN SMALL LETTER L WITH STROKE / LATIN SMALL LETTER L SLASH +\\la \\la " : (Incomplete sequence) +\\lam \\lam " : (Incomplete sequence) +\\lamb \\lamb " : (Incomplete sequence) +\\lambd \\lambd " : (Incomplete sequence) +\\lambda " λ : GREEK SMALL LETTER LAMDA / GREEK SMALL LETTER LAMBDA +\\lan \\lan " : (Incomplete sequence) +\\lang \\lang " : (Incomplete sequence) +\\langl \\langl " : (Incomplete sequence) +\\langle " ⟨ : MATHEMATICAL LEFT ANGLE BRACKET +\\lat " ⪫ : LARGER THAN +\\lat " ⪫ : LARGER THAN +\\late " ⪭ : LARGER THAN OR EQUAL TO +\\laz \\laz " : (Incomplete sequence) +\\lazy \\lazy " : (Incomplete sequence) +\\lazys \\lazys " : (Incomplete sequence) +\\lazysi \\lazysi " : (Incomplete sequence) +\\lazysin \\lazysin " : (Incomplete sequence) +\\lazysinv " ∾ : INVERTED LAZY S +\\lc \\lc " : (Incomplete sequence) +\\lce \\lce " : (Incomplete sequence) +\\lcei \\lcei " : (Incomplete sequence) +\\lceil " ⌈ : LEFT CEILING +\\ld \\ld " : (Incomplete sequence) +\\ldo \\ldo " : (Incomplete sequence) +\\ldot \\ldot " : (Incomplete sequence) +\\ldots " … : HORIZONTAL ELLIPSIS +\\le " ≤ : LESS-THAN OR EQUAL TO / LESS THAN OR EQUAL TO +\\le " ≤ : LESS-THAN OR EQUAL TO / LESS THAN OR EQUAL TO +\\lef \\lef " : (Incomplete sequence) +\\left \\left " : (Incomplete sequence) +\\lefta \\lefta " : (Incomplete sequence) +\\leftar \\leftar " : (Incomplete sequence) +\\leftarr \\leftarr " : (Incomplete sequence) +\\leftarro \\leftarro " : (Incomplete sequence) +\\leftarrow " ← : LEFTWARDS ARROW / LEFT ARROW +\\leftarrow " ← : LEFTWARDS ARROW / LEFT ARROW +\\leftarrowa \\leftarrowa " : (Incomplete sequence) +\\leftarrowap \\leftarrowap " : (Incomplete sequence) +\\leftarrowapp \\leftarrowapp " : (Incomplete sequence) +\\leftarrowappr \\leftarrowappr " : (Incomplete sequence) +\\leftarrowappro \\leftarrowappro " : (Incomplete sequence) +\\leftarrowapprox " ⭊ : LEFTWARDS ARROW ABOVE ALMOST EQUAL TO +\\leftarrowb \\leftarrowb " : (Incomplete sequence) +\\leftarrowba \\leftarrowba " : (Incomplete sequence) +\\leftarrowbac \\leftarrowbac " : (Incomplete sequence) +\\leftarrowback \\leftarrowback " : (Incomplete sequence) +\\leftarrowbacka \\leftarrowbacka " : (Incomplete sequence) +\\leftarrowbackap \\leftarrowbackap " : (Incomplete sequence) +\\leftarrowbackapp \\leftarrowbackapp " : (Incomplete sequence) +\\leftarrowbackappr \\leftarrowbackappr " : (Incomplete sequence) +\\leftarrowbackappro \\leftarrowbackappro " : (Incomplete sequence) +\\leftarrowbackapprox " ⭂ : LEFTWARDS ARROW ABOVE REVERSE ALMOST EQUAL TO +\\leftarrowbs \\leftarrowbs " : (Incomplete sequence) +\\leftarrowbsi \\leftarrowbsi " : (Incomplete sequence) +\\leftarrowbsim \\leftarrowbsim " : (Incomplete sequence) +\\leftarrowbsimi \\leftarrowbsimi " : (Incomplete sequence) +\\leftarrowbsimil \\leftarrowbsimil " : (Incomplete sequence) +\\leftarrowbsimila \\leftarrowbsimila " : (Incomplete sequence) +\\leftarrowbsimilar " ⭋ : LEFTWARDS ARROW ABOVE REVERSE TILDE OPERATOR +\\leftarrowo \\leftarrowo " : (Incomplete sequence) +\\leftarrowon \\leftarrowon " : (Incomplete sequence) +\\leftarrowono \\leftarrowono " : (Incomplete sequence) +\\leftarrowonop \\leftarrowonop " : (Incomplete sequence) +\\leftarrowonopl \\leftarrowonopl " : (Incomplete sequence) +\\leftarrowonoplu \\leftarrowonoplu " : (Incomplete sequence) +\\leftarrowonoplus " ⬲ : LEFT ARROW WITH CIRCLED PLUS +\\leftarrowp \\leftarrowp " : (Incomplete sequence) +\\leftarrowpl \\leftarrowpl " : (Incomplete sequence) +\\leftarrowplu \\leftarrowplu " : (Incomplete sequence) +\\leftarrowplus " ⥆ : LEFTWARDS ARROW WITH PLUS BELOW +\\leftarrowt \\leftarrowt " : (Incomplete sequence) +\\leftarrowta \\leftarrowta " : (Incomplete sequence) +\\leftarrowtai \\leftarrowtai " : (Incomplete sequence) +\\leftarrowtail " ↢ : LEFTWARDS ARROW WITH TAIL / LEFT ARROW WITH TAIL +\\leftarrowtr \\leftarrowtr " : (Incomplete sequence) +\\leftarrowtri \\leftarrowtri " : (Incomplete sequence) +\\leftarrowtria \\leftarrowtria " : (Incomplete sequence) +\\leftarrowtrian \\leftarrowtrian " : (Incomplete sequence) +\\leftarrowtriang \\leftarrowtriang " : (Incomplete sequence) +\\leftarrowtriangl \\leftarrowtriangl " : (Incomplete sequence) +\\leftarrowtriangle " ⇽ : LEFTWARDS OPEN-HEADED ARROW +\\leftarrowx " ⬾ : LEFTWARDS ARROW THROUGH X +\\leftb \\leftb " : (Incomplete sequence) +\\leftbk \\leftbk " : (Incomplete sequence) +\\leftbka \\leftbka " : (Incomplete sequence) +\\leftbkar \\leftbkar " : (Incomplete sequence) +\\leftbkarr \\leftbkarr " : (Incomplete sequence) +\\leftbkarro \\leftbkarro " : (Incomplete sequence) +\\leftbkarrow " ⤌ : LEFTWARDS DOUBLE DASH ARROW +\\leftc \\leftc " : (Incomplete sequence) +\\leftcu \\leftcu " : (Incomplete sequence) +\\leftcur \\leftcur " : (Incomplete sequence) +\\leftcurv \\leftcurv " : (Incomplete sequence) +\\leftcurve \\leftcurve " : (Incomplete sequence) +\\leftcurved \\leftcurved " : (Incomplete sequence) +\\leftcurveda \\leftcurveda " : (Incomplete sequence) +\\leftcurvedar \\leftcurvedar " : (Incomplete sequence) +\\leftcurvedarr \\leftcurvedarr " : (Incomplete sequence) +\\leftcurvedarro \\leftcurvedarro " : (Incomplete sequence) +\\leftcurvedarrow " ⬿ : WAVE ARROW POINTING DIRECTLY LEFT +\\leftd \\leftd " : (Incomplete sequence) +\\leftda \\leftda " : (Incomplete sequence) +\\leftdas \\leftdas " : (Incomplete sequence) +\\leftdash \\leftdash " : (Incomplete sequence) +\\leftdasha \\leftdasha " : (Incomplete sequence) +\\leftdashar \\leftdashar " : (Incomplete sequence) +\\leftdasharr \\leftdasharr " : (Incomplete sequence) +\\leftdasharro \\leftdasharro " : (Incomplete sequence) +\\leftdasharrow " ⇠ : LEFTWARDS DASHED ARROW / LEFT DASHED ARROW +\\leftdb \\leftdb " : (Incomplete sequence) +\\leftdbk \\leftdbk " : (Incomplete sequence) +\\leftdbka \\leftdbka " : (Incomplete sequence) +\\leftdbkar \\leftdbkar " : (Incomplete sequence) +\\leftdbkarr \\leftdbkarr " : (Incomplete sequence) +\\leftdbkarro \\leftdbkarro " : (Incomplete sequence) +\\leftdbkarrow " ⤎ : LEFTWARDS TRIPLE DASH ARROW +\\leftdo \\leftdo " : (Incomplete sequence) +\\leftdot \\leftdot " : (Incomplete sequence) +\\leftdota \\leftdota " : (Incomplete sequence) +\\leftdotar \\leftdotar " : (Incomplete sequence) +\\leftdotarr \\leftdotarr " : (Incomplete sequence) +\\leftdotarro \\leftdotarro " : (Incomplete sequence) +\\leftdotarrow " ⬸ : LEFTWARDS ARROW WITH DOTTED STEM +\\lefth \\lefth " : (Incomplete sequence) +\\leftha \\leftha " : (Incomplete sequence) +\\lefthar \\lefthar " : (Incomplete sequence) +\\leftharp \\leftharp " : (Incomplete sequence) +\\leftharpo \\leftharpo " : (Incomplete sequence) +\\leftharpoo \\leftharpoo " : (Incomplete sequence) +\\leftharpoon \\leftharpoon " : (Incomplete sequence) +\\leftharpoona \\leftharpoona " : (Incomplete sequence) +\\leftharpoonac \\leftharpoonac " : (Incomplete sequence) +\\leftharpoonacc \\leftharpoonacc " : (Incomplete sequence) +\\leftharpoonacce \\leftharpoonacce " : (Incomplete sequence) +\\leftharpoonaccen \\leftharpoonaccen " : (Incomplete sequence) +\\leftharpoonaccent " ◌⃐ : COMBINING LEFT HARPOON ABOVE / NON-SPACING LEFT HARPOON ABOVE +\\leftharpoond \\leftharpoond " : (Incomplete sequence) +\\leftharpoondo \\leftharpoondo " : (Incomplete sequence) +\\leftharpoondow \\leftharpoondow " : (Incomplete sequence) +\\leftharpoondown " ↽ : LEFTWARDS HARPOON WITH BARB DOWNWARDS / LEFT HARPOON WITH BARB DOWN +\\leftharpoons \\leftharpoons " : (Incomplete sequence) +\\leftharpoonsu \\leftharpoonsu " : (Incomplete sequence) +\\leftharpoonsup \\leftharpoonsup " : (Incomplete sequence) +\\leftharpoonsupd \\leftharpoonsupd " : (Incomplete sequence) +\\leftharpoonsupdo \\leftharpoonsupdo " : (Incomplete sequence) +\\leftharpoonsupdow \\leftharpoonsupdow " : (Incomplete sequence) +\\leftharpoonsupdown " ⥢ : LEFTWARDS HARPOON WITH BARB UP ABOVE LEFTWARDS HARPOON WITH BARB DOWN +\\leftharpoonu \\leftharpoonu " : (Incomplete sequence) +\\leftharpoonup " ↼ : LEFTWARDS HARPOON WITH BARB UPWARDS / LEFT HARPOON WITH BARB UP +\\leftharpoonup " ↼ : LEFTWARDS HARPOON WITH BARB UPWARDS / LEFT HARPOON WITH BARB UP +\\leftharpoonupd \\leftharpoonupd " : (Incomplete sequence) +\\leftharpoonupda \\leftharpoonupda " : (Incomplete sequence) +\\leftharpoonupdas \\leftharpoonupdas " : (Incomplete sequence) +\\leftharpoonupdash " ⥪ : LEFTWARDS HARPOON WITH BARB UP ABOVE LONG DASH +\\leftl \\leftl " : (Incomplete sequence) +\\leftle \\leftle " : (Incomplete sequence) +\\leftlef \\leftlef " : (Incomplete sequence) +\\leftleft \\leftleft " : (Incomplete sequence) +\\leftlefta \\leftlefta " : (Incomplete sequence) +\\leftleftar \\leftleftar " : (Incomplete sequence) +\\leftleftarr \\leftleftarr " : (Incomplete sequence) +\\leftleftarro \\leftleftarro " : (Incomplete sequence) +\\leftleftarrow \\leftleftarrow " : (Incomplete sequence) +\\leftleftarrows " ⇇ : LEFTWARDS PAIRED ARROWS / LEFT PAIRED ARROWS +\\leftm \\leftm " : (Incomplete sequence) +\\leftmo \\leftmo " : (Incomplete sequence) +\\leftmoo \\leftmoo " : (Incomplete sequence) +\\leftmoon " ☾ : LAST QUARTER MOON +\\lefto \\lefto " : (Incomplete sequence) +\\leftou \\leftou " : (Incomplete sequence) +\\leftout \\leftout " : (Incomplete sequence) +\\leftoute \\leftoute " : (Incomplete sequence) +\\leftouter \\leftouter " : (Incomplete sequence) +\\leftouterj \\leftouterj " : (Incomplete sequence) +\\leftouterjo \\leftouterjo " : (Incomplete sequence) +\\leftouterjoi \\leftouterjoi " : (Incomplete sequence) +\\leftouterjoin " ⟕ : LEFT OUTER JOIN +\\leftr \\leftr " : (Incomplete sequence) +\\leftri \\leftri " : (Incomplete sequence) +\\leftrig \\leftrig " : (Incomplete sequence) +\\leftrigh \\leftrigh " : (Incomplete sequence) +\\leftright \\leftright " : (Incomplete sequence) +\\leftrighta \\leftrighta " : (Incomplete sequence) +\\leftrightar \\leftrightar " : (Incomplete sequence) +\\leftrightarr \\leftrightarr " : (Incomplete sequence) +\\leftrightarro \\leftrightarro " : (Incomplete sequence) +\\leftrightarrow " ↔ : LEFT RIGHT ARROW +\\leftrightarrow " ↔ : LEFT RIGHT ARROW +\\leftrightarrowc \\leftrightarrowc " : (Incomplete sequence) +\\leftrightarrowci \\leftrightarrowci " : (Incomplete sequence) +\\leftrightarrowcir \\leftrightarrowcir " : (Incomplete sequence) +\\leftrightarrowcirc \\leftrightarrowcirc " : (Incomplete sequence) +\\leftrightarrowcircl \\leftrightarrowcircl " : (Incomplete sequence) +\\leftrightarrowcircle " ⥈ : LEFT RIGHT ARROW THROUGH SMALL CIRCLE +\\leftrightarrows " ⇆ : LEFTWARDS ARROW OVER RIGHTWARDS ARROW / LEFT ARROW OVER RIGHT ARROW +\\leftrightarrowt \\leftrightarrowt " : (Incomplete sequence) +\\leftrightarrowtr \\leftrightarrowtr " : (Incomplete sequence) +\\leftrightarrowtri \\leftrightarrowtri " : (Incomplete sequence) +\\leftrightarrowtria \\leftrightarrowtria " : (Incomplete sequence) +\\leftrightarrowtrian \\leftrightarrowtrian " : (Incomplete sequence) +\\leftrightarrowtriang \\leftrightarrowtriang " : (Incomplete sequence) +\\leftrightarrowtriangl \\leftrightarrowtriangl " : (Incomplete sequence) +\\leftrightarrowtriangle " ⇿ : LEFT RIGHT OPEN-HEADED ARROW +\\leftrighth \\leftrighth " : (Incomplete sequence) +\\leftrightha \\leftrightha " : (Incomplete sequence) +\\leftrighthar \\leftrighthar " : (Incomplete sequence) +\\leftrightharp \\leftrightharp " : (Incomplete sequence) +\\leftrightharpo \\leftrightharpo " : (Incomplete sequence) +\\leftrightharpoo \\leftrightharpoo " : (Incomplete sequence) +\\leftrightharpoon \\leftrightharpoon " : (Incomplete sequence) +\\leftrightharpoond \\leftrightharpoond " : (Incomplete sequence) +\\leftrightharpoondo \\leftrightharpoondo " : (Incomplete sequence) +\\leftrightharpoondow \\leftrightharpoondow " : (Incomplete sequence) +\\leftrightharpoondown \\leftrightharpoondown " : (Incomplete sequence) +\\leftrightharpoondownu \\leftrightharpoondownu " : (Incomplete sequence) +\\leftrightharpoondownup " ⥋ : LEFT BARB DOWN RIGHT BARB UP HARPOON +\\leftrightharpoons " ⇋ : LEFTWARDS HARPOON OVER RIGHTWARDS HARPOON / LEFT HARPOON OVER RIGHT HARPOON +\\leftrightharpoons " ⇋ : LEFTWARDS HARPOON OVER RIGHTWARDS HARPOON / LEFT HARPOON OVER RIGHT HARPOON +\\leftrightharpoonsd \\leftrightharpoonsd " : (Incomplete sequence) +\\leftrightharpoonsdo \\leftrightharpoonsdo " : (Incomplete sequence) +\\leftrightharpoonsdow \\leftrightharpoonsdow " : (Incomplete sequence) +\\leftrightharpoonsdown " ⥧ : LEFTWARDS HARPOON WITH BARB DOWN ABOVE RIGHTWARDS HARPOON WITH BARB DOWN +\\leftrightharpoonsu \\leftrightharpoonsu " : (Incomplete sequence) +\\leftrightharpoonsup " ⥦ : LEFTWARDS HARPOON WITH BARB UP ABOVE RIGHTWARDS HARPOON WITH BARB UP +\\leftrightharpoonu \\leftrightharpoonu " : (Incomplete sequence) +\\leftrightharpoonup \\leftrightharpoonup " : (Incomplete sequence) +\\leftrightharpoonupd \\leftrightharpoonupd " : (Incomplete sequence) +\\leftrightharpoonupdo \\leftrightharpoonupdo " : (Incomplete sequence) +\\leftrightharpoonupdow \\leftrightharpoonupdow " : (Incomplete sequence) +\\leftrightharpoonupdown " ⥊ : LEFT BARB UP RIGHT BARB DOWN HARPOON +\\leftrights \\leftrights " : (Incomplete sequence) +\\leftrightsq \\leftrightsq " : (Incomplete sequence) +\\leftrightsqu \\leftrightsqu " : (Incomplete sequence) +\\leftrightsqui \\leftrightsqui " : (Incomplete sequence) +\\leftrightsquig \\leftrightsquig " : (Incomplete sequence) +\\leftrightsquiga \\leftrightsquiga " : (Incomplete sequence) +\\leftrightsquigar \\leftrightsquigar " : (Incomplete sequence) +\\leftrightsquigarr \\leftrightsquigarr " : (Incomplete sequence) +\\leftrightsquigarro \\leftrightsquigarro " : (Incomplete sequence) +\\leftrightsquigarrow " ↭ : LEFT RIGHT WAVE ARROW +\\lefts \\lefts " : (Incomplete sequence) +\\leftsq \\leftsq " : (Incomplete sequence) +\\leftsqu \\leftsqu " : (Incomplete sequence) +\\leftsqui \\leftsqui " : (Incomplete sequence) +\\leftsquig \\leftsquig " : (Incomplete sequence) +\\leftsquiga \\leftsquiga " : (Incomplete sequence) +\\leftsquigar \\leftsquigar " : (Incomplete sequence) +\\leftsquigarr \\leftsquigarr " : (Incomplete sequence) +\\leftsquigarro \\leftsquigarro " : (Incomplete sequence) +\\leftsquigarrow " ⇜ : LEFTWARDS SQUIGGLE ARROW / LEFT SQUIGGLE ARROW +\\leftt \\leftt " : (Incomplete sequence) +\\leftth \\leftth " : (Incomplete sequence) +\\leftthr \\leftthr " : (Incomplete sequence) +\\leftthre \\leftthre " : (Incomplete sequence) +\\leftthree \\leftthree " : (Incomplete sequence) +\\leftthreea \\leftthreea " : (Incomplete sequence) +\\leftthreear \\leftthreear " : (Incomplete sequence) +\\leftthreearr \\leftthreearr " : (Incomplete sequence) +\\leftthreearro \\leftthreearro " : (Incomplete sequence) +\\leftthreearrow \\leftthreearrow " : (Incomplete sequence) +\\leftthreearrows " ⬱ : THREE LEFTWARDS ARROWS +\\leftthreet \\leftthreet " : (Incomplete sequence) +\\leftthreeti \\leftthreeti " : (Incomplete sequence) +\\leftthreetim \\leftthreetim " : (Incomplete sequence) +\\leftthreetime \\leftthreetime " : (Incomplete sequence) +\\leftthreetimes " ⋋ : LEFT SEMIDIRECT PRODUCT +\\leftw \\leftw " : (Incomplete sequence) +\\leftwa \\leftwa " : (Incomplete sequence) +\\leftwav \\leftwav " : (Incomplete sequence) +\\leftwave \\leftwave " : (Incomplete sequence) +\\leftwavea \\leftwavea " : (Incomplete sequence) +\\leftwavear \\leftwavear " : (Incomplete sequence) +\\leftwavearr \\leftwavearr " : (Incomplete sequence) +\\leftwavearro \\leftwavearro " : (Incomplete sequence) +\\leftwavearrow " ↜ : LEFTWARDS WAVE ARROW / LEFT WAVE ARROW +\\leftwh \\leftwh " : (Incomplete sequence) +\\leftwhi \\leftwhi " : (Incomplete sequence) +\\leftwhit \\leftwhit " : (Incomplete sequence) +\\leftwhite \\leftwhite " : (Incomplete sequence) +\\leftwhitea \\leftwhitea " : (Incomplete sequence) +\\leftwhitear \\leftwhitear " : (Incomplete sequence) +\\leftwhitearr \\leftwhitearr " : (Incomplete sequence) +\\leftwhitearro \\leftwhitearro " : (Incomplete sequence) +\\leftwhitearrow " ⇦ : LEFTWARDS WHITE ARROW / WHITE LEFT ARROW +\\leo " ♌ : LEO +\\leq \\leq " : (Incomplete sequence) +\\leqq " ≦ : LESS-THAN OVER EQUAL TO / LESS THAN OVER EQUAL TO +\\leqq " ≦ : LESS-THAN OVER EQUAL TO / LESS THAN OVER EQUAL TO +\\leqqs \\leqqs " : (Incomplete sequence) +\\leqqsl \\leqqsl " : (Incomplete sequence) +\\leqqsla \\leqqsla " : (Incomplete sequence) +\\leqqslan \\leqqslan " : (Incomplete sequence) +\\leqqslant " ⫹ : DOUBLE-LINE SLANTED LESS-THAN OR EQUAL TO +\\leqs \\leqs " : (Incomplete sequence) +\\leqsl \\leqsl " : (Incomplete sequence) +\\leqsla \\leqsla " : (Incomplete sequence) +\\leqslan \\leqslan " : (Incomplete sequence) +\\leqslant " ⩽ : LESS-THAN OR SLANTED EQUAL TO +\\les \\les " : (Incomplete sequence) +\\lesc \\lesc " : (Incomplete sequence) +\\lescc " ⪨ : LESS-THAN CLOSED BY CURVE ABOVE SLANTED EQUAL +\\lesd \\lesd " : (Incomplete sequence) +\\lesdo \\lesdo " : (Incomplete sequence) +\\lesdot " ⩿ : LESS-THAN OR SLANTED EQUAL TO WITH DOT INSIDE +\\lesdot " ⩿ : LESS-THAN OR SLANTED EQUAL TO WITH DOT INSIDE +\\lesdoto " ⪁ : LESS-THAN OR SLANTED EQUAL TO WITH DOT ABOVE +\\lesdoto " ⪁ : LESS-THAN OR SLANTED EQUAL TO WITH DOT ABOVE +\\lesdotor " ⪃ : LESS-THAN OR SLANTED EQUAL TO WITH DOT ABOVE RIGHT +\\lesg \\lesg " : (Incomplete sequence) +\\lesge \\lesge " : (Incomplete sequence) +\\lesges " ⪓ : LESS-THAN ABOVE SLANTED EQUAL ABOVE GREATER-THAN ABOVE SLANTED EQUAL +\\less \\less " : (Incomplete sequence) +\\lessa \\lessa " : (Incomplete sequence) +\\lessap \\lessap " : (Incomplete sequence) +\\lessapp \\lessapp " : (Incomplete sequence) +\\lessappr \\lessappr " : (Incomplete sequence) +\\lessappro \\lessappro " : (Incomplete sequence) +\\lessapprox " ⪅ : LESS-THAN OR APPROXIMATE +\\lessd \\lessd " : (Incomplete sequence) +\\lessdo \\lessdo " : (Incomplete sequence) +\\lessdot " ⋖ : LESS-THAN WITH DOT / LESS THAN WITH DOT +\\lesse \\lesse " : (Incomplete sequence) +\\lesseq \\lesseq " : (Incomplete sequence) +\\lesseqg \\lesseqg " : (Incomplete sequence) +\\lesseqgt \\lesseqgt " : (Incomplete sequence) +\\lesseqgtr " ⋚ : LESS-THAN EQUAL TO OR GREATER-THAN / LESS THAN EQUAL TO OR GREATER THAN +\\lesseqq \\lesseqq " : (Incomplete sequence) +\\lesseqqg \\lesseqqg " : (Incomplete sequence) +\\lesseqqgt \\lesseqqgt " : (Incomplete sequence) +\\lesseqqgtr " ⪋ : LESS-THAN ABOVE DOUBLE-LINE EQUAL ABOVE GREATER-THAN +\\lessg \\lessg " : (Incomplete sequence) +\\lessgt \\lessgt " : (Incomplete sequence) +\\lessgtr " ≶ : LESS-THAN OR GREATER-THAN / LESS THAN OR GREATER THAN +\\lesss \\lesss " : (Incomplete sequence) +\\lesssi \\lesssi " : (Incomplete sequence) +\\lesssim " ≲ : LESS-THAN OR EQUIVALENT TO / LESS THAN OR EQUIVALENT TO +\\lf \\lf " : (Incomplete sequence) +\\lfl \\lfl " : (Incomplete sequence) +\\lflo \\lflo " : (Incomplete sequence) +\\lfloo \\lfloo " : (Incomplete sequence) +\\lfloor " ⌊ : LEFT FLOOR +\\lg \\lg " : (Incomplete sequence) +\\lgE " ⪑ : LESS-THAN ABOVE GREATER-THAN ABOVE DOUBLE-LINE EQUAL +\\lgb \\lgb " : (Incomplete sequence) +\\lgbl \\lgbl " : (Incomplete sequence) +\\lgblk \\lgblk " : (Incomplete sequence) +\\lgblkc \\lgblkc " : (Incomplete sequence) +\\lgblkci \\lgblkci " : (Incomplete sequence) +\\lgblkcir \\lgblkcir " : (Incomplete sequence) +\\lgblkcirc \\lgblkcirc " : (Incomplete sequence) +\\lgblkcircl \\lgblkcircl " : (Incomplete sequence) +\\lgblkcircle " ⬤ : BLACK LARGE CIRCLE +\\lgblks \\lgblks " : (Incomplete sequence) +\\lgblksq \\lgblksq " : (Incomplete sequence) +\\lgblksqu \\lgblksqu " : (Incomplete sequence) +\\lgblksqua \\lgblksqua " : (Incomplete sequence) +\\lgblksquar \\lgblksquar " : (Incomplete sequence) +\\lgblksquare " ⬛ : BLACK LARGE SQUARE +\\lgw \\lgw " : (Incomplete sequence) +\\lgwh \\lgwh " : (Incomplete sequence) +\\lgwht \\lgwht " : (Incomplete sequence) +\\lgwhtc \\lgwhtc " : (Incomplete sequence) +\\lgwhtci \\lgwhtci " : (Incomplete sequence) +\\lgwhtcir \\lgwhtcir " : (Incomplete sequence) +\\lgwhtcirc \\lgwhtcirc " : (Incomplete sequence) +\\lgwhtcircl \\lgwhtcircl " : (Incomplete sequence) +\\lgwhtcircle " ◯ : LARGE CIRCLE +\\lgwhts \\lgwhts " : (Incomplete sequence) +\\lgwhtsq \\lgwhtsq " : (Incomplete sequence) +\\lgwhtsqu \\lgwhtsqu " : (Incomplete sequence) +\\lgwhtsqua \\lgwhtsqua " : (Incomplete sequence) +\\lgwhtsquar \\lgwhtsquar " : (Incomplete sequence) +\\lgwhtsquare " ⬜ : WHITE LARGE SQUARE +\\li \\li " : (Incomplete sequence) +\\lib \\lib " : (Incomplete sequence) +\\libr \\libr " : (Incomplete sequence) +\\libra " ♎ : LIBRA +\\lin \\lin " : (Incomplete sequence) +\\line \\line " : (Incomplete sequence) +\\linef \\linef " : (Incomplete sequence) +\\linefe \\linefe " : (Incomplete sequence) +\\linefee \\linefee " : (Incomplete sequence) +\\linefeed " ↴ : RIGHTWARDS ARROW WITH CORNER DOWNWARDS / RIGHT ARROW WITH CORNER DOWN +\\ll " ≪ : MUCH LESS-THAN / MUCH LESS THAN +\\ll " ≪ : MUCH LESS-THAN / MUCH LESS THAN +\\lla \\lla " : (Incomplete sequence) +\\llar \\llar " : (Incomplete sequence) +\\llarc " ◟ : LOWER LEFT QUADRANT CIRCULAR ARC +\\llb \\llb " : (Incomplete sequence) +\\llbl \\llbl " : (Incomplete sequence) +\\llbla \\llbla " : (Incomplete sequence) +\\llblac \\llblac " : (Incomplete sequence) +\\llblack \\llblack " : (Incomplete sequence) +\\llblackt \\llblackt " : (Incomplete sequence) +\\llblacktr \\llblacktr " : (Incomplete sequence) +\\llblacktri \\llblacktri " : (Incomplete sequence) +\\llblacktria \\llblacktria " : (Incomplete sequence) +\\llblacktrian \\llblacktrian " : (Incomplete sequence) +\\llblacktriang \\llblacktriang " : (Incomplete sequence) +\\llblacktriangl \\llblacktriangl " : (Incomplete sequence) +\\llblacktriangle " ◣ : BLACK LOWER LEFT TRIANGLE +\\llbr \\llbr " : (Incomplete sequence) +\\llbra \\llbra " : (Incomplete sequence) +\\llbrac \\llbrac " : (Incomplete sequence) +\\llbrack \\llbrack " : (Incomplete sequence) +\\llbracke \\llbracke " : (Incomplete sequence) +\\llbracket " ⟦ : MATHEMATICAL LEFT WHITE SQUARE BRACKET +\\llc \\llc " : (Incomplete sequence) +\\llco \\llco " : (Incomplete sequence) +\\llcor \\llcor " : (Incomplete sequence) +\\llcorn \\llcorn " : (Incomplete sequence) +\\llcorne \\llcorne " : (Incomplete sequence) +\\llcorner " ⌞ : BOTTOM LEFT CORNER +\\lll \\lll " : (Incomplete sequence) +\\llln \\llln " : (Incomplete sequence) +\\lllne \\lllne " : (Incomplete sequence) +\\lllnes \\lllnes " : (Incomplete sequence) +\\lllnest " ⫷ : TRIPLE NESTED LESS-THAN +\\llt \\llt " : (Incomplete sequence) +\\lltr \\lltr " : (Incomplete sequence) +\\lltri \\lltri " : (Incomplete sequence) +\\lltria \\lltria " : (Incomplete sequence) +\\lltrian \\lltrian " : (Incomplete sequence) +\\lltriang \\lltriang " : (Incomplete sequence) +\\lltriangl \\lltriangl " : (Incomplete sequence) +\\lltriangle " ◺ : LOWER LEFT TRIANGLE +\\lm \\lm " : (Incomplete sequence) +\\lmo \\lmo " : (Incomplete sequence) +\\lmou \\lmou " : (Incomplete sequence) +\\lmous \\lmous " : (Incomplete sequence) +\\lmoust \\lmoust " : (Incomplete sequence) +\\lmousta \\lmousta " : (Incomplete sequence) +\\lmoustac \\lmoustac " : (Incomplete sequence) +\\lmoustach \\lmoustach " : (Incomplete sequence) +\\lmoustache " ⎰ : UPPER LEFT OR LOWER RIGHT CURLY BRACKET SECTION +\\lmr \\lmr " : (Incomplete sequence) +\\lmrk " ː : MODIFIER LETTER TRIANGULAR COLON +\\ln \\ln " : (Incomplete sequence) +\\lna \\lna " : (Incomplete sequence) +\\lnap \\lnap " : (Incomplete sequence) +\\lnapp \\lnapp " : (Incomplete sequence) +\\lnappr \\lnappr " : (Incomplete sequence) +\\lnappro \\lnappro " : (Incomplete sequence) +\\lnapprox " ⪉ : LESS-THAN AND NOT APPROXIMATE +\\lne \\lne " : (Incomplete sequence) +\\lneq " ⪇ : LESS-THAN AND SINGLE-LINE NOT EQUAL TO +\\lneq " ⪇ : LESS-THAN AND SINGLE-LINE NOT EQUAL TO +\\lneqq " ≨ : LESS-THAN BUT NOT EQUAL TO / LESS THAN BUT NOT EQUAL TO +\\lns \\lns " : (Incomplete sequence) +\\lnsi \\lnsi " : (Incomplete sequence) +\\lnsim " ⋦ : LESS-THAN BUT NOT EQUIVALENT TO / LESS THAN BUT NOT EQUIVALENT TO +\\lo \\lo " : (Incomplete sequence) +\\lon \\lon " : (Incomplete sequence) +\\long \\long " : (Incomplete sequence) +\\longl \\longl " : (Incomplete sequence) +\\longle \\longle " : (Incomplete sequence) +\\longlef \\longlef " : (Incomplete sequence) +\\longleft \\longleft " : (Incomplete sequence) +\\longlefta \\longlefta " : (Incomplete sequence) +\\longleftar \\longleftar " : (Incomplete sequence) +\\longleftarr \\longleftarr " : (Incomplete sequence) +\\longleftarro \\longleftarro " : (Incomplete sequence) +\\longleftarrow " ⟵ : LONG LEFTWARDS ARROW +\\longleftr \\longleftr " : (Incomplete sequence) +\\longleftri \\longleftri " : (Incomplete sequence) +\\longleftrig \\longleftrig " : (Incomplete sequence) +\\longleftrigh \\longleftrigh " : (Incomplete sequence) +\\longleftright \\longleftright " : (Incomplete sequence) +\\longleftrighta \\longleftrighta " : (Incomplete sequence) +\\longleftrightar \\longleftrightar " : (Incomplete sequence) +\\longleftrightarr \\longleftrightarr " : (Incomplete sequence) +\\longleftrightarro \\longleftrightarro " : (Incomplete sequence) +\\longleftrightarrow " ⟷ : LONG LEFT RIGHT ARROW +\\longlefts \\longlefts " : (Incomplete sequence) +\\longleftsq \\longleftsq " : (Incomplete sequence) +\\longleftsqu \\longleftsqu " : (Incomplete sequence) +\\longleftsqui \\longleftsqui " : (Incomplete sequence) +\\longleftsquig \\longleftsquig " : (Incomplete sequence) +\\longleftsquiga \\longleftsquiga " : (Incomplete sequence) +\\longleftsquigar \\longleftsquigar " : (Incomplete sequence) +\\longleftsquigarr \\longleftsquigarr " : (Incomplete sequence) +\\longleftsquigarro \\longleftsquigarro " : (Incomplete sequence) +\\longleftsquigarrow " ⬳ : LONG LEFTWARDS SQUIGGLE ARROW +\\longm \\longm " : (Incomplete sequence) +\\longma \\longma " : (Incomplete sequence) +\\longmap \\longmap " : (Incomplete sequence) +\\longmaps \\longmaps " : (Incomplete sequence) +\\longmapsf \\longmapsf " : (Incomplete sequence) +\\longmapsfr \\longmapsfr " : (Incomplete sequence) +\\longmapsfro \\longmapsfro " : (Incomplete sequence) +\\longmapsfrom " ⟻ : LONG LEFTWARDS ARROW FROM BAR +\\longmapst \\longmapst " : (Incomplete sequence) +\\longmapsto " ⟼ : LONG RIGHTWARDS ARROW FROM BAR +\\longr \\longr " : (Incomplete sequence) +\\longri \\longri " : (Incomplete sequence) +\\longrig \\longrig " : (Incomplete sequence) +\\longrigh \\longrigh " : (Incomplete sequence) +\\longright \\longright " : (Incomplete sequence) +\\longrighta \\longrighta " : (Incomplete sequence) +\\longrightar \\longrightar " : (Incomplete sequence) +\\longrightarr \\longrightarr " : (Incomplete sequence) +\\longrightarro \\longrightarro " : (Incomplete sequence) +\\longrightarrow " ⟶ : LONG RIGHTWARDS ARROW +\\longrights \\longrights " : (Incomplete sequence) +\\longrightsq \\longrightsq " : (Incomplete sequence) +\\longrightsqu \\longrightsqu " : (Incomplete sequence) +\\longrightsqui \\longrightsqui " : (Incomplete sequence) +\\longrightsquig \\longrightsquig " : (Incomplete sequence) +\\longrightsquiga \\longrightsquiga " : (Incomplete sequence) +\\longrightsquigar \\longrightsquigar " : (Incomplete sequence) +\\longrightsquigarr \\longrightsquigarr " : (Incomplete sequence) +\\longrightsquigarro \\longrightsquigarro " : (Incomplete sequence) +\\longrightsquigarrow " ⟿ : LONG RIGHTWARDS SQUIGGLE ARROW +\\loo \\loo " : (Incomplete sequence) +\\loop \\loop " : (Incomplete sequence) +\\loopa \\loopa " : (Incomplete sequence) +\\loopar \\loopar " : (Incomplete sequence) +\\looparr \\looparr " : (Incomplete sequence) +\\looparro \\looparro " : (Incomplete sequence) +\\looparrow \\looparrow " : (Incomplete sequence) +\\looparrowl \\looparrowl " : (Incomplete sequence) +\\looparrowle \\looparrowle " : (Incomplete sequence) +\\looparrowlef \\looparrowlef " : (Incomplete sequence) +\\looparrowleft " ↫ : LEFTWARDS ARROW WITH LOOP / LEFT ARROW WITH LOOP +\\looparrowr \\looparrowr " : (Incomplete sequence) +\\looparrowri \\looparrowri " : (Incomplete sequence) +\\looparrowrig \\looparrowrig " : (Incomplete sequence) +\\looparrowrigh \\looparrowrigh " : (Incomplete sequence) +\\looparrowright " ↬ : RIGHTWARDS ARROW WITH LOOP / RIGHT ARROW WITH LOOP +\\low " ˕ : MODIFIER LETTER DOWN TACK +\\low " ˕ : MODIFIER LETTER DOWN TACK +\\lowi \\lowi " : (Incomplete sequence) +\\lowin \\lowin " : (Incomplete sequence) +\\lowint " ⨜ : INTEGRAL WITH UNDERBAR +\\loz \\loz " : (Incomplete sequence) +\\loze \\loze " : (Incomplete sequence) +\\lozen \\lozen " : (Incomplete sequence) +\\lozeng \\lozeng " : (Incomplete sequence) +\\lozenge " ◊ : LOZENGE +\\lp \\lp " : (Incomplete sequence) +\\lpa \\lpa " : (Incomplete sequence) +\\lpar \\lpar " : (Incomplete sequence) +\\lparg \\lparg " : (Incomplete sequence) +\\lpargt " ⦠ : SPHERICAL ANGLE OPENING LEFT +\\lq " ‘ : LEFT SINGLE QUOTATION MARK / SINGLE TURNED COMMA QUOTATION MARK +\\lr \\lr " : (Incomplete sequence) +\\lra \\lra " : (Incomplete sequence) +\\lrar \\lrar " : (Incomplete sequence) +\\lrarc " ◞ : LOWER RIGHT QUADRANT CIRCULAR ARC +\\lrb \\lrb " : (Incomplete sequence) +\\lrbl \\lrbl " : (Incomplete sequence) +\\lrbla \\lrbla " : (Incomplete sequence) +\\lrblac \\lrblac " : (Incomplete sequence) +\\lrblack \\lrblack " : (Incomplete sequence) +\\lrblackt \\lrblackt " : (Incomplete sequence) +\\lrblacktr \\lrblacktr " : (Incomplete sequence) +\\lrblacktri \\lrblacktri " : (Incomplete sequence) +\\lrblacktria \\lrblacktria " : (Incomplete sequence) +\\lrblacktrian \\lrblacktrian " : (Incomplete sequence) +\\lrblacktriang \\lrblacktriang " : (Incomplete sequence) +\\lrblacktriangl \\lrblacktriangl " : (Incomplete sequence) +\\lrblacktriangle " ◢ : BLACK LOWER RIGHT TRIANGLE +\\lrc \\lrc " : (Incomplete sequence) +\\lrco \\lrco " : (Incomplete sequence) +\\lrcor \\lrcor " : (Incomplete sequence) +\\lrcorn \\lrcorn " : (Incomplete sequence) +\\lrcorne \\lrcorne " : (Incomplete sequence) +\\lrcorner " ⌟ : BOTTOM RIGHT CORNER +\\lrt \\lrt " : (Incomplete sequence) +\\lrtr \\lrtr " : (Incomplete sequence) +\\lrtri \\lrtri " : (Incomplete sequence) +\\lrtria \\lrtria " : (Incomplete sequence) +\\lrtrian \\lrtrian " : (Incomplete sequence) +\\lrtriang \\lrtriang " : (Incomplete sequence) +\\lrtriangl \\lrtriangl " : (Incomplete sequence) +\\lrtriangle " ◿ : LOWER RIGHT TRIANGLE +\\lrtriangle " ◿ : LOWER RIGHT TRIANGLE +\\lrtrianglee \\lrtrianglee " : (Incomplete sequence) +\\lrtriangleeq " ⧡ : INCREASES AS +\\ls \\ls " : (Incomplete sequence) +\\lsi \\lsi " : (Incomplete sequence) +\\lsim \\lsim " : (Incomplete sequence) +\\lsime " ⪍ : LESS-THAN ABOVE SIMILAR OR EQUAL +\\lsimg " ⪏ : LESS-THAN ABOVE SIMILAR ABOVE GREATER-THAN +\\lsq \\lsq " : (Incomplete sequence) +\\lsqh \\lsqh " : (Incomplete sequence) +\\lsqho \\lsqho " : (Incomplete sequence) +\\lsqhoo \\lsqhoo " : (Incomplete sequence) +\\lsqhook " ⫍ : SQUARE LEFT OPEN BOX OPERATOR +\\lt \\lt " : (Incomplete sequence) +\\ltc \\ltc " : (Incomplete sequence) +\\ltcc " ⪦ : LESS-THAN CLOSED BY CURVE +\\ltci \\ltci " : (Incomplete sequence) +\\ltcir " ⩹ : LESS-THAN WITH CIRCLE INSIDE +\\lti \\lti " : (Incomplete sequence) +\\ltim \\ltim " : (Incomplete sequence) +\\ltime \\ltime " : (Incomplete sequence) +\\ltimes " ⋉ : LEFT NORMAL FACTOR SEMIDIRECT PRODUCT +\\ltl \\ltl " : (Incomplete sequence) +\\ltlm \\ltlm " : (Incomplete sequence) +\\ltlmr " ɱ : LATIN SMALL LETTER M WITH HOOK / LATIN SMALL LETTER M HOOK +\\ltln " ɲ : LATIN SMALL LETTER N WITH LEFT HOOK / LATIN SMALL LETTER N HOOK +\\ltp \\ltp " : (Incomplete sequence) +\\ltph \\ltph " : (Incomplete sequence) +\\ltphi " ɸ : LATIN SMALL LETTER PHI +\\ltq \\ltq " : (Incomplete sequence) +\\ltqu \\ltqu " : (Incomplete sequence) +\\ltque \\ltque " : (Incomplete sequence) +\\ltques \\ltques " : (Incomplete sequence) +\\ltquest " ⩻ : LESS-THAN WITH QUESTION MARK ABOVE +\\lv \\lv " : (Incomplete sequence) +\\lvb \\lvb " : (Incomplete sequence) +\\lvbo \\lvbo " : (Incomplete sequence) +\\lvbox \\lvbox " : (Incomplete sequence) +\\lvboxl \\lvboxl " : (Incomplete sequence) +\\lvboxli \\lvboxli " : (Incomplete sequence) +\\lvboxlin \\lvboxlin " : (Incomplete sequence) +\\lvboxline " ⎸ : LEFT VERTICAL BOX LINE +\\lve \\lve " : (Incomplete sequence) +\\lver \\lver " : (Incomplete sequence) +\\lvert \\lvert " : (Incomplete sequence) +\\lvertn \\lvertn " : (Incomplete sequence) +\\lvertne \\lvertne " : (Incomplete sequence) +\\lvertneq \\lvertneq " : (Incomplete sequence) +\\lvertneqq " ≨︀ : LESS-THAN BUT NOT EQUAL TO / LESS THAN BUT NOT EQUAL TO + VARIATION SELECTOR-1 +\\male " ♂ : MALE SIGN +\\maltese " ✠ : MALTESE CROSS +\\mapsdown " ↧ : DOWNWARDS ARROW FROM BAR / DOWN ARROW FROM BAR +\\mapsfrom " ↤ : LEFTWARDS ARROW FROM BAR / LEFT ARROW FROM BAR +\\mapsto " ↦ : RIGHTWARDS ARROW FROM BAR / RIGHT ARROW FROM BAR +\\mapsup " ↥ : UPWARDS ARROW FROM BAR / UP ARROW FROM BAR +\\mars " ♂ : MALE SIGN +\\mdblkcircle " ⚫ : MEDIUM BLACK CIRCLE +\\mdblkdiamond " ⬥ : BLACK MEDIUM DIAMOND +\\mdblklozenge " ⬧ : BLACK MEDIUM LOZENGE +\\mdblksquare " ◼ : BLACK MEDIUM SQUARE +\\mdlgblkcircle " ● : BLACK CIRCLE +\\mdlgblkdiamond " ◆ : BLACK DIAMOND +\\mdlgwhtdiamond " ◇ : WHITE DIAMOND +\\mdsmblksquare " ◾ : BLACK MEDIUM SMALL SQUARE +\\mdsmwhtcircle " ⚬ : MEDIUM SMALL WHITE CIRCLE +\\mdsmwhtsquare " ◽ : WHITE MEDIUM SMALL SQUARE +\\mdwhtcircle " ⚪ : MEDIUM WHITE CIRCLE +\\mdwhtdiamond " ⬦ : WHITE MEDIUM DIAMOND +\\mdwhtlozenge " ⬨ : WHITE MEDIUM LOZENGE +\\mdwhtsquare " ◻ : WHITE MEDIUM SQUARE +\\measangledltosw " ⦯ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING LEFT AND DOWN +\\measangledrtose " ⦮ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING RIGHT AND DOWN +\\measangleldtosw " ⦫ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING DOWN AND LEFT +\\measanglelutonw " ⦩ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING UP AND LEFT +\\measanglerdtose " ⦪ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING DOWN AND RIGHT +\\measanglerutone " ⦨ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING UP AND RIGHT +\\measangleultonw " ⦭ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING LEFT AND UP +\\measangleurtone " ⦬ : MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING RIGHT AND UP +\\measeq " ≞ : MEASURED BY +\\measuredangle " ∡ : MEASURED ANGLE +\\measuredangle " ∡ : MEASURED ANGLE +\\measuredanglel \\measuredanglel " : (Incomplete sequence) +\\measuredanglele \\measuredanglele " : (Incomplete sequence) +\\measuredanglelef \\measuredanglelef " : (Incomplete sequence) +\\measuredangleleft " ⦛ : MEASURED ANGLE OPENING LEFT +\\medblackstar " ⭑ : BLACK SMALL STAR +\\medwhitestar " ⭐ : WHITE MEDIUM STAR +\\mercury " ☿ : MERCURY +\\mho " ℧ : INVERTED OHM SIGN / MHO +\\mid " ∣ : DIVIDES +\\mid " ∣ : DIVIDES +\\midb \\midb " : (Incomplete sequence) +\\midba \\midba " : (Incomplete sequence) +\\midbar \\midbar " : (Incomplete sequence) +\\midbarv \\midbarv " : (Incomplete sequence) +\\midbarve \\midbarve " : (Incomplete sequence) +\\midbarvee " ⩝ : LOGICAL OR WITH HORIZONTAL DASH +\\midbarw \\midbarw " : (Incomplete sequence) +\\midbarwe \\midbarwe " : (Incomplete sequence) +\\midbarwed \\midbarwed " : (Incomplete sequence) +\\midbarwedg \\midbarwedg " : (Incomplete sequence) +\\midbarwedge " ⩜ : LOGICAL AND WITH HORIZONTAL DASH +\\minhat " ⩟ : LOGICAL AND WITH UNDERBAR +\\minus " − : MINUS SIGN +\\minus " − : MINUS SIGN +\\minusd \\minusd " : (Incomplete sequence) +\\minusdo \\minusdo " : (Incomplete sequence) +\\minusdot " ⨪ : MINUS SIGN WITH DOT BELOW +\\minusf \\minusf " : (Incomplete sequence) +\\minusfd \\minusfd " : (Incomplete sequence) +\\minusfdo \\minusfdo " : (Incomplete sequence) +\\minusfdot \\minusfdot " : (Incomplete sequence) +\\minusfdots " ⨫ : MINUS SIGN WITH FALLING DOTS +\\minusr \\minusr " : (Incomplete sequence) +\\minusrd \\minusrd " : (Incomplete sequence) +\\minusrdo \\minusrdo " : (Incomplete sequence) +\\minusrdot \\minusrdot " : (Incomplete sequence) +\\minusrdots " ⨬ : MINUS SIGN WITH RISING DOTS +\\mlcp " ⫛ : TRANSVERSAL INTERSECTION +\\models " ⊧ : MODELS +\\modtwosum " ⨊ : MODULO TWO SUM +\\mp " ∓ : MINUS-OR-PLUS SIGN +\\mu " μ : GREEK SMALL LETTER MU +\\mu " μ : GREEK SMALL LETTER MU +\\mul \\mul " : (Incomplete sequence) +\\mult \\mult " : (Incomplete sequence) +\\multi \\multi " : (Incomplete sequence) +\\multim \\multim " : (Incomplete sequence) +\\multima \\multima " : (Incomplete sequence) +\\multimap " ⊸ : MULTIMAP +\\nBumpeq " ≎̸ : GEOMETRICALLY EQUIVALENT TO + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\nHdownarrow " ⇟ : DOWNWARDS ARROW WITH DOUBLE STROKE / DOWN ARROW WITH DOUBLE STROKE +\\nHuparrow " ⇞ : UPWARDS ARROW WITH DOUBLE STROKE / UP ARROW WITH DOUBLE STROKE +\\nLeftarrow " ⇍ : LEFTWARDS DOUBLE ARROW WITH STROKE / LEFT DOUBLE ARROW WITH STROKE +\\nLeftrightarrow " ⇎ : LEFT RIGHT DOUBLE ARROW WITH STROKE +\\nRightarrow " ⇏ : RIGHTWARDS DOUBLE ARROW WITH STROKE / RIGHT DOUBLE ARROW WITH STROKE +\\nVDash " ⊯ : NEGATED DOUBLE VERTICAL BAR DOUBLE RIGHT TURNSTILE +\\nVdash " ⊮ : DOES NOT FORCE +\\nVleftarrow " ⇺ : LEFTWARDS ARROW WITH DOUBLE VERTICAL STROKE +\\nVleftarrow " ⇺ : LEFTWARDS ARROW WITH DOUBLE VERTICAL STROKE +\\nVleftarrowt \\nVleftarrowt " : (Incomplete sequence) +\\nVleftarrowta \\nVleftarrowta " : (Incomplete sequence) +\\nVleftarrowtai \\nVleftarrowtai " : (Incomplete sequence) +\\nVleftarrowtail " ⬺ : LEFTWARDS ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE +\\nVleftrightarrow " ⇼ : LEFT RIGHT ARROW WITH DOUBLE VERTICAL STROKE +\\nVrightarrow " ⇻ : RIGHTWARDS ARROW WITH DOUBLE VERTICAL STROKE +\\nVrightarrow " ⇻ : RIGHTWARDS ARROW WITH DOUBLE VERTICAL STROKE +\\nVrightarrowt \\nVrightarrowt " : (Incomplete sequence) +\\nVrightarrowta \\nVrightarrowta " : (Incomplete sequence) +\\nVrightarrowtai \\nVrightarrowtai " : (Incomplete sequence) +\\nVrightarrowtail " ⤕ : RIGHTWARDS ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE +\\nVtwoheadleftarrow " ⬵ : LEFTWARDS TWO-HEADED ARROW WITH DOUBLE VERTICAL STROKE +\\nVtwoheadleftarrow " ⬵ : LEFTWARDS TWO-HEADED ARROW WITH DOUBLE VERTICAL STROKE +\\nVtwoheadleftarrowt \\nVtwoheadleftarrowt " : (Incomplete sequence) +\\nVtwoheadleftarrowta \\nVtwoheadleftarrowta " : (Incomplete sequence) +\\nVtwoheadleftarrowtai \\nVtwoheadleftarrowtai " : (Incomplete sequence) +\\nVtwoheadleftarrowtail " ⬽ : LEFTWARDS TWO-HEADED ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE +\\nVtwoheadrightarrow " ⤁ : RIGHTWARDS TWO-HEADED ARROW WITH DOUBLE VERTICAL STROKE +\\nVtwoheadrightarrow " ⤁ : RIGHTWARDS TWO-HEADED ARROW WITH DOUBLE VERTICAL STROKE +\\nVtwoheadrightarrowt \\nVtwoheadrightarrowt " : (Incomplete sequence) +\\nVtwoheadrightarrowta \\nVtwoheadrightarrowta " : (Incomplete sequence) +\\nVtwoheadrightarrowtai \\nVtwoheadrightarrowtai " : (Incomplete sequence) +\\nVtwoheadrightarrowtail " ⤘ : RIGHTWARDS TWO-HEADED ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE +\\nabla " ∇ : NABLA +\\napprox " ≉ : NOT ALMOST EQUAL TO +\\nasymp " ≭ : NOT EQUIVALENT TO +\\natural " ♮ : MUSIC NATURAL SIGN / NATURAL +\\nbumpeq " ≏̸ : DIFFERENCE BETWEEN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\ncong " ≇ : NEITHER APPROXIMATELY NOR ACTUALLY EQUAL TO +\\ne " ≠ : NOT EQUAL TO +\\ne " ≠ : NOT EQUAL TO +\\nea \\nea " : (Incomplete sequence) +\\near \\near " : (Incomplete sequence) +\\nearr \\nearr " : (Incomplete sequence) +\\nearro \\nearro " : (Incomplete sequence) +\\nearrow " ↗ : NORTH EAST ARROW / UPPER RIGHT ARROW +\\neg " ¬ : NOT SIGN +\\neo \\neo " : (Incomplete sequence) +\\neov \\neov " : (Incomplete sequence) +\\neovn \\neovn " : (Incomplete sequence) +\\neovnw \\neovnw " : (Incomplete sequence) +\\neovnwa \\neovnwa " : (Incomplete sequence) +\\neovnwar \\neovnwar " : (Incomplete sequence) +\\neovnwarr \\neovnwarr " : (Incomplete sequence) +\\neovnwarro \\neovnwarro " : (Incomplete sequence) +\\neovnwarrow " ⤱ : NORTH EAST ARROW CROSSING NORTH WEST ARROW +\\neovs \\neovs " : (Incomplete sequence) +\\neovse \\neovse " : (Incomplete sequence) +\\neovsea \\neovsea " : (Incomplete sequence) +\\neovsear \\neovsear " : (Incomplete sequence) +\\neovsearr \\neovsearr " : (Incomplete sequence) +\\neovsearro \\neovsearro " : (Incomplete sequence) +\\neovsearrow " ⤮ : NORTH EAST ARROW CROSSING SOUTH EAST ARROW +\\nep \\nep " : (Incomplete sequence) +\\nept \\nept " : (Incomplete sequence) +\\neptu \\neptu " : (Incomplete sequence) +\\neptun \\neptun " : (Incomplete sequence) +\\neptune " ♆ : NEPTUNE +\\neq \\neq " : (Incomplete sequence) +\\neqs \\neqs " : (Incomplete sequence) +\\neqsi \\neqsi " : (Incomplete sequence) +\\neqsim " ≂̸ : MINUS TILDE + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\nequ \\nequ " : (Incomplete sequence) +\\nequi \\nequi " : (Incomplete sequence) +\\nequiv " ≢ : NOT IDENTICAL TO +\\neu \\neu " : (Incomplete sequence) +\\neut \\neut " : (Incomplete sequence) +\\neute \\neute " : (Incomplete sequence) +\\neuter " ⚲ : NEUTER +\\nex \\nex " : (Incomplete sequence) +\\nexi \\nexi " : (Incomplete sequence) +\\nexis \\nexis " : (Incomplete sequence) +\\nexist \\nexist " : (Incomplete sequence) +\\nexists " ∄ : THERE DOES NOT EXIST +\\ng " ŋ : LATIN SMALL LETTER ENG +\\ng " ŋ : LATIN SMALL LETTER ENG +\\nge \\nge " : (Incomplete sequence) +\\ngeq " ≱ : NEITHER GREATER-THAN NOR EQUAL TO / NEITHER GREATER THAN NOR EQUAL TO +\\ngeq " ≱ : NEITHER GREATER-THAN NOR EQUAL TO / NEITHER GREATER THAN NOR EQUAL TO +\\ngeqs \\ngeqs " : (Incomplete sequence) +\\ngeqsl \\ngeqsl " : (Incomplete sequence) +\\ngeqsla \\ngeqsla " : (Incomplete sequence) +\\ngeqslan \\ngeqslan " : (Incomplete sequence) +\\ngeqslant " ⩾̸ : GREATER-THAN OR SLANTED EQUAL TO + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\ngt \\ngt " : (Incomplete sequence) +\\ngtr " ≯ : NOT GREATER-THAN / NOT GREATER THAN +\\ngtr " ≯ : NOT GREATER-THAN / NOT GREATER THAN +\\ngtrs \\ngtrs " : (Incomplete sequence) +\\ngtrsi \\ngtrsi " : (Incomplete sequence) +\\ngtrsim " ≵ : NEITHER GREATER-THAN NOR EQUIVALENT TO / NEITHER GREATER THAN NOR EQUIVALENT TO +\\ni " ∋ : CONTAINS AS MEMBER +\\ni " ∋ : CONTAINS AS MEMBER +\\nio \\nio " : (Incomplete sequence) +\\niob \\niob " : (Incomplete sequence) +\\nioba \\nioba " : (Incomplete sequence) +\\niobar " ⋾ : SMALL CONTAINS WITH OVERBAR +\\nis " ⋼ : SMALL CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE +\\nis " ⋼ : SMALL CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE +\\nisd " ⋺ : CONTAINS WITH LONG HORIZONTAL STROKE +\\nleftarrow " ↚ : LEFTWARDS ARROW WITH STROKE / LEFT ARROW WITH STROKE +\\nleftrightarrow " ↮ : LEFT RIGHT ARROW WITH STROKE +\\nleq " ≰ : NEITHER LESS-THAN NOR EQUAL TO / NEITHER LESS THAN NOR EQUAL TO +\\nleq " ≰ : NEITHER LESS-THAN NOR EQUAL TO / NEITHER LESS THAN NOR EQUAL TO +\\nleqs \\nleqs " : (Incomplete sequence) +\\nleqsl \\nleqsl " : (Incomplete sequence) +\\nleqsla \\nleqsla " : (Incomplete sequence) +\\nleqslan \\nleqslan " : (Incomplete sequence) +\\nleqslant " ⩽̸ : LESS-THAN OR SLANTED EQUAL TO + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\nless " ≮ : NOT LESS-THAN / NOT LESS THAN +\\nless " ≮ : NOT LESS-THAN / NOT LESS THAN +\\nlesss \\nlesss " : (Incomplete sequence) +\\nlesssi \\nlesssi " : (Incomplete sequence) +\\nlesssim " ≴ : NEITHER LESS-THAN NOR EQUIVALENT TO / NEITHER LESS THAN NOR EQUIVALENT TO +\\nmid " ∤ : DOES NOT DIVIDE +\\nni " ∌ : DOES NOT CONTAIN AS MEMBER +\\nolinebreak " ⁠ : WORD JOINER +\\not " ◌̸ : COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\not " ◌̸ : COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\notb \\notb " : (Incomplete sequence) +\\notba \\notba " : (Incomplete sequence) +\\notbac \\notbac " : (Incomplete sequence) +\\notback \\notback " : (Incomplete sequence) +\\notbacks \\notbacks " : (Incomplete sequence) +\\notbacksl \\notbacksl " : (Incomplete sequence) +\\notbacksla \\notbacksla " : (Incomplete sequence) +\\notbackslas \\notbackslas " : (Incomplete sequence) +\\notbackslash " ⍀ : APL FUNCTIONAL SYMBOL BACKSLASH BAR +\\notg \\notg " : (Incomplete sequence) +\\notgr \\notgr " : (Incomplete sequence) +\\notgre \\notgre " : (Incomplete sequence) +\\notgrea \\notgrea " : (Incomplete sequence) +\\notgreat \\notgreat " : (Incomplete sequence) +\\notgreate \\notgreate " : (Incomplete sequence) +\\notgreater \\notgreater " : (Incomplete sequence) +\\notgreaterl \\notgreaterl " : (Incomplete sequence) +\\notgreaterle \\notgreaterle " : (Incomplete sequence) +\\notgreaterles \\notgreaterles " : (Incomplete sequence) +\\notgreaterless " ≹ : NEITHER GREATER-THAN NOR LESS-THAN / NEITHER GREATER THAN NOR LESS THAN +\\noti \\noti " : (Incomplete sequence) +\\notin " ∉ : NOT AN ELEMENT OF +\\notl \\notl " : (Incomplete sequence) +\\notle \\notle " : (Incomplete sequence) +\\notles \\notles " : (Incomplete sequence) +\\notless \\notless " : (Incomplete sequence) +\\notlessg \\notlessg " : (Incomplete sequence) +\\notlessgr \\notlessgr " : (Incomplete sequence) +\\notlessgre \\notlessgre " : (Incomplete sequence) +\\notlessgrea \\notlessgrea " : (Incomplete sequence) +\\notlessgreat \\notlessgreat " : (Incomplete sequence) +\\notlessgreate \\notlessgreate " : (Incomplete sequence) +\\notlessgreater " ≸ : NEITHER LESS-THAN NOR GREATER-THAN / NEITHER LESS THAN NOR GREATER THAN +\\nots \\nots " : (Incomplete sequence) +\\notsl \\notsl " : (Incomplete sequence) +\\notsla \\notsla " : (Incomplete sequence) +\\notslas \\notslas " : (Incomplete sequence) +\\notslash " ⌿ : APL FUNCTIONAL SYMBOL SLASH BAR +\\nparallel " ∦ : NOT PARALLEL TO +\\npolint " ⨔ : LINE INTEGRATION NOT INCLUDING THE POLE +\\nprec " ⊀ : DOES NOT PRECEDE +\\nprec " ⊀ : DOES NOT PRECEDE +\\nprecc \\nprecc " : (Incomplete sequence) +\\npreccu \\npreccu " : (Incomplete sequence) +\\npreccur \\npreccur " : (Incomplete sequence) +\\npreccurl \\npreccurl " : (Incomplete sequence) +\\npreccurly \\npreccurly " : (Incomplete sequence) +\\npreccurlye \\npreccurlye " : (Incomplete sequence) +\\npreccurlyeq " ⋠ : DOES NOT PRECEDE OR EQUAL +\\nprece \\nprece " : (Incomplete sequence) +\\npreceq " ⪯̸ : PRECEDES ABOVE SINGLE-LINE EQUALS SIGN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\nprecs \\nprecs " : (Incomplete sequence) +\\nprecsi \\nprecsi " : (Incomplete sequence) +\\nprecsim " ≾̸ : PRECEDES OR EQUIVALENT TO + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\nrightarrow " ↛ : RIGHTWARDS ARROW WITH STROKE / RIGHT ARROW WITH STROKE +\\nrleg " ƞ : LATIN SMALL LETTER N WITH LONG RIGHT LEG +\\nsim " ≁ : NOT TILDE +\\nsim " ≁ : NOT TILDE +\\nsime " ≄ : NOT ASYMPTOTICALLY EQUAL TO +\\nsqsubseteq " ⋢ : NOT SQUARE IMAGE OF OR EQUAL TO +\\nsqsupseteq " ⋣ : NOT SQUARE ORIGINAL OF OR EQUAL TO +\\nsubset " ⊄ : NOT A SUBSET OF +\\nsubset " ⊄ : NOT A SUBSET OF +\\nsubsete \\nsubsete " : (Incomplete sequence) +\\nsubseteq " ⊈ : NEITHER A SUBSET OF NOR EQUAL TO +\\nsubseteq " ⊈ : NEITHER A SUBSET OF NOR EQUAL TO +\\nsubseteqq " ⫅̸ : SUBSET OF ABOVE EQUALS SIGN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\nsucc " ⊁ : DOES NOT SUCCEED +\\nsucc " ⊁ : DOES NOT SUCCEED +\\nsuccc \\nsuccc " : (Incomplete sequence) +\\nsucccu \\nsucccu " : (Incomplete sequence) +\\nsucccur \\nsucccur " : (Incomplete sequence) +\\nsucccurl \\nsucccurl " : (Incomplete sequence) +\\nsucccurly \\nsucccurly " : (Incomplete sequence) +\\nsucccurlye \\nsucccurlye " : (Incomplete sequence) +\\nsucccurlyeq " ⋡ : DOES NOT SUCCEED OR EQUAL +\\nsucce \\nsucce " : (Incomplete sequence) +\\nsucceq " ⪰̸ : SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\nsuccs \\nsuccs " : (Incomplete sequence) +\\nsuccsi \\nsuccsi " : (Incomplete sequence) +\\nsuccsim " ≿̸ : SUCCEEDS OR EQUIVALENT TO + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\nsupset " ⊅ : NOT A SUPERSET OF +\\nsupset " ⊅ : NOT A SUPERSET OF +\\nsupsete \\nsupsete " : (Incomplete sequence) +\\nsupseteq " ⊉ : NEITHER A SUPERSET OF NOR EQUAL TO +\\nsupseteq " ⊉ : NEITHER A SUPERSET OF NOR EQUAL TO +\\nsupseteqq " ⫆̸ : SUPERSET OF ABOVE EQUALS SIGN + COMBINING LONG SOLIDUS OVERLAY / NON-SPACING LONG SLASH OVERLAY +\\ntriangleleft " ⋪ : NOT NORMAL SUBGROUP OF +\\ntriangleleft " ⋪ : NOT NORMAL SUBGROUP OF +\\ntrianglelefte \\ntrianglelefte " : (Incomplete sequence) +\\ntrianglelefteq " ⋬ : NOT NORMAL SUBGROUP OF OR EQUAL TO +\\ntriangleright " ⋫ : DOES NOT CONTAIN AS NORMAL SUBGROUP +\\ntriangleright " ⋫ : DOES NOT CONTAIN AS NORMAL SUBGROUP +\\ntrianglerighte \\ntrianglerighte " : (Incomplete sequence) +\\ntrianglerighteq " ⋭ : DOES NOT CONTAIN AS NORMAL SUBGROUP OR EQUAL +\\nu " ν : GREEK SMALL LETTER NU +\\nu " ν : GREEK SMALL LETTER NU +\\num \\num " : (Incomplete sequence) +\\nume \\nume " : (Incomplete sequence) +\\numer \\numer " : (Incomplete sequence) +\\numero " № : NUMERO SIGN / NUMERO +\\nvDash " ⊭ : NOT TRUE +\\nvLeftarrow " ⤂ : LEFTWARDS DOUBLE ARROW WITH VERTICAL STROKE +\\nvLeftrightarrow " ⤄ : LEFT RIGHT DOUBLE ARROW WITH VERTICAL STROKE +\\nvRightarrow " ⤃ : RIGHTWARDS DOUBLE ARROW WITH VERTICAL STROKE +\\nvdash " ⊬ : DOES NOT PROVE +\\nvleftarrow " ⇷ : LEFTWARDS ARROW WITH VERTICAL STROKE +\\nvleftarrow " ⇷ : LEFTWARDS ARROW WITH VERTICAL STROKE +\\nvleftarrowt \\nvleftarrowt " : (Incomplete sequence) +\\nvleftarrowta \\nvleftarrowta " : (Incomplete sequence) +\\nvleftarrowtai \\nvleftarrowtai " : (Incomplete sequence) +\\nvleftarrowtail " ⬹ : LEFTWARDS ARROW WITH TAIL WITH VERTICAL STROKE +\\nvleftrightarrow " ⇹ : LEFT RIGHT ARROW WITH VERTICAL STROKE +\\nvrightarrow " ⇸ : RIGHTWARDS ARROW WITH VERTICAL STROKE +\\nvrightarrow " ⇸ : RIGHTWARDS ARROW WITH VERTICAL STROKE +\\nvrightarrowt \\nvrightarrowt " : (Incomplete sequence) +\\nvrightarrowta \\nvrightarrowta " : (Incomplete sequence) +\\nvrightarrowtai \\nvrightarrowtai " : (Incomplete sequence) +\\nvrightarrowtail " ⤔ : RIGHTWARDS ARROW WITH TAIL WITH VERTICAL STROKE +\\nvtwoheadleftarrow " ⬴ : LEFTWARDS TWO-HEADED ARROW WITH VERTICAL STROKE +\\nvtwoheadleftarrow " ⬴ : LEFTWARDS TWO-HEADED ARROW WITH VERTICAL STROKE +\\nvtwoheadleftarrowt \\nvtwoheadleftarrowt " : (Incomplete sequence) +\\nvtwoheadleftarrowta \\nvtwoheadleftarrowta " : (Incomplete sequence) +\\nvtwoheadleftarrowtai \\nvtwoheadleftarrowtai " : (Incomplete sequence) +\\nvtwoheadleftarrowtail " ⬼ : LEFTWARDS TWO-HEADED ARROW WITH TAIL WITH VERTICAL STROKE +\\nvtwoheadrightarrow " ⤀ : RIGHTWARDS TWO-HEADED ARROW WITH VERTICAL STROKE +\\nvtwoheadrightarrow " ⤀ : RIGHTWARDS TWO-HEADED ARROW WITH VERTICAL STROKE +\\nvtwoheadrightarrowt \\nvtwoheadrightarrowt " : (Incomplete sequence) +\\nvtwoheadrightarrowta \\nvtwoheadrightarrowta " : (Incomplete sequence) +\\nvtwoheadrightarrowtai \\nvtwoheadrightarrowtai " : (Incomplete sequence) +\\nvtwoheadrightarrowtail " ⤗ : RIGHTWARDS TWO-HEADED ARROW WITH TAIL WITH VERTICAL STROKE +\\nwarrow " ↖ : NORTH WEST ARROW / UPPER LEFT ARROW +\\nwovnearrow " ⤲ : NORTH WEST ARROW CROSSING NORTH EAST ARROW +\\o " ø : LATIN SMALL LETTER O WITH STROKE / LATIN SMALL LETTER O SLASH +\\o " ø : LATIN SMALL LETTER O WITH STROKE / LATIN SMALL LETTER O SLASH +\\ob \\ob " : (Incomplete sequence) +\\oba \\oba " : (Incomplete sequence) +\\obar " ⌽ : APL FUNCTIONAL SYMBOL CIRCLE STILE +\\obs \\obs " : (Incomplete sequence) +\\obsl \\obsl " : (Incomplete sequence) +\\obsla \\obsla " : (Incomplete sequence) +\\obslas \\obslas " : (Incomplete sequence) +\\obslash " ⦸ : CIRCLED REVERSE SOLIDUS +\\oc \\oc " : (Incomplete sequence) +\\oci \\oci " : (Incomplete sequence) +\\ocir \\ocir " : (Incomplete sequence) +\\ocirc " ◌̊ : COMBINING RING ABOVE / NON-SPACING RING ABOVE +\\oco \\oco " : (Incomplete sequence) +\\ocom \\ocom " : (Incomplete sequence) +\\ocomm \\ocomm " : (Incomplete sequence) +\\ocomma \\ocomma " : (Incomplete sequence) +\\ocommat \\ocommat " : (Incomplete sequence) +\\ocommato \\ocommato " : (Incomplete sequence) +\\ocommatop \\ocommatop " : (Incomplete sequence) +\\ocommatopr \\ocommatopr " : (Incomplete sequence) +\\ocommatopri \\ocommatopri " : (Incomplete sequence) +\\ocommatoprig \\ocommatoprig " : (Incomplete sequence) +\\ocommatoprigh \\ocommatoprigh " : (Incomplete sequence) +\\ocommatopright " ◌̕ : COMBINING COMMA ABOVE RIGHT / NON-SPACING COMMA ABOVE RIGHT +\\od \\od " : (Incomplete sequence) +\\odi \\odi " : (Incomplete sequence) +\\odiv " ⨸ : CIRCLED DIVISION SIGN +\\odo \\odo " : (Incomplete sequence) +\\odot " ⊙ : CIRCLED DOT OPERATOR +\\odot " ⊙ : CIRCLED DOT OPERATOR +\\odots \\odots " : (Incomplete sequence) +\\odotsl \\odotsl " : (Incomplete sequence) +\\odotsla \\odotsla " : (Incomplete sequence) +\\odotslas \\odotslas " : (Incomplete sequence) +\\odotslash \\odotslash " : (Incomplete sequence) +\\odotslashd \\odotslashd " : (Incomplete sequence) +\\odotslashdo \\odotslashdo " : (Incomplete sequence) +\\odotslashdot " ⦼ : CIRCLED ANTICLOCKWISE-ROTATED DIVISION SIGN +\\oe " œ : LATIN SMALL LIGATURE OE / LATIN SMALL LETTER O E +\\og \\og " : (Incomplete sequence) +\\ogr \\ogr " : (Incomplete sequence) +\\ogre \\ogre " : (Incomplete sequence) +\\ogrea \\ogrea " : (Incomplete sequence) +\\ogreat \\ogreat " : (Incomplete sequence) +\\ogreate \\ogreate " : (Incomplete sequence) +\\ogreater \\ogreater " : (Incomplete sequence) +\\ogreatert \\ogreatert " : (Incomplete sequence) +\\ogreaterth \\ogreaterth " : (Incomplete sequence) +\\ogreatertha \\ogreatertha " : (Incomplete sequence) +\\ogreaterthan " ⧁ : CIRCLED GREATER-THAN +\\oi \\oi " : (Incomplete sequence) +\\oii \\oii " : (Incomplete sequence) +\\oiii \\oiii " : (Incomplete sequence) +\\oiiin \\oiiin " : (Incomplete sequence) +\\oiiint " ∰ : VOLUME INTEGRAL +\\oiin \\oiin " : (Incomplete sequence) +\\oiint " ∯ : SURFACE INTEGRAL +\\oin \\oin " : (Incomplete sequence) +\\oint " ∮ : CONTOUR INTEGRAL +\\oint " ∮ : CONTOUR INTEGRAL +\\ointc \\ointc " : (Incomplete sequence) +\\ointct \\ointct " : (Incomplete sequence) +\\ointctr \\ointctr " : (Incomplete sequence) +\\ointctrc \\ointctrc " : (Incomplete sequence) +\\ointctrcl \\ointctrcl " : (Incomplete sequence) +\\ointctrclo \\ointctrclo " : (Incomplete sequence) +\\ointctrcloc \\ointctrcloc " : (Incomplete sequence) +\\ointctrclock \\ointctrclock " : (Incomplete sequence) +\\ointctrclockw \\ointctrclockw " : (Incomplete sequence) +\\ointctrclockwi \\ointctrclockwi " : (Incomplete sequence) +\\ointctrclockwis \\ointctrclockwis " : (Incomplete sequence) +\\ointctrclockwise " ∳ : ANTICLOCKWISE CONTOUR INTEGRAL +\\ol \\ol " : (Incomplete sequence) +\\ole \\ole " : (Incomplete sequence) +\\oles \\oles " : (Incomplete sequence) +\\oless \\oless " : (Incomplete sequence) +\\olesst \\olesst " : (Incomplete sequence) +\\olessth \\olessth " : (Incomplete sequence) +\\olesstha \\olesstha " : (Incomplete sequence) +\\olessthan " ⧀ : CIRCLED LESS-THAN +\\om \\om " : (Incomplete sequence) +\\ome \\ome " : (Incomplete sequence) +\\omeg \\omeg " : (Incomplete sequence) +\\omega " ω : GREEK SMALL LETTER OMEGA +\\omi \\omi " : (Incomplete sequence) +\\omin \\omin " : (Incomplete sequence) +\\ominu \\ominu " : (Incomplete sequence) +\\ominus " ⊖ : CIRCLED MINUS +\\op \\op " : (Incomplete sequence) +\\ope \\ope " : (Incomplete sequence) +\\open \\open " : (Incomplete sequence) +\\openb \\openb " : (Incomplete sequence) +\\openbr \\openbr " : (Incomplete sequence) +\\openbra \\openbra " : (Incomplete sequence) +\\openbrac \\openbrac " : (Incomplete sequence) +\\openbrack \\openbrack " : (Incomplete sequence) +\\openbracke \\openbracke " : (Incomplete sequence) +\\openbracket \\openbracket " : (Incomplete sequence) +\\openbracketl \\openbracketl " : (Incomplete sequence) +\\openbracketle \\openbracketle " : (Incomplete sequence) +\\openbracketlef \\openbracketlef " : (Incomplete sequence) +\\openbracketleft " ⟦ : MATHEMATICAL LEFT WHITE SQUARE BRACKET +\\openbracketr \\openbracketr " : (Incomplete sequence) +\\openbracketri \\openbracketri " : (Incomplete sequence) +\\openbracketrig \\openbracketrig " : (Incomplete sequence) +\\openbracketrigh \\openbracketrigh " : (Incomplete sequence) +\\openbracketright " ⟧ : MATHEMATICAL RIGHT WHITE SQUARE BRACKET +\\openo " ɔ : LATIN SMALL LETTER OPEN O +\\opl \\opl " : (Incomplete sequence) +\\oplu \\oplu " : (Incomplete sequence) +\\oplus " ⊕ : CIRCLED PLUS +\\oplus " ⊕ : CIRCLED PLUS +\\oplusl \\oplusl " : (Incomplete sequence) +\\opluslh \\opluslh " : (Incomplete sequence) +\\opluslhr \\opluslhr " : (Incomplete sequence) +\\opluslhri \\opluslhri " : (Incomplete sequence) +\\opluslhrim " ⨭ : PLUS SIGN IN LEFT HALF CIRCLE +\\oplusr \\oplusr " : (Incomplete sequence) +\\oplusrh \\oplusrh " : (Incomplete sequence) +\\oplusrhr \\oplusrhr " : (Incomplete sequence) +\\oplusrhri \\oplusrhri " : (Incomplete sequence) +\\oplusrhrim " ⨮ : PLUS SIGN IN RIGHT HALF CIRCLE +\\or \\or " : (Incomplete sequence) +\\ord \\ord " : (Incomplete sequence) +\\ordf \\ordf " : (Incomplete sequence) +\\ordfe \\ordfe " : (Incomplete sequence) +\\ordfem \\ordfem " : (Incomplete sequence) +\\ordfemi \\ordfemi " : (Incomplete sequence) +\\ordfemin \\ordfemin " : (Incomplete sequence) +\\ordfemini \\ordfemini " : (Incomplete sequence) +\\ordfeminin \\ordfeminin " : (Incomplete sequence) +\\ordfeminine " ª : FEMININE ORDINAL INDICATOR +\\ordm \\ordm " : (Incomplete sequence) +\\ordma \\ordma " : (Incomplete sequence) +\\ordmas \\ordmas " : (Incomplete sequence) +\\ordmasc \\ordmasc " : (Incomplete sequence) +\\ordmascu \\ordmascu " : (Incomplete sequence) +\\ordmascul \\ordmascul " : (Incomplete sequence) +\\ordmasculi \\ordmasculi " : (Incomplete sequence) +\\ordmasculin \\ordmasculin " : (Incomplete sequence) +\\ordmasculine " º : MASCULINE ORDINAL INDICATOR +\\ori \\ori " : (Incomplete sequence) +\\orig \\orig " : (Incomplete sequence) +\\origi \\origi " : (Incomplete sequence) +\\origin \\origin " : (Incomplete sequence) +\\origina \\origina " : (Incomplete sequence) +\\original " ⊶ : ORIGINAL OF +\\os \\os " : (Incomplete sequence) +\\osl \\osl " : (Incomplete sequence) +\\osla \\osla " : (Incomplete sequence) +\\oslas \\oslas " : (Incomplete sequence) +\\oslash " ⊘ : CIRCLED DIVISION SLASH +\\ot \\ot " : (Incomplete sequence) +\\oti \\oti " : (Incomplete sequence) +\\otim \\otim " : (Incomplete sequence) +\\otime \\otime " : (Incomplete sequence) +\\otimes " ⊗ : CIRCLED TIMES +\\otimes " ⊗ : CIRCLED TIMES +\\otimesh \\otimesh " : (Incomplete sequence) +\\otimesha \\otimesha " : (Incomplete sequence) +\\otimeshat " ⨶ : CIRCLED MULTIPLICATION SIGN WITH CIRCUMFLEX ACCENT +\\otimesl \\otimesl " : (Incomplete sequence) +\\otimeslh \\otimeslh " : (Incomplete sequence) +\\otimeslhr \\otimeslhr " : (Incomplete sequence) +\\otimeslhri \\otimeslhri " : (Incomplete sequence) +\\otimeslhrim " ⨴ : MULTIPLICATION SIGN IN LEFT HALF CIRCLE +\\otimesr \\otimesr " : (Incomplete sequence) +\\otimesrh \\otimesrh " : (Incomplete sequence) +\\otimesrhr \\otimesrhr " : (Incomplete sequence) +\\otimesrhri \\otimesrhri " : (Incomplete sequence) +\\otimesrhrim " ⨵ : MULTIPLICATION SIGN IN RIGHT HALF CIRCLE +\\otu \\otu " : (Incomplete sequence) +\\otur \\otur " : (Incomplete sequence) +\\oturn \\oturn " : (Incomplete sequence) +\\oturne \\oturne " : (Incomplete sequence) +\\oturned \\oturned " : (Incomplete sequence) +\\oturnedc \\oturnedc " : (Incomplete sequence) +\\oturnedco \\oturnedco " : (Incomplete sequence) +\\oturnedcom \\oturnedcom " : (Incomplete sequence) +\\oturnedcomm \\oturnedcomm " : (Incomplete sequence) +\\oturnedcomma " ◌̒ : COMBINING TURNED COMMA ABOVE / NON-SPACING TURNED COMMA ABOVE +\\ov \\ov " : (Incomplete sequence) +\\ove \\ove " : (Incomplete sequence) +\\over \\over " : (Incomplete sequence) +\\overb \\overb " : (Incomplete sequence) +\\overba \\overba " : (Incomplete sequence) +\\overbar " ◌̅ : COMBINING OVERLINE / NON-SPACING OVERSCORE +\\overbr \\overbr " : (Incomplete sequence) +\\overbra \\overbra " : (Incomplete sequence) +\\overbrac \\overbrac " : (Incomplete sequence) +\\overbrace " ⏞ : TOP CURLY BRACKET +\\overbrack \\overbrack " : (Incomplete sequence) +\\overbracke \\overbracke " : (Incomplete sequence) +\\overbracket " ⎴ : TOP SQUARE BRACKET +\\overl \\overl " : (Incomplete sequence) +\\overle \\overle " : (Incomplete sequence) +\\overlef \\overlef " : (Incomplete sequence) +\\overleft \\overleft " : (Incomplete sequence) +\\overlefta \\overlefta " : (Incomplete sequence) +\\overleftar \\overleftar " : (Incomplete sequence) +\\overleftarr \\overleftarr " : (Incomplete sequence) +\\overleftarro \\overleftarro " : (Incomplete sequence) +\\overleftarrow " ◌⃖ : COMBINING LEFT ARROW ABOVE / NON-SPACING LEFT ARROW ABOVE +\\overleftr \\overleftr " : (Incomplete sequence) +\\overleftri \\overleftri " : (Incomplete sequence) +\\overleftrig \\overleftrig " : (Incomplete sequence) +\\overleftrigh \\overleftrigh " : (Incomplete sequence) +\\overleftright \\overleftright " : (Incomplete sequence) +\\overleftrighta \\overleftrighta " : (Incomplete sequence) +\\overleftrightar \\overleftrightar " : (Incomplete sequence) +\\overleftrightarr \\overleftrightarr " : (Incomplete sequence) +\\overleftrightarro \\overleftrightarro " : (Incomplete sequence) +\\overleftrightarrow " ◌⃡ : COMBINING LEFT RIGHT ARROW ABOVE / NON-SPACING LEFT RIGHT ARROW ABOVE +\\ovh \\ovh " : (Incomplete sequence) +\\ovho \\ovho " : (Incomplete sequence) +\\ovhoo \\ovhoo " : (Incomplete sequence) +\\ovhook " ◌̉ : COMBINING HOOK ABOVE / NON-SPACING HOOK ABOVE +\\palh " ◌̡ : COMBINING PALATALIZED HOOK BELOW / NON-SPACING PALATALIZED HOOK BELOW +\\parallel " ∥ : PARALLEL TO +\\parallel " ∥ : PARALLEL TO +\\parallelo \\parallelo " : (Incomplete sequence) +\\parallelog \\parallelog " : (Incomplete sequence) +\\parallelogr \\parallelogr " : (Incomplete sequence) +\\parallelogra \\parallelogra " : (Incomplete sequence) +\\parallelogram " ▱ : WHITE PARALLELOGRAM +\\parallelogram " ▱ : WHITE PARALLELOGRAM +\\parallelogramb \\parallelogramb " : (Incomplete sequence) +\\parallelogrambl \\parallelogrambl " : (Incomplete sequence) +\\parallelogrambla \\parallelogrambla " : (Incomplete sequence) +\\parallelogramblac \\parallelogramblac " : (Incomplete sequence) +\\parallelogramblack " ▰ : BLACK PARALLELOGRAM +\\partial " ∂ : PARTIAL DIFFERENTIAL +\\partial " ∂ : PARTIAL DIFFERENTIAL +\\partialm \\partialm " : (Incomplete sequence) +\\partialme \\partialme " : (Incomplete sequence) +\\partialmee \\partialmee " : (Incomplete sequence) +\\partialmeet \\partialmeet " : (Incomplete sequence) +\\partialmeetc \\partialmeetc " : (Incomplete sequence) +\\partialmeetco \\partialmeetco " : (Incomplete sequence) +\\partialmeetcon \\partialmeetcon " : (Incomplete sequence) +\\partialmeetcont \\partialmeetcont " : (Incomplete sequence) +\\partialmeetcontr \\partialmeetcontr " : (Incomplete sequence) +\\partialmeetcontra \\partialmeetcontra " : (Incomplete sequence) +\\partialmeetcontrac \\partialmeetcontrac " : (Incomplete sequence) +\\partialmeetcontract \\partialmeetcontract " : (Incomplete sequence) +\\partialmeetcontracti \\partialmeetcontracti " : (Incomplete sequence) +\\partialmeetcontractio \\partialmeetcontractio " : (Incomplete sequence) +\\partialmeetcontraction " ⪣ : DOUBLE NESTED LESS-THAN WITH UNDERBAR +\\pbgam " ɤ : LATIN SMALL LETTER RAMS HORN / LATIN SMALL LETTER BABY GAMMA +\\pentagon " ⬠ : WHITE PENTAGON +\\pentagon " ⬠ : WHITE PENTAGON +\\pentagonb \\pentagonb " : (Incomplete sequence) +\\pentagonbl \\pentagonbl " : (Incomplete sequence) +\\pentagonbla \\pentagonbla " : (Incomplete sequence) +\\pentagonblac \\pentagonblac " : (Incomplete sequence) +\\pentagonblack " ⬟ : BLACK PENTAGON +\\perp " ⟂ : PERPENDICULAR +\\perspcorrespond " ⩞ : LOGICAL AND WITH DOUBLE OVERBAR +\\pertenthousand " ‱ : PER TEN THOUSAND SIGN +\\perthousand " ‰ : PER MILLE SIGN +\\pes " ₧ : PESETA SIGN +\\pgamma " ɣ : LATIN SMALL LETTER GAMMA +\\phi " ϕ : GREEK PHI SYMBOL / GREEK SMALL LETTER SCRIPT PHI +\\pi " π : GREEK SMALL LETTER PI +\\pi " π : GREEK SMALL LETTER PI +\\pis \\pis " : (Incomplete sequence) +\\pisc \\pisc " : (Incomplete sequence) +\\pisce \\pisce " : (Incomplete sequence) +\\pisces " ♓ : PISCES +\\pit \\pit " : (Incomplete sequence) +\\pitc \\pitc " : (Incomplete sequence) +\\pitch \\pitch " : (Incomplete sequence) +\\pitchf \\pitchf " : (Incomplete sequence) +\\pitchfo \\pitchfo " : (Incomplete sequence) +\\pitchfor \\pitchfor " : (Incomplete sequence) +\\pitchfork " ⋔ : PITCHFORK +\\planck " ℎ : PLANCK CONSTANT +\\plusdot " ⨥ : PLUS SIGN WITH DOT BELOW +\\pluseqq " ⩲ : PLUS SIGN ABOVE EQUALS SIGN +\\plushat " ⨣ : PLUS SIGN WITH CIRCUMFLEX ACCENT ABOVE +\\plussim " ⨦ : PLUS SIGN WITH TILDE BELOW +\\plussubtwo " ⨧ : PLUS SIGN WITH SUBSCRIPT TWO +\\plustrif " ⨨ : PLUS SIGN WITH BLACK TRIANGLE +\\pluto " ♇ : PLUTO +\\pm " ± : PLUS-MINUS SIGN / PLUS-OR-MINUS SIGN +\\pointint " ⨕ : INTEGRAL AROUND A POINT OPERATOR +\\postalmark " 〒 : POSTAL MARK +\\pppprime " ⁗ : QUADRUPLE PRIME +\\ppprime " ‴ : TRIPLE PRIME +\\pprime " ″ : DOUBLE PRIME +\\prec " ≺ : PRECEDES +\\prec " ≺ : PRECEDES +\\preca \\preca " : (Incomplete sequence) +\\precap \\precap " : (Incomplete sequence) +\\precapp \\precapp " : (Incomplete sequence) +\\precappr \\precappr " : (Incomplete sequence) +\\precappro \\precappro " : (Incomplete sequence) +\\precapprox " ⪷ : PRECEDES ABOVE ALMOST EQUAL TO +\\precc \\precc " : (Incomplete sequence) +\\preccu \\preccu " : (Incomplete sequence) +\\preccur \\preccur " : (Incomplete sequence) +\\preccurl \\preccurl " : (Incomplete sequence) +\\preccurly \\preccurly " : (Incomplete sequence) +\\preccurlye \\preccurlye " : (Incomplete sequence) +\\preccurlyeq " ≼ : PRECEDES OR EQUAL TO +\\prece \\prece " : (Incomplete sequence) +\\preceq " ⪯ : PRECEDES ABOVE SINGLE-LINE EQUALS SIGN +\\preceq " ⪯ : PRECEDES ABOVE SINGLE-LINE EQUALS SIGN +\\preceqq " ⪳ : PRECEDES ABOVE EQUALS SIGN +\\precn \\precn " : (Incomplete sequence) +\\precna \\precna " : (Incomplete sequence) +\\precnap \\precnap " : (Incomplete sequence) +\\precnapp \\precnapp " : (Incomplete sequence) +\\precnappr \\precnappr " : (Incomplete sequence) +\\precnappro \\precnappro " : (Incomplete sequence) +\\precnapprox " ⪹ : PRECEDES ABOVE NOT ALMOST EQUAL TO +\\precne \\precne " : (Incomplete sequence) +\\precneq " ⪱ : PRECEDES ABOVE SINGLE-LINE NOT EQUAL TO +\\precneq " ⪱ : PRECEDES ABOVE SINGLE-LINE NOT EQUAL TO +\\precneqq " ⪵ : PRECEDES ABOVE NOT EQUAL TO +\\precns \\precns " : (Incomplete sequence) +\\precnsi \\precnsi " : (Incomplete sequence) +\\precnsim " ⋨ : PRECEDES BUT NOT EQUIVALENT TO +\\precs \\precs " : (Incomplete sequence) +\\precsi \\precsi " : (Incomplete sequence) +\\precsim " ≾ : PRECEDES OR EQUIVALENT TO +\\prime " ′ : PRIME +\\prod " ∏ : N-ARY PRODUCT +\\profline " ⌒ : ARC +\\profsurf " ⌓ : SEGMENT +\\propto " ∝ : PROPORTIONAL TO +\\prurel " ⊰ : PRECEDES UNDER RELATION +\\pscrv " ʋ : LATIN SMALL LETTER V WITH HOOK / LATIN SMALL LETTER SCRIPT V +\\psi " ψ : GREEK SMALL LETTER PSI +\\pupsil " ʊ : LATIN SMALL LETTER UPSILON +\\quad "   : EM SPACE +\\quarternote " ♩ : QUARTER NOTE +\\questeq " ≟ : QUESTIONED EQUAL TO +\\questiondown " ¿ : INVERTED QUESTION MARK +\\quotedblleft " “ : LEFT DOUBLE QUOTATION MARK / DOUBLE TURNED COMMA QUOTATION MARK +\\quotedblright " ” : RIGHT DOUBLE QUOTATION MARK / DOUBLE COMMA QUOTATION MARK +\\rLarr " ⥄ : SHORT RIGHTWARDS ARROW ABOVE LEFTWARDS ARROW +\\rais " ˔ : MODIFIER LETTER UP TACK +\\rangle " ⟩ : MATHEMATICAL RIGHT ANGLE BRACKET +\\rarrx " ⥇ : RIGHTWARDS ARROW THROUGH X +\\rasp " ʼ : MODIFIER LETTER APOSTROPHE +\\rceil " ⌉ : RIGHT CEILING +\\rdiagovfdiag " ⤫ : RISING DIAGONAL CROSSING FALLING DIAGONAL +\\rdiagovsearrow " ⤰ : RISING DIAGONAL CROSSING SOUTH EAST ARROW +\\reapos " ‛ : SINGLE HIGH-REVERSED-9 QUOTATION MARK / SINGLE REVERSED COMMA QUOTATION MARK +\\recorder " ⌕ : TELEPHONE RECORDER +\\reglst " ʕ : LATIN LETTER PHARYNGEAL VOICED FRICATIVE / LATIN LETTER REVERSED GLOTTAL STOP +\\revangle " ⦣ : REVERSED ANGLE +\\revangle " ⦣ : REVERSED ANGLE +\\revangleu \\revangleu " : (Incomplete sequence) +\\revangleub \\revangleub " : (Incomplete sequence) +\\revangleuba \\revangleuba " : (Incomplete sequence) +\\revangleubar " ⦥ : REVERSED ANGLE WITH UNDERBAR +\\revemptyset " ⦰ : REVERSED EMPTY SET +\\rfloor " ⌋ : RIGHT FLOOR +\\rh " ◌̢ : COMBINING RETROFLEX HOOK BELOW / NON-SPACING RETROFLEX HOOK BELOW +\\rh " ◌̢ : COMBINING RETROFLEX HOOK BELOW / NON-SPACING RETROFLEX HOOK BELOW +\\rho " ρ : GREEK SMALL LETTER RHO +\\rightangle " ∟ : RIGHT ANGLE +\\rightangle " ∟ : RIGHT ANGLE +\\rightanglea \\rightanglea " : (Incomplete sequence) +\\rightanglear \\rightanglear " : (Incomplete sequence) +\\rightanglearc " ⊾ : RIGHT ANGLE WITH ARC +\\rightanglem \\rightanglem " : (Incomplete sequence) +\\rightanglemd \\rightanglemd " : (Incomplete sequence) +\\rightanglemdo \\rightanglemdo " : (Incomplete sequence) +\\rightanglemdot " ⦝ : MEASURED RIGHT ANGLE WITH DOT +\\rightarrow " → : RIGHTWARDS ARROW / RIGHT ARROW +\\rightarrow " → : RIGHTWARDS ARROW / RIGHT ARROW +\\rightarrowb \\rightarrowb " : (Incomplete sequence) +\\rightarrowba \\rightarrowba " : (Incomplete sequence) +\\rightarrowbac \\rightarrowbac " : (Incomplete sequence) +\\rightarrowback \\rightarrowback " : (Incomplete sequence) +\\rightarrowbacka \\rightarrowbacka " : (Incomplete sequence) +\\rightarrowbackap \\rightarrowbackap " : (Incomplete sequence) +\\rightarrowbackapp \\rightarrowbackapp " : (Incomplete sequence) +\\rightarrowbackappr \\rightarrowbackappr " : (Incomplete sequence) +\\rightarrowbackappro \\rightarrowbackappro " : (Incomplete sequence) +\\rightarrowbackapprox " ⭈ : RIGHTWARDS ARROW ABOVE REVERSE ALMOST EQUAL TO +\\rightarrowbar " ⇥ : RIGHTWARDS ARROW TO BAR / RIGHT ARROW TO BAR +\\rightarrowbs \\rightarrowbs " : (Incomplete sequence) +\\rightarrowbsi \\rightarrowbsi " : (Incomplete sequence) +\\rightarrowbsim \\rightarrowbsim " : (Incomplete sequence) +\\rightarrowbsimi \\rightarrowbsimi " : (Incomplete sequence) +\\rightarrowbsimil \\rightarrowbsimil " : (Incomplete sequence) +\\rightarrowbsimila \\rightarrowbsimila " : (Incomplete sequence) +\\rightarrowbsimilar " ⭌ : RIGHTWARDS ARROW ABOVE REVERSE TILDE OPERATOR +\\rightarrowd \\rightarrowd " : (Incomplete sequence) +\\rightarrowdi \\rightarrowdi " : (Incomplete sequence) +\\rightarrowdia \\rightarrowdia " : (Incomplete sequence) +\\rightarrowdiam \\rightarrowdiam " : (Incomplete sequence) +\\rightarrowdiamo \\rightarrowdiamo " : (Incomplete sequence) +\\rightarrowdiamon \\rightarrowdiamon " : (Incomplete sequence) +\\rightarrowdiamond " ⤞ : RIGHTWARDS ARROW TO BLACK DIAMOND +\\rightarrowg \\rightarrowg " : (Incomplete sequence) +\\rightarrowgt \\rightarrowgt " : (Incomplete sequence) +\\rightarrowgtr " ⭃ : RIGHTWARDS ARROW THROUGH GREATER-THAN +\\rightarrowp \\rightarrowp " : (Incomplete sequence) +\\rightarrowpl \\rightarrowpl " : (Incomplete sequence) +\\rightarrowplu \\rightarrowplu " : (Incomplete sequence) +\\rightarrowplus " ⥅ : RIGHTWARDS ARROW WITH PLUS BELOW +\\rightarrows \\rightarrows " : (Incomplete sequence) +\\rightarrowsu \\rightarrowsu " : (Incomplete sequence) +\\rightarrowsup \\rightarrowsup " : (Incomplete sequence) +\\rightarrowsups \\rightarrowsups " : (Incomplete sequence) +\\rightarrowsupse \\rightarrowsupse " : (Incomplete sequence) +\\rightarrowsupset " ⭄ : RIGHTWARDS ARROW THROUGH SUPERSET +\\rightarrowt \\rightarrowt " : (Incomplete sequence) +\\rightarrowta \\rightarrowta " : (Incomplete sequence) +\\rightarrowtai \\rightarrowtai " : (Incomplete sequence) +\\rightarrowtail " ↣ : RIGHTWARDS ARROW WITH TAIL / RIGHT ARROW WITH TAIL +\\rightarrowtr \\rightarrowtr " : (Incomplete sequence) +\\rightarrowtri \\rightarrowtri " : (Incomplete sequence) +\\rightarrowtria \\rightarrowtria " : (Incomplete sequence) +\\rightarrowtrian \\rightarrowtrian " : (Incomplete sequence) +\\rightarrowtriang \\rightarrowtriang " : (Incomplete sequence) +\\rightarrowtriangl \\rightarrowtriangl " : (Incomplete sequence) +\\rightarrowtriangle " ⇾ : RIGHTWARDS OPEN-HEADED ARROW +\\rightdasharrow " ⇢ : RIGHTWARDS DASHED ARROW / RIGHT DASHED ARROW +\\rightdotarrow " ⤑ : RIGHTWARDS ARROW WITH DOTTED STEM +\\rightharpoonaccent " ◌⃑ : COMBINING RIGHT HARPOON ABOVE / NON-SPACING RIGHT HARPOON ABOVE +\\rightharpoondown " ⇁ : RIGHTWARDS HARPOON WITH BARB DOWNWARDS / RIGHT HARPOON WITH BARB DOWN +\\rightharpoonsupdown " ⥤ : RIGHTWARDS HARPOON WITH BARB UP ABOVE RIGHTWARDS HARPOON WITH BARB DOWN +\\rightharpoonup " ⇀ : RIGHTWARDS HARPOON WITH BARB UPWARDS / RIGHT HARPOON WITH BARB UP +\\rightharpoonup " ⇀ : RIGHTWARDS HARPOON WITH BARB UPWARDS / RIGHT HARPOON WITH BARB UP +\\rightharpoonupd \\rightharpoonupd " : (Incomplete sequence) +\\rightharpoonupda \\rightharpoonupda " : (Incomplete sequence) +\\rightharpoonupdas \\rightharpoonupdas " : (Incomplete sequence) +\\rightharpoonupdash " ⥬ : RIGHTWARDS HARPOON WITH BARB UP ABOVE LONG DASH +\\rightleftarrows " ⇄ : RIGHTWARDS ARROW OVER LEFTWARDS ARROW / RIGHT ARROW OVER LEFT ARROW +\\rightleftharpoons " ⇌ : RIGHTWARDS HARPOON OVER LEFTWARDS HARPOON / RIGHT HARPOON OVER LEFT HARPOON +\\rightleftharpoons " ⇌ : RIGHTWARDS HARPOON OVER LEFTWARDS HARPOON / RIGHT HARPOON OVER LEFT HARPOON +\\rightleftharpoonsd \\rightleftharpoonsd " : (Incomplete sequence) +\\rightleftharpoonsdo \\rightleftharpoonsdo " : (Incomplete sequence) +\\rightleftharpoonsdow \\rightleftharpoonsdow " : (Incomplete sequence) +\\rightleftharpoonsdown " ⥩ : RIGHTWARDS HARPOON WITH BARB DOWN ABOVE LEFTWARDS HARPOON WITH BARB DOWN +\\rightleftharpoonsu \\rightleftharpoonsu " : (Incomplete sequence) +\\rightleftharpoonsup " ⥨ : RIGHTWARDS HARPOON WITH BARB UP ABOVE LEFTWARDS HARPOON WITH BARB UP +\\rightmoon " ☽ : FIRST QUARTER MOON +\\rightouterjoin " ⟖ : RIGHT OUTER JOIN +\\rightpentagon " ⭔ : WHITE RIGHT-POINTING PENTAGON +\\rightpentagon " ⭔ : WHITE RIGHT-POINTING PENTAGON +\\rightpentagonb \\rightpentagonb " : (Incomplete sequence) +\\rightpentagonbl \\rightpentagonbl " : (Incomplete sequence) +\\rightpentagonbla \\rightpentagonbla " : (Incomplete sequence) +\\rightpentagonblac \\rightpentagonblac " : (Incomplete sequence) +\\rightpentagonblack " ⭓ : BLACK RIGHT-POINTING PENTAGON +\\rightrightarrows " ⇉ : RIGHTWARDS PAIRED ARROWS / RIGHT PAIRED ARROWS +\\rightsquigarrow " ⇝ : RIGHTWARDS SQUIGGLE ARROW / RIGHT SQUIGGLE ARROW +\\rightthreearrows " ⇶ : THREE RIGHTWARDS ARROWS +\\rightthreetimes " ⋌ : RIGHT SEMIDIRECT PRODUCT +\\rightwavearrow " ↝ : RIGHTWARDS WAVE ARROW / RIGHT WAVE ARROW +\\rightwhitearrow " ⇨ : RIGHTWARDS WHITE ARROW / WHITE RIGHT ARROW +\\ringplus " ⨢ : PLUS SIGN WITH SMALL CIRCLE ABOVE +\\risingdotseq " ≓ : IMAGE OF OR APPROXIMATELY EQUAL TO +\\rl " ɼ : LATIN SMALL LETTER R WITH LONG LEG +\\rmoustache " ⎱ : UPPER RIGHT OR LOWER LEFT CURLY BRACKET SECTION +\\rppolint " ⨒ : LINE INTEGRATION WITH RECTANGULAR PATH AROUND POLE +\\rq " ’ : RIGHT SINGLE QUOTATION MARK / SINGLE COMMA QUOTATION MARK +\\rrbracket " ⟧ : MATHEMATICAL RIGHT WHITE SQUARE BRACKET +\\rsolbar " ⧷ : REVERSE SOLIDUS WITH HORIZONTAL STROKE +\\rsqhook " ⫎ : SQUARE RIGHT OPEN BOX OPERATOR +\\rtimes " ⋊ : RIGHT NORMAL FACTOR SEMIDIRECT PRODUCT +\\rtld " ɖ : LATIN SMALL LETTER D WITH TAIL / LATIN SMALL LETTER D RETROFLEX HOOK +\\rtll " ɭ : LATIN SMALL LETTER L WITH RETROFLEX HOOK / LATIN SMALL LETTER L RETROFLEX HOOK +\\rtln " ɳ : LATIN SMALL LETTER N WITH RETROFLEX HOOK / LATIN SMALL LETTER N RETROFLEX HOOK +\\rtlr " ɽ : LATIN SMALL LETTER R WITH TAIL / LATIN SMALL LETTER R HOOK +\\rtls " ʂ : LATIN SMALL LETTER S WITH HOOK / LATIN SMALL LETTER S HOOK +\\rtlt " ʈ : LATIN SMALL LETTER T WITH RETROFLEX HOOK / LATIN SMALL LETTER T RETROFLEX HOOK +\\rtlz " ʐ : LATIN SMALL LETTER Z WITH RETROFLEX HOOK / LATIN SMALL LETTER Z RETROFLEX HOOK +\\rttrnr " ɻ : LATIN SMALL LETTER TURNED R WITH HOOK / LATIN SMALL LETTER TURNED R HOOK +\\rvboxline " ⎹ : RIGHT VERTICAL BOX LINE +\\rvbull " ◘ : INVERSE BULLET +\\sagittarius " ♐ : SAGITTARIUS +\\sansA " 𝖠 : MATHEMATICAL SANS-SERIF CAPITAL A +\\sansB " 𝖡 : MATHEMATICAL SANS-SERIF CAPITAL B +\\sansC " 𝖢 : MATHEMATICAL SANS-SERIF CAPITAL C +\\sansD " 𝖣 : MATHEMATICAL SANS-SERIF CAPITAL D +\\sansE " 𝖤 : MATHEMATICAL SANS-SERIF CAPITAL E +\\sansF " 𝖥 : MATHEMATICAL SANS-SERIF CAPITAL F +\\sansG " 𝖦 : MATHEMATICAL SANS-SERIF CAPITAL G +\\sansH " 𝖧 : MATHEMATICAL SANS-SERIF CAPITAL H +\\sansI " 𝖨 : MATHEMATICAL SANS-SERIF CAPITAL I +\\sansJ " 𝖩 : MATHEMATICAL SANS-SERIF CAPITAL J +\\sansK " 𝖪 : MATHEMATICAL SANS-SERIF CAPITAL K +\\sansL " 𝖫 : MATHEMATICAL SANS-SERIF CAPITAL L +\\sansL " 𝖫 : MATHEMATICAL SANS-SERIF CAPITAL L +\\sansLm \\sansLm " : (Incomplete sequence) +\\sansLmi \\sansLmi " : (Incomplete sequence) +\\sansLmir \\sansLmir " : (Incomplete sequence) +\\sansLmirr \\sansLmirr " : (Incomplete sequence) +\\sansLmirro \\sansLmirro " : (Incomplete sequence) +\\sansLmirror \\sansLmirror " : (Incomplete sequence) +\\sansLmirrore \\sansLmirrore " : (Incomplete sequence) +\\sansLmirrored " ⅃ : REVERSED SANS-SERIF CAPITAL L +\\sansLt \\sansLt " : (Incomplete sequence) +\\sansLtu \\sansLtu " : (Incomplete sequence) +\\sansLtur \\sansLtur " : (Incomplete sequence) +\\sansLturn \\sansLturn " : (Incomplete sequence) +\\sansLturne \\sansLturne " : (Incomplete sequence) +\\sansLturned " ⅂ : TURNED SANS-SERIF CAPITAL L +\\sansM " 𝖬 : MATHEMATICAL SANS-SERIF CAPITAL M +\\sansN " 𝖭 : MATHEMATICAL SANS-SERIF CAPITAL N +\\sansO " 𝖮 : MATHEMATICAL SANS-SERIF CAPITAL O +\\sansP " 𝖯 : MATHEMATICAL SANS-SERIF CAPITAL P +\\sansQ " 𝖰 : MATHEMATICAL SANS-SERIF CAPITAL Q +\\sansR " 𝖱 : MATHEMATICAL SANS-SERIF CAPITAL R +\\sansS " 𝖲 : MATHEMATICAL SANS-SERIF CAPITAL S +\\sansT " 𝖳 : MATHEMATICAL SANS-SERIF CAPITAL T +\\sansU " 𝖴 : MATHEMATICAL SANS-SERIF CAPITAL U +\\sansV " 𝖵 : MATHEMATICAL SANS-SERIF CAPITAL V +\\sansW " 𝖶 : MATHEMATICAL SANS-SERIF CAPITAL W +\\sansX " 𝖷 : MATHEMATICAL SANS-SERIF CAPITAL X +\\sansY " 𝖸 : MATHEMATICAL SANS-SERIF CAPITAL Y +\\sansZ " 𝖹 : MATHEMATICAL SANS-SERIF CAPITAL Z +\\sansa " 𝖺 : MATHEMATICAL SANS-SERIF SMALL A +\\sansb " 𝖻 : MATHEMATICAL SANS-SERIF SMALL B +\\sansc " 𝖼 : MATHEMATICAL SANS-SERIF SMALL C +\\sansd " 𝖽 : MATHEMATICAL SANS-SERIF SMALL D +\\sanse " 𝖾 : MATHEMATICAL SANS-SERIF SMALL E +\\sanse " 𝖾 : MATHEMATICAL SANS-SERIF SMALL E +\\sansei \\sansei " : (Incomplete sequence) +\\sanseig \\sanseig " : (Incomplete sequence) +\\sanseigh \\sanseigh " : (Incomplete sequence) +\\sanseight " 𝟪 : MATHEMATICAL SANS-SERIF DIGIT EIGHT +\\sansf " 𝖿 : MATHEMATICAL SANS-SERIF SMALL F +\\sansf " 𝖿 : MATHEMATICAL SANS-SERIF SMALL F +\\sansfi \\sansfi " : (Incomplete sequence) +\\sansfiv \\sansfiv " : (Incomplete sequence) +\\sansfive " 𝟧 : MATHEMATICAL SANS-SERIF DIGIT FIVE +\\sansfo \\sansfo " : (Incomplete sequence) +\\sansfou \\sansfou " : (Incomplete sequence) +\\sansfour " 𝟦 : MATHEMATICAL SANS-SERIF DIGIT FOUR +\\sansg " 𝗀 : MATHEMATICAL SANS-SERIF SMALL G +\\sansh " 𝗁 : MATHEMATICAL SANS-SERIF SMALL H +\\sansi " 𝗂 : MATHEMATICAL SANS-SERIF SMALL I +\\sansj " 𝗃 : MATHEMATICAL SANS-SERIF SMALL J +\\sansk " 𝗄 : MATHEMATICAL SANS-SERIF SMALL K +\\sansl " 𝗅 : MATHEMATICAL SANS-SERIF SMALL L +\\sansm " 𝗆 : MATHEMATICAL SANS-SERIF SMALL M +\\sansn " 𝗇 : MATHEMATICAL SANS-SERIF SMALL N +\\sansn " 𝗇 : MATHEMATICAL SANS-SERIF SMALL N +\\sansni \\sansni " : (Incomplete sequence) +\\sansnin \\sansnin " : (Incomplete sequence) +\\sansnine " 𝟫 : MATHEMATICAL SANS-SERIF DIGIT NINE +\\sanso " 𝗈 : MATHEMATICAL SANS-SERIF SMALL O +\\sanso " 𝗈 : MATHEMATICAL SANS-SERIF SMALL O +\\sanson \\sanson " : (Incomplete sequence) +\\sansone " 𝟣 : MATHEMATICAL SANS-SERIF DIGIT ONE +\\sansp " 𝗉 : MATHEMATICAL SANS-SERIF SMALL P +\\sansq " 𝗊 : MATHEMATICAL SANS-SERIF SMALL Q +\\sansr " 𝗋 : MATHEMATICAL SANS-SERIF SMALL R +\\sanss " 𝗌 : MATHEMATICAL SANS-SERIF SMALL S +\\sanss " 𝗌 : MATHEMATICAL SANS-SERIF SMALL S +\\sansse \\sansse " : (Incomplete sequence) +\\sanssev \\sanssev " : (Incomplete sequence) +\\sansseve \\sansseve " : (Incomplete sequence) +\\sansseven " 𝟩 : MATHEMATICAL SANS-SERIF DIGIT SEVEN +\\sanssi \\sanssi " : (Incomplete sequence) +\\sanssix " 𝟨 : MATHEMATICAL SANS-SERIF DIGIT SIX +\\sanst " 𝗍 : MATHEMATICAL SANS-SERIF SMALL T +\\sanst " 𝗍 : MATHEMATICAL SANS-SERIF SMALL T +\\sansth \\sansth " : (Incomplete sequence) +\\sansthr \\sansthr " : (Incomplete sequence) +\\sansthre \\sansthre " : (Incomplete sequence) +\\sansthree " 𝟥 : MATHEMATICAL SANS-SERIF DIGIT THREE +\\sanstw \\sanstw " : (Incomplete sequence) +\\sanstwo " 𝟤 : MATHEMATICAL SANS-SERIF DIGIT TWO +\\sansu " 𝗎 : MATHEMATICAL SANS-SERIF SMALL U +\\sansv " 𝗏 : MATHEMATICAL SANS-SERIF SMALL V +\\sansw " 𝗐 : MATHEMATICAL SANS-SERIF SMALL W +\\sansx " 𝗑 : MATHEMATICAL SANS-SERIF SMALL X +\\sansy " 𝗒 : MATHEMATICAL SANS-SERIF SMALL Y +\\sansz " 𝗓 : MATHEMATICAL SANS-SERIF SMALL Z +\\sansz " 𝗓 : MATHEMATICAL SANS-SERIF SMALL Z +\\sansze \\sansze " : (Incomplete sequence) +\\sanszer \\sanszer " : (Incomplete sequence) +\\sanszero " 𝟢 : MATHEMATICAL SANS-SERIF DIGIT ZERO +\\saturn " ♄ : SATURN +\\sbbrg " ◌̪ : COMBINING BRIDGE BELOW / NON-SPACING BRIDGE BELOW +\\sblhr " ˓ : MODIFIER LETTER CENTRED LEFT HALF RING / MODIFIER LETTER CENTERED LEFT HALF RING +\\sbrhr " ˒ : MODIFIER LETTER CENTRED RIGHT HALF RING / MODIFIER LETTER CENTERED RIGHT HALF RING +\\schwa " ə : LATIN SMALL LETTER SCHWA +\\scorpio " ♏ : SCORPIUS +\\scpolint " ⨓ : LINE INTEGRATION WITH SEMICIRCULAR PATH AROUND POLE +\\scrA " 𝒜 : MATHEMATICAL SCRIPT CAPITAL A +\\scrB " ℬ : SCRIPT CAPITAL B / SCRIPT B +\\scrC " 𝒞 : MATHEMATICAL SCRIPT CAPITAL C +\\scrD " 𝒟 : MATHEMATICAL SCRIPT CAPITAL D +\\scrE " ℰ : SCRIPT CAPITAL E / SCRIPT E +\\scrF " ℱ : SCRIPT CAPITAL F / SCRIPT F +\\scrG " 𝒢 : MATHEMATICAL SCRIPT CAPITAL G +\\scrH " ℋ : SCRIPT CAPITAL H / SCRIPT H +\\scrI " ℐ : SCRIPT CAPITAL I / SCRIPT I +\\scrJ " 𝒥 : MATHEMATICAL SCRIPT CAPITAL J +\\scrK " 𝒦 : MATHEMATICAL SCRIPT CAPITAL K +\\scrL " ℒ : SCRIPT CAPITAL L / SCRIPT L +\\scrM " ℳ : SCRIPT CAPITAL M / SCRIPT M +\\scrN " 𝒩 : MATHEMATICAL SCRIPT CAPITAL N +\\scrO " 𝒪 : MATHEMATICAL SCRIPT CAPITAL O +\\scrP " 𝒫 : MATHEMATICAL SCRIPT CAPITAL P +\\scrQ " 𝒬 : MATHEMATICAL SCRIPT CAPITAL Q +\\scrR " ℛ : SCRIPT CAPITAL R / SCRIPT R +\\scrS " 𝒮 : MATHEMATICAL SCRIPT CAPITAL S +\\scrT " 𝒯 : MATHEMATICAL SCRIPT CAPITAL T +\\scrU " 𝒰 : MATHEMATICAL SCRIPT CAPITAL U +\\scrV " 𝒱 : MATHEMATICAL SCRIPT CAPITAL V +\\scrW " 𝒲 : MATHEMATICAL SCRIPT CAPITAL W +\\scrX " 𝒳 : MATHEMATICAL SCRIPT CAPITAL X +\\scrY " 𝒴 : MATHEMATICAL SCRIPT CAPITAL Y +\\scrZ " 𝒵 : MATHEMATICAL SCRIPT CAPITAL Z +\\scra " 𝒶 : MATHEMATICAL SCRIPT SMALL A +\\scrb " 𝒷 : MATHEMATICAL SCRIPT SMALL B +\\scrc " 𝒸 : MATHEMATICAL SCRIPT SMALL C +\\scrd " 𝒹 : MATHEMATICAL SCRIPT SMALL D +\\scre " ℯ : SCRIPT SMALL E +\\scrf " 𝒻 : MATHEMATICAL SCRIPT SMALL F +\\scrg " ℊ : SCRIPT SMALL G +\\scrh " 𝒽 : MATHEMATICAL SCRIPT SMALL H +\\scri " 𝒾 : MATHEMATICAL SCRIPT SMALL I +\\scrj " 𝒿 : MATHEMATICAL SCRIPT SMALL J +\\scrk " 𝓀 : MATHEMATICAL SCRIPT SMALL K +\\scrl " 𝓁 : MATHEMATICAL SCRIPT SMALL L +\\scrm " 𝓂 : MATHEMATICAL SCRIPT SMALL M +\\scrn " 𝓃 : MATHEMATICAL SCRIPT SMALL N +\\scro " ℴ : SCRIPT SMALL O +\\scrp " 𝓅 : MATHEMATICAL SCRIPT SMALL P +\\scrq " 𝓆 : MATHEMATICAL SCRIPT SMALL Q +\\scrr " 𝓇 : MATHEMATICAL SCRIPT SMALL R +\\scrs " 𝓈 : MATHEMATICAL SCRIPT SMALL S +\\scrt " 𝓉 : MATHEMATICAL SCRIPT SMALL T +\\scru " 𝓊 : MATHEMATICAL SCRIPT SMALL U +\\scrv " 𝓋 : MATHEMATICAL SCRIPT SMALL V +\\scrw " 𝓌 : MATHEMATICAL SCRIPT SMALL W +\\scrx " 𝓍 : MATHEMATICAL SCRIPT SMALL X +\\scry " 𝓎 : MATHEMATICAL SCRIPT SMALL Y +\\scrz " 𝓏 : MATHEMATICAL SCRIPT SMALL Z +\\scurel " ⊱ : SUCCEEDS UNDER RELATION +\\searrow " ↘ : SOUTH EAST ARROW / LOWER RIGHT ARROW +\\seovnearrow " ⤭ : SOUTH EAST ARROW CROSSING NORTH EAST ARROW +\\setminus " ∖ : SET MINUS +\\sharp " ♯ : MUSIC SHARP SIGN / SHARP +\\shuffle " ⧢ : SHUFFLE PRODUCT +\\sigma " σ : GREEK SMALL LETTER SIGMA +\\sim " ∼ : TILDE OPERATOR +\\sim " ∼ : TILDE OPERATOR +\\sime \\sime " : (Incomplete sequence) +\\simeq " ≃ : ASYMPTOTICALLY EQUAL TO +\\simg \\simg " : (Incomplete sequence) +\\simgE " ⪠ : SIMILAR ABOVE GREATER-THAN ABOVE EQUALS SIGN +\\simgt \\simgt " : (Incomplete sequence) +\\simgtr " ⪞ : SIMILAR OR GREATER-THAN +\\simi \\simi " : (Incomplete sequence) +\\simil \\simil " : (Incomplete sequence) +\\simila \\simila " : (Incomplete sequence) +\\similar \\similar " : (Incomplete sequence) +\\similarl \\similarl " : (Incomplete sequence) +\\similarle \\similarle " : (Incomplete sequence) +\\similarlef \\similarlef " : (Incomplete sequence) +\\similarleft \\similarleft " : (Incomplete sequence) +\\similarlefta \\similarlefta " : (Incomplete sequence) +\\similarleftar \\similarleftar " : (Incomplete sequence) +\\similarleftarr \\similarleftarr " : (Incomplete sequence) +\\similarleftarro \\similarleftarro " : (Incomplete sequence) +\\similarleftarrow " ⭉ : TILDE OPERATOR ABOVE LEFTWARDS ARROW +\\siml \\siml " : (Incomplete sequence) +\\simlE " ⪟ : SIMILAR ABOVE LESS-THAN ABOVE EQUALS SIGN +\\simle \\simle " : (Incomplete sequence) +\\simles \\simles " : (Incomplete sequence) +\\simless " ⪝ : SIMILAR OR LESS-THAN +\\simm \\simm " : (Incomplete sequence) +\\simmi \\simmi " : (Incomplete sequence) +\\simmin \\simmin " : (Incomplete sequence) +\\simminu \\simminu " : (Incomplete sequence) +\\simminus \\simminus " : (Incomplete sequence) +\\simminuss \\simminuss " : (Incomplete sequence) +\\simminussi \\simminussi " : (Incomplete sequence) +\\simminussim " ⩬ : SIMILAR MINUS SIMILAR +\\simp \\simp " : (Incomplete sequence) +\\simpl \\simpl " : (Incomplete sequence) +\\simplu \\simplu " : (Incomplete sequence) +\\simplus " ⨤ : PLUS SIGN WITH TILDE ABOVE +\\simr \\simr " : (Incomplete sequence) +\\simrd \\simrd " : (Incomplete sequence) +\\simrdo \\simrdo " : (Incomplete sequence) +\\simrdot \\simrdot " : (Incomplete sequence) +\\simrdots " ⩫ : TILDE OPERATOR WITH RISING DOTS +\\sinewave " ∿ : SINE WAVE +\\smallblacktriangleleft " ◂ : BLACK LEFT-POINTING SMALL TRIANGLE / BLACK LEFT POINTING SMALL TRIANGLE +\\smallblacktriangleright " ▸ : BLACK RIGHT-POINTING SMALL TRIANGLE / BLACK RIGHT POINTING SMALL TRIANGLE +\\smallin " ∊ : SMALL ELEMENT OF +\\smallni " ∍ : SMALL CONTAINS AS MEMBER +\\smalltriangleleft " ◃ : WHITE LEFT-POINTING SMALL TRIANGLE / WHITE LEFT POINTING SMALL TRIANGLE +\\smalltriangleright " ▹ : WHITE RIGHT-POINTING SMALL TRIANGLE / WHITE RIGHT POINTING SMALL TRIANGLE +\\smashtimes " ⨳ : SMASH PRODUCT +\\smblkdiamond " ⬩ : BLACK SMALL DIAMOND +\\smblklozenge " ⬪ : BLACK SMALL LOZENGE +\\smblksquare " ▪ : BLACK SMALL SQUARE +\\smeparsl " ⧤ : EQUALS SIGN AND SLANTED PARALLEL WITH TILDE ABOVE +\\smile " ⌣ : SMILE +\\smt " ⪪ : SMALLER THAN +\\smt " ⪪ : SMALLER THAN +\\smte " ⪬ : SMALLER THAN OR EQUAL TO +\\smwhitestar " ⭒ : WHITE SMALL STAR +\\smwhtcircle " ◦ : WHITE BULLET +\\smwhtlozenge " ⬫ : WHITE SMALL LOZENGE +\\smwhtsquare " ▫ : WHITE SMALL SQUARE +\\sout " ◌̶ : COMBINING LONG STROKE OVERLAY / NON-SPACING LONG BAR OVERLAY +\\spadesuit " ♠ : BLACK SPADE SUIT +\\sphericalangle " ∢ : SPHERICAL ANGLE +\\sphericalangle " ∢ : SPHERICAL ANGLE +\\sphericalangleu \\sphericalangleu " : (Incomplete sequence) +\\sphericalangleup " ⦡ : SPHERICAL ANGLE OPENING UP +\\sqcap " ⊓ : SQUARE CAP +\\sqcup " ⊔ : SQUARE CUP +\\sqfl " ◧ : SQUARE WITH LEFT HALF BLACK +\\sqfnw " ┙ : BOX DRAWINGS UP LIGHT AND LEFT HEAVY / FORMS UP LIGHT AND LEFT HEAVY +\\sqfr " ◨ : SQUARE WITH RIGHT HALF BLACK +\\sqfse " ◪ : SQUARE WITH LOWER RIGHT DIAGONAL HALF BLACK +\\sqlozenge " ⌑ : SQUARE LOZENGE +\\sqrint " ⨖ : QUATERNION INTEGRAL OPERATOR +\\sqrt " √ : SQUARE ROOT +\\sqrt " √ : SQUARE ROOT +\\sqrtb \\sqrtb " : (Incomplete sequence) +\\sqrtbo \\sqrtbo " : (Incomplete sequence) +\\sqrtbot \\sqrtbot " : (Incomplete sequence) +\\sqrtbott \\sqrtbott " : (Incomplete sequence) +\\sqrtbotto \\sqrtbotto " : (Incomplete sequence) +\\sqrtbottom " ⎷ : RADICAL SYMBOL BOTTOM +\\sqspne " ⋥ : SQUARE ORIGINAL OF OR NOT EQUAL TO +\\sqsubset " ⊏ : SQUARE IMAGE OF +\\sqsubset " ⊏ : SQUARE IMAGE OF +\\sqsubsete \\sqsubsete " : (Incomplete sequence) +\\sqsubseteq " ⊑ : SQUARE IMAGE OF OR EQUAL TO +\\sqsubsetn \\sqsubsetn " : (Incomplete sequence) +\\sqsubsetne \\sqsubsetne " : (Incomplete sequence) +\\sqsubsetneq " ⋤ : SQUARE IMAGE OF OR NOT EQUAL TO +\\sqsupset " ⊐ : SQUARE ORIGINAL OF +\\sqsupset " ⊐ : SQUARE ORIGINAL OF +\\sqsupsete \\sqsupsete " : (Incomplete sequence) +\\sqsupseteq " ⊒ : SQUARE ORIGINAL OF OR EQUAL TO +\\square " □ : WHITE SQUARE +\\square " □ : WHITE SQUARE +\\squareb \\squareb " : (Incomplete sequence) +\\squarebo \\squarebo " : (Incomplete sequence) +\\squarebot \\squarebot " : (Incomplete sequence) +\\squarebotb \\squarebotb " : (Incomplete sequence) +\\squarebotbl \\squarebotbl " : (Incomplete sequence) +\\squarebotbla \\squarebotbla " : (Incomplete sequence) +\\squarebotblac \\squarebotblac " : (Incomplete sequence) +\\squarebotblack " ⬓ : SQUARE WITH BOTTOM HALF BLACK +\\squarec \\squarec " : (Incomplete sequence) +\\squarecr \\squarecr " : (Incomplete sequence) +\\squarecro \\squarecro " : (Incomplete sequence) +\\squarecros \\squarecros " : (Incomplete sequence) +\\squarecross \\squarecross " : (Incomplete sequence) +\\squarecrossf \\squarecrossf " : (Incomplete sequence) +\\squarecrossfi \\squarecrossfi " : (Incomplete sequence) +\\squarecrossfil \\squarecrossfil " : (Incomplete sequence) +\\squarecrossfill " ▩ : SQUARE WITH DIAGONAL CROSSHATCH FILL +\\squareh \\squareh " : (Incomplete sequence) +\\squarehf \\squarehf " : (Incomplete sequence) +\\squarehfi \\squarehfi " : (Incomplete sequence) +\\squarehfil \\squarehfil " : (Incomplete sequence) +\\squarehfill " ▤ : SQUARE WITH HORIZONTAL FILL +\\squarehv \\squarehv " : (Incomplete sequence) +\\squarehvf \\squarehvf " : (Incomplete sequence) +\\squarehvfi \\squarehvfi " : (Incomplete sequence) +\\squarehvfil \\squarehvfil " : (Incomplete sequence) +\\squarehvfill " ▦ : SQUARE WITH ORTHOGONAL CROSSHATCH FILL +\\squarel \\squarel " : (Incomplete sequence) +\\squarell \\squarell " : (Incomplete sequence) +\\squarellb \\squarellb " : (Incomplete sequence) +\\squarellbl \\squarellbl " : (Incomplete sequence) +\\squarellbla \\squarellbla " : (Incomplete sequence) +\\squarellblac \\squarellblac " : (Incomplete sequence) +\\squarellblack " ⬕ : SQUARE WITH LOWER LEFT DIAGONAL HALF BLACK +\\squarellq \\squarellq " : (Incomplete sequence) +\\squarellqu \\squarellqu " : (Incomplete sequence) +\\squarellqua \\squarellqua " : (Incomplete sequence) +\\squarellquad " ◱ : WHITE SQUARE WITH LOWER LEFT QUADRANT +\\squarelr \\squarelr " : (Incomplete sequence) +\\squarelrq \\squarelrq " : (Incomplete sequence) +\\squarelrqu \\squarelrqu " : (Incomplete sequence) +\\squarelrqua \\squarelrqua " : (Incomplete sequence) +\\squarelrquad " ◲ : WHITE SQUARE WITH LOWER RIGHT QUADRANT +\\squaren \\squaren " : (Incomplete sequence) +\\squarene \\squarene " : (Incomplete sequence) +\\squarenes \\squarenes " : (Incomplete sequence) +\\squarenesw \\squarenesw " : (Incomplete sequence) +\\squareneswf \\squareneswf " : (Incomplete sequence) +\\squareneswfi \\squareneswfi " : (Incomplete sequence) +\\squareneswfil \\squareneswfil " : (Incomplete sequence) +\\squareneswfill " ▨ : SQUARE WITH UPPER RIGHT TO LOWER LEFT FILL +\\squarenw \\squarenw " : (Incomplete sequence) +\\squarenws \\squarenws " : (Incomplete sequence) +\\squarenwse \\squarenwse " : (Incomplete sequence) +\\squarenwsef \\squarenwsef " : (Incomplete sequence) +\\squarenwsefi \\squarenwsefi " : (Incomplete sequence) +\\squarenwsefil \\squarenwsefil " : (Incomplete sequence) +\\squarenwsefill " ▧ : SQUARE WITH UPPER LEFT TO LOWER RIGHT FILL +\\squaret \\squaret " : (Incomplete sequence) +\\squareto \\squareto " : (Incomplete sequence) +\\squaretop \\squaretop " : (Incomplete sequence) +\\squaretopb \\squaretopb " : (Incomplete sequence) +\\squaretopbl \\squaretopbl " : (Incomplete sequence) +\\squaretopbla \\squaretopbla " : (Incomplete sequence) +\\squaretopblac \\squaretopblac " : (Incomplete sequence) +\\squaretopblack " ⬒ : SQUARE WITH TOP HALF BLACK +\\squareu \\squareu " : (Incomplete sequence) +\\squareul \\squareul " : (Incomplete sequence) +\\squareulb \\squareulb " : (Incomplete sequence) +\\squareulbl \\squareulbl " : (Incomplete sequence) +\\squareulbla \\squareulbla " : (Incomplete sequence) +\\squareulblac \\squareulblac " : (Incomplete sequence) +\\squareulblack " ◩ : SQUARE WITH UPPER LEFT DIAGONAL HALF BLACK +\\squareulq \\squareulq " : (Incomplete sequence) +\\squareulqu \\squareulqu " : (Incomplete sequence) +\\squareulqua \\squareulqua " : (Incomplete sequence) +\\squareulquad " ◰ : WHITE SQUARE WITH UPPER LEFT QUADRANT +\\squareur \\squareur " : (Incomplete sequence) +\\squareurb \\squareurb " : (Incomplete sequence) +\\squareurbl \\squareurbl " : (Incomplete sequence) +\\squareurbla \\squareurbla " : (Incomplete sequence) +\\squareurblac \\squareurblac " : (Incomplete sequence) +\\squareurblack " ⬔ : SQUARE WITH UPPER RIGHT DIAGONAL HALF BLACK +\\squareurq \\squareurq " : (Incomplete sequence) +\\squareurqu \\squareurqu " : (Incomplete sequence) +\\squareurqua \\squareurqua " : (Incomplete sequence) +\\squareurquad " ◳ : WHITE SQUARE WITH UPPER RIGHT QUADRANT +\\squarev \\squarev " : (Incomplete sequence) +\\squarevf \\squarevf " : (Incomplete sequence) +\\squarevfi \\squarevfi " : (Incomplete sequence) +\\squarevfil \\squarevfil " : (Incomplete sequence) +\\squarevfill " ▥ : SQUARE WITH VERTICAL FILL +\\squoval " ▢ : WHITE SQUARE WITH ROUNDED CORNERS +\\ss " ß : LATIN SMALL LETTER SHARP S +\\star " ⋆ : STAR OPERATOR +\\star " ⋆ : STAR OPERATOR +\\stare \\stare " : (Incomplete sequence) +\\stareq \\stareq " : (Incomplete sequence) +\\starequ \\starequ " : (Incomplete sequence) +\\starequa \\starequa " : (Incomplete sequence) +\\starequal " ≛ : STAR EQUALS +\\sterling " £ : POUND SIGN +\\strike " ◌̶ : COMBINING LONG STROKE OVERLAY / NON-SPACING LONG BAR OVERLAY +\\strns " ⏤ : STRAIGHTNESS +\\subedot " ⫃ : SUBSET OF OR EQUAL TO WITH DOT ABOVE +\\submult " ⫁ : SUBSET WITH MULTIPLICATION SIGN BELOW +\\subset " ⊂ : SUBSET OF +\\subset " ⊂ : SUBSET OF +\\subseta \\subseta " : (Incomplete sequence) +\\subsetap \\subsetap " : (Incomplete sequence) +\\subsetapp \\subsetapp " : (Incomplete sequence) +\\subsetappr \\subsetappr " : (Incomplete sequence) +\\subsetappro \\subsetappro " : (Incomplete sequence) +\\subsetapprox " ⫉ : SUBSET OF ABOVE ALMOST EQUAL TO +\\subsetd \\subsetd " : (Incomplete sequence) +\\subsetdo \\subsetdo " : (Incomplete sequence) +\\subsetdot " ⪽ : SUBSET WITH DOT +\\subsete \\subsete " : (Incomplete sequence) +\\subseteq " ⊆ : SUBSET OF OR EQUAL TO +\\subseteq " ⊆ : SUBSET OF OR EQUAL TO +\\subseteqq " ⫅ : SUBSET OF ABOVE EQUALS SIGN +\\subsetn \\subsetn " : (Incomplete sequence) +\\subsetne \\subsetne " : (Incomplete sequence) +\\subsetneq " ⊊ : SUBSET OF WITH NOT EQUAL TO / SUBSET OF OR NOT EQUAL TO +\\subsetneq " ⊊ : SUBSET OF WITH NOT EQUAL TO / SUBSET OF OR NOT EQUAL TO +\\subsetneqq " ⫋ : SUBSET OF ABOVE NOT EQUAL TO +\\subsetp \\subsetp " : (Incomplete sequence) +\\subsetpl \\subsetpl " : (Incomplete sequence) +\\subsetplu \\subsetplu " : (Incomplete sequence) +\\subsetplus " ⪿ : SUBSET WITH PLUS SIGN BELOW +\\subsim " ⫇ : SUBSET OF ABOVE TILDE OPERATOR +\\subsub " ⫕ : SUBSET ABOVE SUBSET +\\subsup " ⫓ : SUBSET ABOVE SUPERSET +\\succ " ≻ : SUCCEEDS +\\succ " ≻ : SUCCEEDS +\\succa \\succa " : (Incomplete sequence) +\\succap \\succap " : (Incomplete sequence) +\\succapp \\succapp " : (Incomplete sequence) +\\succappr \\succappr " : (Incomplete sequence) +\\succappro \\succappro " : (Incomplete sequence) +\\succapprox " ⪸ : SUCCEEDS ABOVE ALMOST EQUAL TO +\\succc \\succc " : (Incomplete sequence) +\\succcu \\succcu " : (Incomplete sequence) +\\succcur \\succcur " : (Incomplete sequence) +\\succcurl \\succcurl " : (Incomplete sequence) +\\succcurly \\succcurly " : (Incomplete sequence) +\\succcurlye \\succcurlye " : (Incomplete sequence) +\\succcurlyeq " ≽ : SUCCEEDS OR EQUAL TO +\\succe \\succe " : (Incomplete sequence) +\\succeq " ⪰ : SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN +\\succeq " ⪰ : SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN +\\succeqq " ⪴ : SUCCEEDS ABOVE EQUALS SIGN +\\succn \\succn " : (Incomplete sequence) +\\succna \\succna " : (Incomplete sequence) +\\succnap \\succnap " : (Incomplete sequence) +\\succnapp \\succnapp " : (Incomplete sequence) +\\succnappr \\succnappr " : (Incomplete sequence) +\\succnappro \\succnappro " : (Incomplete sequence) +\\succnapprox " ⪺ : SUCCEEDS ABOVE NOT ALMOST EQUAL TO +\\succne \\succne " : (Incomplete sequence) +\\succneq " ⪲ : SUCCEEDS ABOVE SINGLE-LINE NOT EQUAL TO +\\succneq " ⪲ : SUCCEEDS ABOVE SINGLE-LINE NOT EQUAL TO +\\succneqq " ⪶ : SUCCEEDS ABOVE NOT EQUAL TO +\\succns \\succns " : (Incomplete sequence) +\\succnsi \\succnsi " : (Incomplete sequence) +\\succnsim " ⋩ : SUCCEEDS BUT NOT EQUIVALENT TO +\\succs \\succs " : (Incomplete sequence) +\\succsi \\succsi " : (Incomplete sequence) +\\succsim " ≿ : SUCCEEDS OR EQUIVALENT TO +\\sum " ∑ : N-ARY SUMMATION +\\sum " ∑ : N-ARY SUMMATION +\\sumi \\sumi " : (Incomplete sequence) +\\sumin \\sumin " : (Incomplete sequence) +\\sumint " ⨋ : SUMMATION WITH INTEGRAL +\\sun " ☼ : WHITE SUN WITH RAYS +\\supdsub " ⫘ : SUPERSET BESIDE AND JOINED BY DASH WITH SUBSET +\\supedot " ⫄ : SUPERSET OF OR EQUAL TO WITH DOT ABOVE +\\suphsol " ⟉ : SUPERSET PRECEDING SOLIDUS +\\suphsub " ⫗ : SUPERSET BESIDE SUBSET +\\supmult " ⫂ : SUPERSET WITH MULTIPLICATION SIGN BELOW +\\supset " ⊃ : SUPERSET OF +\\supset " ⊃ : SUPERSET OF +\\supseta \\supseta " : (Incomplete sequence) +\\supsetap \\supsetap " : (Incomplete sequence) +\\supsetapp \\supsetapp " : (Incomplete sequence) +\\supsetappr \\supsetappr " : (Incomplete sequence) +\\supsetappro \\supsetappro " : (Incomplete sequence) +\\supsetapprox " ⫊ : SUPERSET OF ABOVE ALMOST EQUAL TO +\\supsetd \\supsetd " : (Incomplete sequence) +\\supsetdo \\supsetdo " : (Incomplete sequence) +\\supsetdot " ⪾ : SUPERSET WITH DOT +\\supsete \\supsete " : (Incomplete sequence) +\\supseteq " ⊇ : SUPERSET OF OR EQUAL TO +\\supseteq " ⊇ : SUPERSET OF OR EQUAL TO +\\supseteqq " ⫆ : SUPERSET OF ABOVE EQUALS SIGN +\\supsetn \\supsetn " : (Incomplete sequence) +\\supsetne \\supsetne " : (Incomplete sequence) +\\supsetneq " ⊋ : SUPERSET OF WITH NOT EQUAL TO / SUPERSET OF OR NOT EQUAL TO +\\supsetneq " ⊋ : SUPERSET OF WITH NOT EQUAL TO / SUPERSET OF OR NOT EQUAL TO +\\supsetneqq " ⫌ : SUPERSET OF ABOVE NOT EQUAL TO +\\supsetp \\supsetp " : (Incomplete sequence) +\\supsetpl \\supsetpl " : (Incomplete sequence) +\\supsetplu \\supsetplu " : (Incomplete sequence) +\\supsetplus " ⫀ : SUPERSET WITH PLUS SIGN BELOW +\\supsim " ⫈ : SUPERSET OF ABOVE TILDE OPERATOR +\\supsub " ⫔ : SUPERSET ABOVE SUBSET +\\supsup " ⫖ : SUPERSET ABOVE SUPERSET +\\surd " √ : SQUARE ROOT +\\swarrow " ↙ : SOUTH WEST ARROW / LOWER LEFT ARROW +\\tau " τ : GREEK SMALL LETTER TAU +\\tau " τ : GREEK SMALL LETTER TAU +\\taur \\taur " : (Incomplete sequence) +\\tauru \\tauru " : (Incomplete sequence) +\\taurus " ♉ : TAURUS +\\tdcol " ⫶ : TRIPLE COLON OPERATOR +\\tesh " ʧ : LATIN SMALL LETTER TESH DIGRAPH / LATIN SMALL LETTER T ESH +\\th " þ : LATIN SMALL LETTER THORN +\\th " þ : LATIN SMALL LETTER THORN +\\the \\the " : (Incomplete sequence) +\\ther \\ther " : (Incomplete sequence) +\\there \\there " : (Incomplete sequence) +\\theref \\theref " : (Incomplete sequence) +\\therefo \\therefo " : (Incomplete sequence) +\\therefor \\therefor " : (Incomplete sequence) +\\therefore " ∴ : THEREFORE +\\thet \\thet " : (Incomplete sequence) +\\theta " θ : GREEK SMALL LETTER THETA +\\thi \\thi " : (Incomplete sequence) +\\thic \\thic " : (Incomplete sequence) +\\thick \\thick " : (Incomplete sequence) +\\thicks \\thicks " : (Incomplete sequence) +\\thicksp \\thicksp " : (Incomplete sequence) +\\thickspa \\thickspa " : (Incomplete sequence) +\\thickspac \\thickspac " : (Incomplete sequence) +\\thickspace "   : FOUR-PER-EM SPACE +\\thin \\thin " : (Incomplete sequence) +\\thins \\thins " : (Incomplete sequence) +\\thinsp \\thinsp " : (Incomplete sequence) +\\thinspa \\thinspa " : (Incomplete sequence) +\\thinspac \\thinspac " : (Incomplete sequence) +\\thinspace "   : THIN SPACE +\\thr \\thr " : (Incomplete sequence) +\\thre \\thre " : (Incomplete sequence) +\\three \\three " : (Incomplete sequence) +\\threed \\threed " : (Incomplete sequence) +\\threeda \\threeda " : (Incomplete sequence) +\\threedan \\threedan " : (Incomplete sequence) +\\threedang \\threedang " : (Incomplete sequence) +\\threedangl \\threedangl " : (Incomplete sequence) +\\threedangle " ⟀ : THREE DIMENSIONAL ANGLE +\\threeu \\threeu " : (Incomplete sequence) +\\threeun \\threeun " : (Incomplete sequence) +\\threeund \\threeund " : (Incomplete sequence) +\\threeunde \\threeunde " : (Incomplete sequence) +\\threeunder \\threeunder " : (Incomplete sequence) +\\threeunderd \\threeunderd " : (Incomplete sequence) +\\threeunderdo \\threeunderdo " : (Incomplete sequence) +\\threeunderdot " ◌⃨ : COMBINING TRIPLE UNDERDOT +\\tieconcat " ⁀ : CHARACTER TIE +\\tilde " ◌̃ : COMBINING TILDE / NON-SPACING TILDE +\\tilde " ◌̃ : COMBINING TILDE / NON-SPACING TILDE +\\tildel \\tildel " : (Incomplete sequence) +\\tildelo \\tildelo " : (Incomplete sequence) +\\tildelow " ˜ : SMALL TILDE / SPACING TILDE +\\tildet \\tildet " : (Incomplete sequence) +\\tildetr \\tildetr " : (Incomplete sequence) +\\tildetrp \\tildetrp " : (Incomplete sequence) +\\tildetrpl " ≋ : TRIPLE TILDE +\\times " × : MULTIPLICATION SIGN +\\times " × : MULTIPLICATION SIGN +\\timesb \\timesb " : (Incomplete sequence) +\\timesba \\timesba " : (Incomplete sequence) +\\timesbar " ⨱ : MULTIPLICATION SIGN WITH UNDERBAR +\\to " → : RIGHTWARDS ARROW / RIGHT ARROW +\\to " → : RIGHTWARDS ARROW / RIGHT ARROW +\\toe \\toe " : (Incomplete sequence) +\\toea " ⤨ : NORTH EAST ARROW AND SOUTH EAST ARROW +\\ton \\ton " : (Incomplete sequence) +\\tona " ⤧ : NORTH WEST ARROW AND NORTH EAST ARROW +\\top " ⊤ : DOWN TACK +\\top " ⊤ : DOWN TACK +\\topb \\topb " : (Incomplete sequence) +\\topbo \\topbo " : (Incomplete sequence) +\\topbot " ⌶ : APL FUNCTIONAL SYMBOL I-BEAM +\\tops \\tops " : (Incomplete sequence) +\\topse \\topse " : (Incomplete sequence) +\\topsem \\topsem " : (Incomplete sequence) +\\topsemi \\topsemi " : (Incomplete sequence) +\\topsemic \\topsemic " : (Incomplete sequence) +\\topsemici \\topsemici " : (Incomplete sequence) +\\topsemicir \\topsemicir " : (Incomplete sequence) +\\topsemicirc \\topsemicirc " : (Incomplete sequence) +\\topsemicircl \\topsemicircl " : (Incomplete sequence) +\\topsemicircle " ◠ : UPPER HALF CIRCLE +\\tos \\tos " : (Incomplete sequence) +\\tosa " ⤩ : SOUTH EAST ARROW AND SOUTH WEST ARROW +\\tow \\tow " : (Incomplete sequence) +\\towa " ⤪ : SOUTH WEST ARROW AND NORTH WEST ARROW +\\trademark " ™ : TRADE MARK SIGN / TRADEMARK +\\trapezium " ⏢ : WHITE TRAPEZIUM +\\trianglecdot " ◬ : WHITE UP-POINTING TRIANGLE WITH DOT / WHITE UP POINTING TRIANGLE WITH DOT +\\triangledown " ▿ : WHITE DOWN-POINTING SMALL TRIANGLE / WHITE DOWN POINTING SMALL TRIANGLE +\\triangleleft " ◁ : WHITE LEFT-POINTING TRIANGLE / WHITE LEFT POINTING TRIANGLE +\\triangleleft " ◁ : WHITE LEFT-POINTING TRIANGLE / WHITE LEFT POINTING TRIANGLE +\\triangleleftb \\triangleleftb " : (Incomplete sequence) +\\triangleleftbl \\triangleleftbl " : (Incomplete sequence) +\\triangleleftbla \\triangleleftbla " : (Incomplete sequence) +\\triangleleftblac \\triangleleftblac " : (Incomplete sequence) +\\triangleleftblack " ◭ : UP-POINTING TRIANGLE WITH LEFT HALF BLACK / UP POINTING TRIANGLE WITH LEFT HALF BLACK +\\trianglelefte \\trianglelefte " : (Incomplete sequence) +\\trianglelefteq " ⊴ : NORMAL SUBGROUP OF OR EQUAL TO +\\triangleminus " ⨺ : MINUS SIGN IN TRIANGLE +\\triangleplus " ⨹ : PLUS SIGN IN TRIANGLE +\\triangleq " ≜ : DELTA EQUAL TO +\\triangleright " ▷ : WHITE RIGHT-POINTING TRIANGLE / WHITE RIGHT POINTING TRIANGLE +\\triangleright " ▷ : WHITE RIGHT-POINTING TRIANGLE / WHITE RIGHT POINTING TRIANGLE +\\trianglerightb \\trianglerightb " : (Incomplete sequence) +\\trianglerightbl \\trianglerightbl " : (Incomplete sequence) +\\trianglerightbla \\trianglerightbla " : (Incomplete sequence) +\\trianglerightblac \\trianglerightblac " : (Incomplete sequence) +\\trianglerightblack " ◮ : UP-POINTING TRIANGLE WITH RIGHT HALF BLACK / UP POINTING TRIANGLE WITH RIGHT HALF BLACK +\\trianglerighte \\trianglerighte " : (Incomplete sequence) +\\trianglerighteq " ⊵ : CONTAINS AS NORMAL SUBGROUP OR EQUAL TO +\\triangletimes " ⨻ : MULTIPLICATION SIGN IN TRIANGLE +\\tricolon " ⁝ : TRICOLON +\\tripleplus " ⧻ : TRIPLE PLUS +\\trna " ɐ : LATIN SMALL LETTER TURNED A +\\trnh " ɥ : LATIN SMALL LETTER TURNED H +\\trnm " ɯ : LATIN SMALL LETTER TURNED M +\\trnm " ɯ : LATIN SMALL LETTER TURNED M +\\trnml \\trnml " : (Incomplete sequence) +\\trnmlr " ɰ : LATIN SMALL LETTER TURNED M WITH LONG LEG +\\trnr " ɹ : LATIN SMALL LETTER TURNED R +\\trnr " ɹ : LATIN SMALL LETTER TURNED R +\\trnrl " ɺ : LATIN SMALL LETTER TURNED R WITH LONG LEG +\\trnsa " ɒ : LATIN SMALL LETTER TURNED ALPHA / LATIN SMALL LETTER TURNED SCRIPT A +\\trnt " ʇ : LATIN SMALL LETTER TURNED T +\\trny " ʎ : LATIN SMALL LETTER TURNED Y +\\ttA " 𝙰 : MATHEMATICAL MONOSPACE CAPITAL A +\\ttB " 𝙱 : MATHEMATICAL MONOSPACE CAPITAL B +\\ttC " 𝙲 : MATHEMATICAL MONOSPACE CAPITAL C +\\ttD " 𝙳 : MATHEMATICAL MONOSPACE CAPITAL D +\\ttE " 𝙴 : MATHEMATICAL MONOSPACE CAPITAL E +\\ttF " 𝙵 : MATHEMATICAL MONOSPACE CAPITAL F +\\ttG " 𝙶 : MATHEMATICAL MONOSPACE CAPITAL G +\\ttH " 𝙷 : MATHEMATICAL MONOSPACE CAPITAL H +\\ttI " 𝙸 : MATHEMATICAL MONOSPACE CAPITAL I +\\ttJ " 𝙹 : MATHEMATICAL MONOSPACE CAPITAL J +\\ttK " 𝙺 : MATHEMATICAL MONOSPACE CAPITAL K +\\ttL " 𝙻 : MATHEMATICAL MONOSPACE CAPITAL L +\\ttM " 𝙼 : MATHEMATICAL MONOSPACE CAPITAL M +\\ttN " 𝙽 : MATHEMATICAL MONOSPACE CAPITAL N +\\ttO " 𝙾 : MATHEMATICAL MONOSPACE CAPITAL O +\\ttP " 𝙿 : MATHEMATICAL MONOSPACE CAPITAL P +\\ttQ " 𝚀 : MATHEMATICAL MONOSPACE CAPITAL Q +\\ttR " 𝚁 : MATHEMATICAL MONOSPACE CAPITAL R +\\ttS " 𝚂 : MATHEMATICAL MONOSPACE CAPITAL S +\\ttT " 𝚃 : MATHEMATICAL MONOSPACE CAPITAL T +\\ttU " 𝚄 : MATHEMATICAL MONOSPACE CAPITAL U +\\ttV " 𝚅 : MATHEMATICAL MONOSPACE CAPITAL V +\\ttW " 𝚆 : MATHEMATICAL MONOSPACE CAPITAL W +\\ttX " 𝚇 : MATHEMATICAL MONOSPACE CAPITAL X +\\ttY " 𝚈 : MATHEMATICAL MONOSPACE CAPITAL Y +\\ttZ " 𝚉 : MATHEMATICAL MONOSPACE CAPITAL Z +\\tta " 𝚊 : MATHEMATICAL MONOSPACE SMALL A +\\ttb " 𝚋 : MATHEMATICAL MONOSPACE SMALL B +\\ttc " 𝚌 : MATHEMATICAL MONOSPACE SMALL C +\\ttd " 𝚍 : MATHEMATICAL MONOSPACE SMALL D +\\tte " 𝚎 : MATHEMATICAL MONOSPACE SMALL E +\\tte " 𝚎 : MATHEMATICAL MONOSPACE SMALL E +\\ttei \\ttei " : (Incomplete sequence) +\\tteig \\tteig " : (Incomplete sequence) +\\tteigh \\tteigh " : (Incomplete sequence) +\\tteight " 𝟾 : MATHEMATICAL MONOSPACE DIGIT EIGHT +\\ttf " 𝚏 : MATHEMATICAL MONOSPACE SMALL F +\\ttf " 𝚏 : MATHEMATICAL MONOSPACE SMALL F +\\ttfi \\ttfi " : (Incomplete sequence) +\\ttfiv \\ttfiv " : (Incomplete sequence) +\\ttfive " 𝟻 : MATHEMATICAL MONOSPACE DIGIT FIVE +\\ttfo \\ttfo " : (Incomplete sequence) +\\ttfou \\ttfou " : (Incomplete sequence) +\\ttfour " 𝟺 : MATHEMATICAL MONOSPACE DIGIT FOUR +\\ttg " 𝚐 : MATHEMATICAL MONOSPACE SMALL G +\\tth " 𝚑 : MATHEMATICAL MONOSPACE SMALL H +\\tti " 𝚒 : MATHEMATICAL MONOSPACE SMALL I +\\ttj " 𝚓 : MATHEMATICAL MONOSPACE SMALL J +\\ttk " 𝚔 : MATHEMATICAL MONOSPACE SMALL K +\\ttl " 𝚕 : MATHEMATICAL MONOSPACE SMALL L +\\ttm " 𝚖 : MATHEMATICAL MONOSPACE SMALL M +\\ttn " 𝚗 : MATHEMATICAL MONOSPACE SMALL N +\\ttn " 𝚗 : MATHEMATICAL MONOSPACE SMALL N +\\ttni \\ttni " : (Incomplete sequence) +\\ttnin \\ttnin " : (Incomplete sequence) +\\ttnine " 𝟿 : MATHEMATICAL MONOSPACE DIGIT NINE +\\tto " 𝚘 : MATHEMATICAL MONOSPACE SMALL O +\\tto " 𝚘 : MATHEMATICAL MONOSPACE SMALL O +\\tton \\tton " : (Incomplete sequence) +\\ttone " 𝟷 : MATHEMATICAL MONOSPACE DIGIT ONE +\\ttp " 𝚙 : MATHEMATICAL MONOSPACE SMALL P +\\ttq " 𝚚 : MATHEMATICAL MONOSPACE SMALL Q +\\ttr " 𝚛 : MATHEMATICAL MONOSPACE SMALL R +\\tts " 𝚜 : MATHEMATICAL MONOSPACE SMALL S +\\tts " 𝚜 : MATHEMATICAL MONOSPACE SMALL S +\\ttse \\ttse " : (Incomplete sequence) +\\ttsev \\ttsev " : (Incomplete sequence) +\\ttseve \\ttseve " : (Incomplete sequence) +\\ttseven " 𝟽 : MATHEMATICAL MONOSPACE DIGIT SEVEN +\\ttsi \\ttsi " : (Incomplete sequence) +\\ttsix " 𝟼 : MATHEMATICAL MONOSPACE DIGIT SIX +\\ttt " 𝚝 : MATHEMATICAL MONOSPACE SMALL T +\\ttt " 𝚝 : MATHEMATICAL MONOSPACE SMALL T +\\ttth \\ttth " : (Incomplete sequence) +\\ttthr \\ttthr " : (Incomplete sequence) +\\ttthre \\ttthre " : (Incomplete sequence) +\\ttthree " 𝟹 : MATHEMATICAL MONOSPACE DIGIT THREE +\\tttw \\tttw " : (Incomplete sequence) +\\tttwo " 𝟸 : MATHEMATICAL MONOSPACE DIGIT TWO +\\ttu " 𝚞 : MATHEMATICAL MONOSPACE SMALL U +\\ttv " 𝚟 : MATHEMATICAL MONOSPACE SMALL V +\\ttw " 𝚠 : MATHEMATICAL MONOSPACE SMALL W +\\ttx " 𝚡 : MATHEMATICAL MONOSPACE SMALL X +\\tty " 𝚢 : MATHEMATICAL MONOSPACE SMALL Y +\\ttz " 𝚣 : MATHEMATICAL MONOSPACE SMALL Z +\\ttz " 𝚣 : MATHEMATICAL MONOSPACE SMALL Z +\\ttze \\ttze " : (Incomplete sequence) +\\ttzer \\ttzer " : (Incomplete sequence) +\\ttzero " 𝟶 : MATHEMATICAL MONOSPACE DIGIT ZERO +\\turnangle " ⦢ : TURNED ANGLE +\\turnediota " ℩ : TURNED GREEK SMALL LETTER IOTA +\\turnednot " ⌙ : TURNED NOT SIGN +\\turnk " ʞ : LATIN SMALL LETTER TURNED K +\\twocaps " ⩋ : INTERSECTION BESIDE AND JOINED WITH INTERSECTION +\\twocups " ⩊ : UNION BESIDE AND JOINED WITH UNION +\\twoheaddownarrow " ↡ : DOWNWARDS TWO HEADED ARROW / DOWN TWO HEADED ARROW +\\twoheadleftarrow " ↞ : LEFTWARDS TWO HEADED ARROW / LEFT TWO HEADED ARROW +\\twoheadleftarrow " ↞ : LEFTWARDS TWO HEADED ARROW / LEFT TWO HEADED ARROW +\\twoheadleftarrowt \\twoheadleftarrowt " : (Incomplete sequence) +\\twoheadleftarrowta \\twoheadleftarrowta " : (Incomplete sequence) +\\twoheadleftarrowtai \\twoheadleftarrowtai " : (Incomplete sequence) +\\twoheadleftarrowtail " ⬻ : LEFTWARDS TWO-HEADED ARROW WITH TAIL +\\twoheadleftdbkarrow " ⬷ : LEFTWARDS TWO-HEADED TRIPLE DASH ARROW +\\twoheadmapsfrom " ⬶ : LEFTWARDS TWO-HEADED ARROW FROM BAR +\\twoheadmapsto " ⤅ : RIGHTWARDS TWO-HEADED ARROW FROM BAR +\\twoheadrightarrow " ↠ : RIGHTWARDS TWO HEADED ARROW / RIGHT TWO HEADED ARROW +\\twoheadrightarrow " ↠ : RIGHTWARDS TWO HEADED ARROW / RIGHT TWO HEADED ARROW +\\twoheadrightarrowt \\twoheadrightarrowt " : (Incomplete sequence) +\\twoheadrightarrowta \\twoheadrightarrowta " : (Incomplete sequence) +\\twoheadrightarrowtai \\twoheadrightarrowtai " : (Incomplete sequence) +\\twoheadrightarrowtail " ⤖ : RIGHTWARDS TWO-HEADED ARROW WITH TAIL +\\twoheaduparrow " ↟ : UPWARDS TWO HEADED ARROW / UP TWO HEADED ARROW +\\twoheaduparrow " ↟ : UPWARDS TWO HEADED ARROW / UP TWO HEADED ARROW +\\twoheaduparrowc \\twoheaduparrowc " : (Incomplete sequence) +\\twoheaduparrowci \\twoheaduparrowci " : (Incomplete sequence) +\\twoheaduparrowcir \\twoheaduparrowcir " : (Incomplete sequence) +\\twoheaduparrowcirc \\twoheaduparrowcirc " : (Incomplete sequence) +\\twoheaduparrowcircl \\twoheaduparrowcircl " : (Incomplete sequence) +\\twoheaduparrowcircle " ⥉ : UPWARDS TWO-HEADED ARROW FROM SMALL CIRCLE +\\twonotes " ♫ : BEAMED EIGHTH NOTES / BARRED EIGHTH NOTES +\\u " ˘ : BREVE / SPACING BREVE +\\u " ˘ : BREVE / SPACING BREVE +\\ul \\ul " : (Incomplete sequence) +\\ula \\ula " : (Incomplete sequence) +\\ular \\ular " : (Incomplete sequence) +\\ularc " ◜ : UPPER LEFT QUADRANT CIRCULAR ARC +\\ulb \\ulb " : (Incomplete sequence) +\\ulbl \\ulbl " : (Incomplete sequence) +\\ulbla \\ulbla " : (Incomplete sequence) +\\ulblac \\ulblac " : (Incomplete sequence) +\\ulblack \\ulblack " : (Incomplete sequence) +\\ulblackt \\ulblackt " : (Incomplete sequence) +\\ulblacktr \\ulblacktr " : (Incomplete sequence) +\\ulblacktri \\ulblacktri " : (Incomplete sequence) +\\ulblacktria \\ulblacktria " : (Incomplete sequence) +\\ulblacktrian \\ulblacktrian " : (Incomplete sequence) +\\ulblacktriang \\ulblacktriang " : (Incomplete sequence) +\\ulblacktriangl \\ulblacktriangl " : (Incomplete sequence) +\\ulblacktriangle " ◤ : BLACK UPPER LEFT TRIANGLE +\\ulc \\ulc " : (Incomplete sequence) +\\ulco \\ulco " : (Incomplete sequence) +\\ulcor \\ulcor " : (Incomplete sequence) +\\ulcorn \\ulcorn " : (Incomplete sequence) +\\ulcorne \\ulcorne " : (Incomplete sequence) +\\ulcorner " ⌜ : TOP LEFT CORNER +\\ult \\ult " : (Incomplete sequence) +\\ultr \\ultr " : (Incomplete sequence) +\\ultri \\ultri " : (Incomplete sequence) +\\ultria \\ultria " : (Incomplete sequence) +\\ultrian \\ultrian " : (Incomplete sequence) +\\ultriang \\ultriang " : (Incomplete sequence) +\\ultriangl \\ultriangl " : (Incomplete sequence) +\\ultriangle " ◸ : UPPER LEFT TRIANGLE +\\um \\um " : (Incomplete sequence) +\\umi \\umi " : (Incomplete sequence) +\\umin \\umin " : (Incomplete sequence) +\\uminu \\uminu " : (Incomplete sequence) +\\uminus " ⩁ : UNION WITH MINUS SIGN +\\un \\un " : (Incomplete sequence) +\\und \\und " : (Incomplete sequence) +\\unde \\unde " : (Incomplete sequence) +\\under \\under " : (Incomplete sequence) +\\underb \\underb " : (Incomplete sequence) +\\underba \\underba " : (Incomplete sequence) +\\underbar " ◌̲ : COMBINING LOW LINE / NON-SPACING UNDERSCORE +\\underbr \\underbr " : (Incomplete sequence) +\\underbra \\underbra " : (Incomplete sequence) +\\underbrac \\underbrac " : (Incomplete sequence) +\\underbrace " ⏟ : BOTTOM CURLY BRACKET +\\underbrack \\underbrack " : (Incomplete sequence) +\\underbracke \\underbracke " : (Incomplete sequence) +\\underbracket " ⎵ : BOTTOM SQUARE BRACKET +\\underl \\underl " : (Incomplete sequence) +\\underle \\underle " : (Incomplete sequence) +\\underlef \\underlef " : (Incomplete sequence) +\\underleft \\underleft " : (Incomplete sequence) +\\underlefta \\underlefta " : (Incomplete sequence) +\\underleftar \\underleftar " : (Incomplete sequence) +\\underleftarr \\underleftarr " : (Incomplete sequence) +\\underleftarro \\underleftarro " : (Incomplete sequence) +\\underleftarrow " ◌⃮ : COMBINING LEFT ARROW BELOW +\\underlefth \\underlefth " : (Incomplete sequence) +\\underleftha \\underleftha " : (Incomplete sequence) +\\underlefthar \\underlefthar " : (Incomplete sequence) +\\underleftharp \\underleftharp " : (Incomplete sequence) +\\underleftharpo \\underleftharpo " : (Incomplete sequence) +\\underleftharpoo \\underleftharpoo " : (Incomplete sequence) +\\underleftharpoon \\underleftharpoon " : (Incomplete sequence) +\\underleftharpoond \\underleftharpoond " : (Incomplete sequence) +\\underleftharpoondo \\underleftharpoondo " : (Incomplete sequence) +\\underleftharpoondow \\underleftharpoondow " : (Incomplete sequence) +\\underleftharpoondown " ◌⃭ : COMBINING LEFTWARDS HARPOON WITH BARB DOWNWARDS +\\underleftr \\underleftr " : (Incomplete sequence) +\\underleftri \\underleftri " : (Incomplete sequence) +\\underleftrig \\underleftrig " : (Incomplete sequence) +\\underleftrigh \\underleftrigh " : (Incomplete sequence) +\\underleftright \\underleftright " : (Incomplete sequence) +\\underleftrighta \\underleftrighta " : (Incomplete sequence) +\\underleftrightar \\underleftrightar " : (Incomplete sequence) +\\underleftrightarr \\underleftrightarr " : (Incomplete sequence) +\\underleftrightarro \\underleftrightarro " : (Incomplete sequence) +\\underleftrightarrow " ◌͍ : COMBINING LEFT RIGHT ARROW BELOW +\\underr \\underr " : (Incomplete sequence) +\\underri \\underri " : (Incomplete sequence) +\\underrig \\underrig " : (Incomplete sequence) +\\underrigh \\underrigh " : (Incomplete sequence) +\\underright \\underright " : (Incomplete sequence) +\\underrighta \\underrighta " : (Incomplete sequence) +\\underrightar \\underrightar " : (Incomplete sequence) +\\underrightarr \\underrightarr " : (Incomplete sequence) +\\underrightarro \\underrightarro " : (Incomplete sequence) +\\underrightarrow " ◌⃯ : COMBINING RIGHT ARROW BELOW +\\underrighth \\underrighth " : (Incomplete sequence) +\\underrightha \\underrightha " : (Incomplete sequence) +\\underrighthar \\underrighthar " : (Incomplete sequence) +\\underrightharp \\underrightharp " : (Incomplete sequence) +\\underrightharpo \\underrightharpo " : (Incomplete sequence) +\\underrightharpoo \\underrightharpoo " : (Incomplete sequence) +\\underrightharpoon \\underrightharpoon " : (Incomplete sequence) +\\underrightharpoond \\underrightharpoond " : (Incomplete sequence) +\\underrightharpoondo \\underrightharpoondo " : (Incomplete sequence) +\\underrightharpoondow \\underrightharpoondow " : (Incomplete sequence) +\\underrightharpoondown " ◌⃬ : COMBINING RIGHTWARDS HARPOON WITH BARB DOWNWARDS +\\up \\up " : (Incomplete sequence) +\\upM \\upM " : (Incomplete sequence) +\\upMu " Μ : GREEK CAPITAL LETTER MU +\\upN \\upN " : (Incomplete sequence) +\\upNu " Ν : GREEK CAPITAL LETTER NU +\\upO \\upO " : (Incomplete sequence) +\\upOm \\upOm " : (Incomplete sequence) +\\upOmi \\upOmi " : (Incomplete sequence) +\\upOmic \\upOmic " : (Incomplete sequence) +\\upOmicr \\upOmicr " : (Incomplete sequence) +\\upOmicro \\upOmicro " : (Incomplete sequence) +\\upOmicron " Ο : GREEK CAPITAL LETTER OMICRON +\\upa \\upa " : (Incomplete sequence) +\\upan \\upan " : (Incomplete sequence) +\\upand " ⅋ : TURNED AMPERSAND +\\upar \\upar " : (Incomplete sequence) +\\uparr \\uparr " : (Incomplete sequence) +\\uparro \\uparro " : (Incomplete sequence) +\\uparrow " ↑ : UPWARDS ARROW / UP ARROW +\\uparrow " ↑ : UPWARDS ARROW / UP ARROW +\\uparrowb \\uparrowb " : (Incomplete sequence) +\\uparrowba \\uparrowba " : (Incomplete sequence) +\\uparrowbar \\uparrowbar " : (Incomplete sequence) +\\uparrowbarr \\uparrowbarr " : (Incomplete sequence) +\\uparrowbarre \\uparrowbarre " : (Incomplete sequence) +\\uparrowbarred " ⤉ : UPWARDS ARROW WITH HORIZONTAL STROKE +\\upd \\upd " : (Incomplete sequence) +\\upda \\upda " : (Incomplete sequence) +\\updas \\updas " : (Incomplete sequence) +\\updash \\updash " : (Incomplete sequence) +\\updasha \\updasha " : (Incomplete sequence) +\\updashar \\updashar " : (Incomplete sequence) +\\updasharr \\updasharr " : (Incomplete sequence) +\\updasharro \\updasharro " : (Incomplete sequence) +\\updasharrow " ⇡ : UPWARDS DASHED ARROW / UP DASHED ARROW +\\updo \\updo " : (Incomplete sequence) +\\updow \\updow " : (Incomplete sequence) +\\updown \\updown " : (Incomplete sequence) +\\updowna \\updowna " : (Incomplete sequence) +\\updownar \\updownar " : (Incomplete sequence) +\\updownarr \\updownarr " : (Incomplete sequence) +\\updownarro \\updownarro " : (Incomplete sequence) +\\updownarrow " ↕ : UP DOWN ARROW +\\updownarrow " ↕ : UP DOWN ARROW +\\updownarrowb \\updownarrowb " : (Incomplete sequence) +\\updownarrowba \\updownarrowba " : (Incomplete sequence) +\\updownarrowbar " ↨ : UP DOWN ARROW WITH BASE +\\updownh \\updownh " : (Incomplete sequence) +\\updownha \\updownha " : (Incomplete sequence) +\\updownhar \\updownhar " : (Incomplete sequence) +\\updownharp \\updownharp " : (Incomplete sequence) +\\updownharpo \\updownharpo " : (Incomplete sequence) +\\updownharpoo \\updownharpoo " : (Incomplete sequence) +\\updownharpoon \\updownharpoon " : (Incomplete sequence) +\\updownharpoonl \\updownharpoonl " : (Incomplete sequence) +\\updownharpoonle \\updownharpoonle " : (Incomplete sequence) +\\updownharpoonlef \\updownharpoonlef " : (Incomplete sequence) +\\updownharpoonleft \\updownharpoonleft " : (Incomplete sequence) +\\updownharpoonleftr \\updownharpoonleftr " : (Incomplete sequence) +\\updownharpoonleftri \\updownharpoonleftri " : (Incomplete sequence) +\\updownharpoonleftrig \\updownharpoonleftrig " : (Incomplete sequence) +\\updownharpoonleftrigh \\updownharpoonleftrigh " : (Incomplete sequence) +\\updownharpoonleftright " ⥍ : UP BARB LEFT DOWN BARB RIGHT HARPOON +\\updownharpoonr \\updownharpoonr " : (Incomplete sequence) +\\updownharpoonri \\updownharpoonri " : (Incomplete sequence) +\\updownharpoonrig \\updownharpoonrig " : (Incomplete sequence) +\\updownharpoonrigh \\updownharpoonrigh " : (Incomplete sequence) +\\updownharpoonright \\updownharpoonright " : (Incomplete sequence) +\\updownharpoonrightl \\updownharpoonrightl " : (Incomplete sequence) +\\updownharpoonrightle \\updownharpoonrightle " : (Incomplete sequence) +\\updownharpoonrightlef \\updownharpoonrightlef " : (Incomplete sequence) +\\updownharpoonrightleft " ⥌ : UP BARB RIGHT DOWN BARB LEFT HARPOON +\\upe \\upe " : (Incomplete sequence) +\\upep \\upep " : (Incomplete sequence) +\\upeps \\upeps " : (Incomplete sequence) +\\upepsi \\upepsi " : (Incomplete sequence) +\\upepsil \\upepsil " : (Incomplete sequence) +\\upepsilo \\upepsilo " : (Incomplete sequence) +\\upepsilon " ε : GREEK SMALL LETTER EPSILON +\\uph \\uph " : (Incomplete sequence) +\\upha \\upha " : (Incomplete sequence) +\\uphar \\uphar " : (Incomplete sequence) +\\upharp \\upharp " : (Incomplete sequence) +\\upharpo \\upharpo " : (Incomplete sequence) +\\upharpoo \\upharpoo " : (Incomplete sequence) +\\upharpoon \\upharpoon " : (Incomplete sequence) +\\upharpoonl \\upharpoonl " : (Incomplete sequence) +\\upharpoonle \\upharpoonle " : (Incomplete sequence) +\\upharpoonlef \\upharpoonlef " : (Incomplete sequence) +\\upharpoonleft " ↾ : UPWARDS HARPOON WITH BARB RIGHTWARDS / UP HARPOON WITH BARB RIGHT +\\upharpoonr \\upharpoonr " : (Incomplete sequence) +\\upharpoonri \\upharpoonri " : (Incomplete sequence) +\\upharpoonrig \\upharpoonrig " : (Incomplete sequence) +\\upharpoonrigh \\upharpoonrigh " : (Incomplete sequence) +\\upharpoonright " ↿ : UPWARDS HARPOON WITH BARB LEFTWARDS / UP HARPOON WITH BARB LEFT +\\upharpoons \\upharpoons " : (Incomplete sequence) +\\upharpoonsl \\upharpoonsl " : (Incomplete sequence) +\\upharpoonsle \\upharpoonsle " : (Incomplete sequence) +\\upharpoonslef \\upharpoonslef " : (Incomplete sequence) +\\upharpoonsleft \\upharpoonsleft " : (Incomplete sequence) +\\upharpoonsleftr \\upharpoonsleftr " : (Incomplete sequence) +\\upharpoonsleftri \\upharpoonsleftri " : (Incomplete sequence) +\\upharpoonsleftrig \\upharpoonsleftrig " : (Incomplete sequence) +\\upharpoonsleftrigh \\upharpoonsleftrigh " : (Incomplete sequence) +\\upharpoonsleftright " ⥣ : UPWARDS HARPOON WITH BARB LEFT BESIDE UPWARDS HARPOON WITH BARB RIGHT +\\upi \\upi " : (Incomplete sequence) +\\upin " ⟒ : ELEMENT OF OPENING UPWARDS +\\upin " ⟒ : ELEMENT OF OPENING UPWARDS +\\upint " ⨛ : INTEGRAL WITH OVERBAR +\\upk \\upk " : (Incomplete sequence) +\\upko \\upko " : (Incomplete sequence) +\\upkop \\upkop " : (Incomplete sequence) +\\upkopp \\upkopp " : (Incomplete sequence) +\\upkoppa " ϟ : GREEK SMALL LETTER KOPPA +\\upl \\upl " : (Incomplete sequence) +\\uplu \\uplu " : (Incomplete sequence) +\\uplus " ⊎ : MULTISET UNION +\\upo \\upo " : (Incomplete sequence) +\\upol \\upol " : (Incomplete sequence) +\\upold \\upold " : (Incomplete sequence) +\\upoldK \\upoldK " : (Incomplete sequence) +\\upoldKo \\upoldKo " : (Incomplete sequence) +\\upoldKop \\upoldKop " : (Incomplete sequence) +\\upoldKopp \\upoldKopp " : (Incomplete sequence) +\\upoldKoppa " Ϙ : GREEK LETTER ARCHAIC KOPPA +\\upoldk \\upoldk " : (Incomplete sequence) +\\upoldko \\upoldko " : (Incomplete sequence) +\\upoldkop \\upoldkop " : (Incomplete sequence) +\\upoldkopp \\upoldkopp " : (Incomplete sequence) +\\upoldkoppa " ϙ : GREEK SMALL LETTER ARCHAIC KOPPA +\\upom \\upom " : (Incomplete sequence) +\\upomi \\upomi " : (Incomplete sequence) +\\upomic \\upomic " : (Incomplete sequence) +\\upomicr \\upomicr " : (Incomplete sequence) +\\upomicro \\upomicro " : (Incomplete sequence) +\\upomicron " ο : GREEK SMALL LETTER OMICRON +\\ups \\ups " : (Incomplete sequence) +\\upsa \\upsa " : (Incomplete sequence) +\\upsam \\upsam " : (Incomplete sequence) +\\upsamp \\upsamp " : (Incomplete sequence) +\\upsampi " ϡ : GREEK SMALL LETTER SAMPI +\\upsi \\upsi " : (Incomplete sequence) +\\upsil \\upsil " : (Incomplete sequence) +\\upsilo \\upsilo " : (Incomplete sequence) +\\upsilon " υ : GREEK SMALL LETTER UPSILON +\\upst \\upst " : (Incomplete sequence) +\\upsti \\upsti " : (Incomplete sequence) +\\upstig \\upstig " : (Incomplete sequence) +\\upstigm \\upstigm " : (Incomplete sequence) +\\upstigma " ϛ : GREEK SMALL LETTER STIGMA +\\upu \\upu " : (Incomplete sequence) +\\upup \\upup " : (Incomplete sequence) +\\upupa \\upupa " : (Incomplete sequence) +\\upupar \\upupar " : (Incomplete sequence) +\\upuparr \\upuparr " : (Incomplete sequence) +\\upuparro \\upuparro " : (Incomplete sequence) +\\upuparrow \\upuparrow " : (Incomplete sequence) +\\upuparrows " ⇈ : UPWARDS PAIRED ARROWS / UP PAIRED ARROWS +\\upv \\upv " : (Incomplete sequence) +\\upva \\upva " : (Incomplete sequence) +\\upvar \\upvar " : (Incomplete sequence) +\\upvarb \\upvarb " : (Incomplete sequence) +\\upvarbe \\upvarbe " : (Incomplete sequence) +\\upvarbet \\upvarbet " : (Incomplete sequence) +\\upvarbeta " ϐ : GREEK BETA SYMBOL / GREEK SMALL LETTER CURLED BETA +\\upw \\upw " : (Incomplete sequence) +\\upwh \\upwh " : (Incomplete sequence) +\\upwhi \\upwhi " : (Incomplete sequence) +\\upwhit \\upwhit " : (Incomplete sequence) +\\upwhite \\upwhite " : (Incomplete sequence) +\\upwhitea \\upwhitea " : (Incomplete sequence) +\\upwhitear \\upwhitear " : (Incomplete sequence) +\\upwhitearr \\upwhitearr " : (Incomplete sequence) +\\upwhitearro \\upwhitearro " : (Incomplete sequence) +\\upwhitearrow " ⇧ : UPWARDS WHITE ARROW / WHITE UP ARROW +\\ur \\ur " : (Incomplete sequence) +\\ura \\ura " : (Incomplete sequence) +\\uran \\uran " : (Incomplete sequence) +\\uranu \\uranu " : (Incomplete sequence) +\\uranus " ♅ : URANUS +\\urar \\urar " : (Incomplete sequence) +\\urarc " ◝ : UPPER RIGHT QUADRANT CIRCULAR ARC +\\urb \\urb " : (Incomplete sequence) +\\urbl \\urbl " : (Incomplete sequence) +\\urbla \\urbla " : (Incomplete sequence) +\\urblac \\urblac " : (Incomplete sequence) +\\urblack \\urblack " : (Incomplete sequence) +\\urblackt \\urblackt " : (Incomplete sequence) +\\urblacktr \\urblacktr " : (Incomplete sequence) +\\urblacktri \\urblacktri " : (Incomplete sequence) +\\urblacktria \\urblacktria " : (Incomplete sequence) +\\urblacktrian \\urblacktrian " : (Incomplete sequence) +\\urblacktriang \\urblacktriang " : (Incomplete sequence) +\\urblacktriangl \\urblacktriangl " : (Incomplete sequence) +\\urblacktriangle " ◥ : BLACK UPPER RIGHT TRIANGLE +\\urc \\urc " : (Incomplete sequence) +\\urco \\urco " : (Incomplete sequence) +\\urcor \\urcor " : (Incomplete sequence) +\\urcorn \\urcorn " : (Incomplete sequence) +\\urcorne \\urcorne " : (Incomplete sequence) +\\urcorner " ⌝ : TOP RIGHT CORNER +\\urt \\urt " : (Incomplete sequence) +\\urtr \\urtr " : (Incomplete sequence) +\\urtri \\urtri " : (Incomplete sequence) +\\urtria \\urtria " : (Incomplete sequence) +\\urtrian \\urtrian " : (Incomplete sequence) +\\urtriang \\urtriang " : (Incomplete sequence) +\\urtriangl \\urtriangl " : (Incomplete sequence) +\\urtriangle " ◹ : UPPER RIGHT TRIANGLE +\\vDash " ⊨ : TRUE +\\varTheta " ϴ : GREEK CAPITAL THETA SYMBOL +\\varbarwedge " ⌅ : PROJECTIVE +\\varcarriagereturn " ⏎ : RETURN SYMBOL +\\varclubsuit " ♧ : WHITE CLUB SUIT +\\vardiamondsuit " ♦ : BLACK DIAMOND SUIT +\\vardoublebarwedge " ⌆ : PERSPECTIVE +\\varepsilon " ε : GREEK SMALL LETTER EPSILON +\\varheartsuit " ♥ : BLACK HEART SUIT +\\varhexagon " ⬡ : WHITE HEXAGON +\\varhexagon " ⬡ : WHITE HEXAGON +\\varhexagonb \\varhexagonb " : (Incomplete sequence) +\\varhexagonbl \\varhexagonbl " : (Incomplete sequence) +\\varhexagonbla \\varhexagonbla " : (Incomplete sequence) +\\varhexagonblac \\varhexagonblac " : (Incomplete sequence) +\\varhexagonblack " ⬢ : BLACK HEXAGON +\\varhexagonl \\varhexagonl " : (Incomplete sequence) +\\varhexagonlr \\varhexagonlr " : (Incomplete sequence) +\\varhexagonlrb \\varhexagonlrb " : (Incomplete sequence) +\\varhexagonlrbo \\varhexagonlrbo " : (Incomplete sequence) +\\varhexagonlrbon \\varhexagonlrbon " : (Incomplete sequence) +\\varhexagonlrbond \\varhexagonlrbond " : (Incomplete sequence) +\\varhexagonlrbonds " ⌬ : BENZENE RING +\\varisinobar " ⋶ : ELEMENT OF WITH OVERBAR +\\varisins " ⋳ : ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE +\\varkappa " ϰ : GREEK KAPPA SYMBOL / GREEK SMALL LETTER SCRIPT KAPPA +\\varlrtriangle " ⊿ : RIGHT TRIANGLE +\\varniobar " ⋽ : CONTAINS WITH OVERBAR +\\varnis " ⋻ : CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE +\\varnothing " ∅ : EMPTY SET +\\varointclockwise " ∲ : CLOCKWISE CONTOUR INTEGRAL +\\varphi " φ : GREEK SMALL LETTER PHI +\\varpi " ϖ : GREEK PI SYMBOL / GREEK SMALL LETTER OMEGA PI +\\varrho " ϱ : GREEK RHO SYMBOL / GREEK SMALL LETTER TAILED RHO +\\varsigma " ς : GREEK SMALL LETTER FINAL SIGMA +\\varspadesuit " ♤ : WHITE SPADE SUIT +\\varstar " ✶ : SIX POINTED BLACK STAR +\\varsubsetneqq " ⊊︀ : SUBSET OF WITH NOT EQUAL TO / SUBSET OF OR NOT EQUAL TO + VARIATION SELECTOR-1 +\\varsupsetneq " ⊋︀ : SUPERSET OF WITH NOT EQUAL TO / SUPERSET OF OR NOT EQUAL TO + VARIATION SELECTOR-1 +\\vartheta " ϑ : GREEK THETA SYMBOL / GREEK SMALL LETTER SCRIPT THETA +\\vartriangle " ▵ : WHITE UP-POINTING SMALL TRIANGLE / WHITE UP POINTING SMALL TRIANGLE +\\vartriangle " ▵ : WHITE UP-POINTING SMALL TRIANGLE / WHITE UP POINTING SMALL TRIANGLE +\\vartrianglel \\vartrianglel " : (Incomplete sequence) +\\vartrianglele \\vartrianglele " : (Incomplete sequence) +\\vartrianglelef \\vartrianglelef " : (Incomplete sequence) +\\vartriangleleft " ⊲ : NORMAL SUBGROUP OF +\\vartriangler \\vartriangler " : (Incomplete sequence) +\\vartriangleri \\vartriangleri " : (Incomplete sequence) +\\vartrianglerig \\vartrianglerig " : (Incomplete sequence) +\\vartrianglerigh \\vartrianglerigh " : (Incomplete sequence) +\\vartriangleright " ⊳ : CONTAINS AS NORMAL SUBGROUP +\\varveebar " ⩡ : SMALL VEE WITH UNDERBAR +\\vdash " ⊢ : RIGHT TACK +\\vdots " ⋮ : VERTICAL ELLIPSIS +\\vec " ◌⃗ : COMBINING RIGHT ARROW ABOVE / NON-SPACING RIGHT ARROW ABOVE +\\vee " ∨ : LOGICAL OR +\\vee " ∨ : LOGICAL OR +\\veeb \\veeb " : (Incomplete sequence) +\\veeba \\veeba " : (Incomplete sequence) +\\veebar " ⊻ : XOR +\\veed \\veed " : (Incomplete sequence) +\\veedo \\veedo " : (Incomplete sequence) +\\veedou \\veedou " : (Incomplete sequence) +\\veedoub \\veedoub " : (Incomplete sequence) +\\veedoubl \\veedoubl " : (Incomplete sequence) +\\veedouble \\veedouble " : (Incomplete sequence) +\\veedoubleb \\veedoubleb " : (Incomplete sequence) +\\veedoubleba \\veedoubleba " : (Incomplete sequence) +\\veedoublebar " ⩣ : LOGICAL OR WITH DOUBLE UNDERBAR +\\veee \\veee " : (Incomplete sequence) +\\veeeq " ≚ : EQUIANGULAR TO +\\veem \\veem " : (Incomplete sequence) +\\veemi \\veemi " : (Incomplete sequence) +\\veemid \\veemid " : (Incomplete sequence) +\\veemidv \\veemidv " : (Incomplete sequence) +\\veemidve \\veemidve " : (Incomplete sequence) +\\veemidver \\veemidver " : (Incomplete sequence) +\\veemidvert " ⩛ : LOGICAL OR WITH MIDDLE STEM +\\veeo \\veeo " : (Incomplete sequence) +\\veeod \\veeod " : (Incomplete sequence) +\\veeodo \\veeodo " : (Incomplete sequence) +\\veeodot " ⩒ : LOGICAL OR WITH DOT ABOVE +\\venus " ♀ : FEMALE SIGN +\\verti " ˌ : MODIFIER LETTER LOW VERTICAL LINE +\\vertoverlay " ◌⃒ : COMBINING LONG VERTICAL LINE OVERLAY / NON-SPACING LONG VERTICAL BAR OVERLAY +\\verts " ˈ : MODIFIER LETTER VERTICAL LINE +\\verymuchless " ⋘ : VERY MUCH LESS-THAN / VERY MUCH LESS THAN +\\viewdata " ⌗ : VIEWDATA SQUARE +\\virgo " ♍ : VIRGO +\\visiblespace " ␣ : OPEN BOX +\\vrectangleblack " ▮ : BLACK VERTICAL RECTANGLE +\\vrecto " ▯ : WHITE VERTICAL RECTANGLE +\\vysmblkcircle " ∙ : BULLET OPERATOR +\\vysmblksquare " ⬝ : BLACK VERY SMALL SQUARE +\\vysmwhtsquare " ⬞ : WHITE VERY SMALL SQUARE +\\wedge " ∧ : LOGICAL AND +\\wedge " ∧ : LOGICAL AND +\\wedged \\wedged " : (Incomplete sequence) +\\wedgedo \\wedgedo " : (Incomplete sequence) +\\wedgedot " ⟑ : AND WITH DOT +\\wedgedou \\wedgedou " : (Incomplete sequence) +\\wedgedoub \\wedgedoub " : (Incomplete sequence) +\\wedgedoubl \\wedgedoubl " : (Incomplete sequence) +\\wedgedouble \\wedgedouble " : (Incomplete sequence) +\\wedgedoubleb \\wedgedoubleb " : (Incomplete sequence) +\\wedgedoubleba \\wedgedoubleba " : (Incomplete sequence) +\\wedgedoublebar " ⩠ : LOGICAL AND WITH DOUBLE UNDERBAR +\\wedgem \\wedgem " : (Incomplete sequence) +\\wedgemi \\wedgemi " : (Incomplete sequence) +\\wedgemid \\wedgemid " : (Incomplete sequence) +\\wedgemidv \\wedgemidv " : (Incomplete sequence) +\\wedgemidve \\wedgemidve " : (Incomplete sequence) +\\wedgemidver \\wedgemidver " : (Incomplete sequence) +\\wedgemidvert " ⩚ : LOGICAL AND WITH MIDDLE STEM +\\wedgeo \\wedgeo " : (Incomplete sequence) +\\wedgeod \\wedgeod " : (Incomplete sequence) +\\wedgeodo \\wedgeodo " : (Incomplete sequence) +\\wedgeodot " ⩑ : LOGICAL AND WITH DOT ABOVE +\\wedgeon \\wedgeon " : (Incomplete sequence) +\\wedgeonw \\wedgeonw " : (Incomplete sequence) +\\wedgeonwe \\wedgeonwe " : (Incomplete sequence) +\\wedgeonwed \\wedgeonwed " : (Incomplete sequence) +\\wedgeonwedg \\wedgeonwedg " : (Incomplete sequence) +\\wedgeonwedge " ⩕ : TWO INTERSECTING LOGICAL AND +\\wedgeq " ≙ : ESTIMATES +\\whitearrowupfrombar " ⇪ : UPWARDS WHITE ARROW FROM BAR / WHITE UP ARROW FROM BAR +\\whiteinwhitetriangle " ⟁ : WHITE TRIANGLE CONTAINING SMALL WHITE TRIANGLE +\\whitepointerleft " ◅ : WHITE LEFT-POINTING POINTER / WHITE LEFT POINTING POINTER +\\whitepointerright " ▻ : WHITE RIGHT-POINTING POINTER / WHITE RIGHT POINTING POINTER +\\whthorzoval " ⬭ : WHITE HORIZONTAL ELLIPSE +\\whtvertoval " ⬯ : WHITE VERTICAL ELLIPSE +\\wideangledown " ⦦ : OBLIQUE ANGLE OPENING UP +\\wideangleup " ⦧ : OBLIQUE ANGLE OPENING DOWN +\\widebridgeabove " ◌⃩ : COMBINING WIDE BRIDGE ABOVE +\\wideutilde " ◌̰ : COMBINING TILDE BELOW / NON-SPACING TILDE BELOW +\\wp " ℘ : SCRIPT CAPITAL P / SCRIPT P +\\wr " ≀ : WREATH PRODUCT +\\xi " ξ : GREEK SMALL LETTER XI +\\xor " ⊻ : XOR +\\xrat " ℞ : PRESCRIPTION TAKE +\\yen " ¥ : YEN SIGN +\\yogh " ʒ : LATIN SMALL LETTER EZH / LATIN SMALL LETTER YOGH +\\zeta " ζ : GREEK SMALL LETTER ZETA " --------------------------------- ---------------------------- " ---------- : -------------------------------------------------------------------------------------------------------- "" Below here is the script that was used to produce this file. @@ -3342,6 +7079,53 @@ loadkeymap " " const filename = "latex2unicode_utf-8" " +" function unambiguous_completions(completions::Dict{String,String}) +" return completions +" allinputs = sort!(collect(keys(completions))) +" new_completions = copy(completions) +" +" for input in allinputs +" chars = completions[input] +" l = length(input) +" for i = 2:(l-1) +" n = length(filter(x->startswith(x, input[1:i]), allinputs)) +" @assert n ≥ 1 +" n > 1 && continue +" for j = i:(l-1) +" # new_completions[input[1:j] * ""] = chars +" new_completions[input[1:j]] = chars +" end +" break +" end +" # new_completions[input * ""] = chars +" end +" return new_completions +" end +" +" # We want to avoid situations in which the user types e.g. \delt and pauses, +" # and the result is "∇t" because "\del" gets recognized and then there is some leftover "t". +" # This allows us to get completions with for example. +" function fix_completions(completions::Dict{String,String}) +" allinputs = sort!(collect(keys(completions))) +" new_completions = copy(completions) +" +" for input in allinputs +" chars = completions[input] +" l = length(input) +" longer = filter(x->startswith(x, input)&&length(x)>l, allinputs) +" n = length(longer) +" n == 0 && continue +" new_completions[input * ""] = chars +" for other in longer +" for j = (l+1):(length(other)-1) +" haskey(new_completions, other[1:j]) && continue +" new_completions[other[1:j]] = other[1:j] +" end +" end +" end +" return new_completions +" end +" " function unicode_data() " file = normpath(Sys.BINDIR, "..", "..", "doc", "UnicodeData.txt") " names = Dict{UInt32, String}() @@ -3367,12 +7151,18 @@ loadkeymap " unicode = String[] " desc = String[] " -" for (input, chars) in sort!(collect(completions), by = last) +" for (input, chars) in sort!(collect(completions)) " code_points, unicode_names, characters = String[], String[], String[] -" for char in chars -" push!(code_points, "") -" push!(unicode_names, get(unicode_dict, UInt32(char), "(No Unicode name)")) -" push!(characters, isempty(characters) ? fix_combining_chars(char) : "$char") +" if startswith(chars, "\\") +" push!(code_points, replace(chars, "\\" => "\\\\")) +" push!(unicode_names, "(Incomplete sequence)") +" push!(characters, "") +" else +" for char in chars +" push!(code_points, "") +" push!(unicode_names, get(unicode_dict, UInt32(char), "(No Unicode name)")) +" push!(characters, isempty(characters) ? fix_combining_chars(char) : "$char") +" end " end " push!(latex, replace(input, "\\"=>"\\\\")) " push!(code, join(code_points)) @@ -3396,10 +7186,10 @@ loadkeymap " " latex, code, unicode, desc = " table_entries( -" merge( +" fix_completions(merge( " REPL.REPLCompletions.latex_symbols, " REPL.REPLCompletions.emoji_symbols -" ), +" )), " unicode_data() " ) "