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April 3, 2019 00:19
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Hasy Dataset Labels
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[ | |
'A', | |
'B', | |
'C', | |
'D', | |
'E', | |
'F', | |
'G', | |
'H', | |
'I', | |
'J', | |
'K', | |
'L', | |
'M', | |
'N', | |
'O', | |
'P', | |
'Q', | |
'R', | |
'S', | |
'T', | |
'U', | |
'V', | |
'W', | |
'X', | |
'Y', | |
'Z', | |
'\\rightarrow', | |
'0', | |
'1', | |
'2', | |
'3', | |
'4', | |
'5', | |
'6', | |
'7', | |
'8', | |
'9', | |
'\\pi', | |
'\\alpha', | |
'\\beta', | |
'\\sum', | |
'\\sigma', | |
'a', | |
'b', | |
'c', | |
'd', | |
'e', | |
'f', | |
'g', | |
'h', | |
'i', | |
'j', | |
'k', | |
'l', | |
'm', | |
'n', | |
'o', | |
'p', | |
'q', | |
'r', | |
's', | |
'u', | |
'v', | |
'w', | |
'x', | |
'y', | |
'z', | |
'\\Sigma', | |
'\\gamma', | |
'\\Gamma', | |
'\\delta', | |
'\\Delta', | |
'\\zeta', | |
'\\eta', | |
'\\theta', | |
'\\Theta', | |
'\\epsilon', | |
'\\varepsilon', | |
'\\iota', | |
'\\kappa', | |
'\\varkappa', | |
'\\lambda', | |
'\\Lambda', | |
'\\mu', | |
'\\nu', | |
'\\xi', | |
'\\Xi', | |
'\\Pi', | |
'\\rho', | |
'\\varrho', | |
'\\tau', | |
'\\phi', | |
'\\Phi', | |
'\\varphi', | |
'\\chi', | |
'\\psi', | |
'\\Psi', | |
'\\omega', | |
'\\Omega', | |
'\\partial', | |
'\\int', | |
'\\cdot', | |
'\\leq', | |
'\\geq', | |
'<', | |
'>', | |
'\\subset', | |
'\\supset', | |
'\\subseteq', | |
'\\supseteq', | |
'\\cong', | |
'\\propto', | |
'-', | |
'+', | |
'\\mathbb{R}', | |
'\\$', | |
'\\{', | |
'\\copyright', | |
'\\dots', | |
'\\}', | |
'\\S', | |
'\\dag', | |
'\\pounds', | |
'\\&', | |
'\\#', | |
'\\%', | |
'\\checkmark', | |
'\\circledR', | |
'\\mathsection', | |
'\\amalg', | |
'\\cup', | |
'\\oplus', | |
'\\times', | |
'\\ast', | |
'\\triangleleft', | |
'\\otimes', | |
'\\triangleright', | |
'\\diamond', | |
'\\pm', | |
'\\div', | |
'\\bullet', | |
'\\setminus', | |
'\\uplus', | |
'\\cap', | |
'\\mp', | |
'\\sqcap', | |
'\\vee', | |
'\\odot', | |
'\\sqcup', | |
'\\wedge', | |
'\\circ', | |
'\\ominus', | |
'\\star', | |
'\\wr', | |
'\\barwedge', | |
'\\circledcirc', | |
'\\boxdot', | |
'\\ltimes', | |
'\\boxplus', | |
'\\boxtimes', | |
'\\rtimes', | |
'\\circledast', | |
'\\lhd', | |
'\\prod', | |
'\\coprod', | |
'\\oint', | |
'\\parr', | |
'\\with', | |
'\\fint', | |
'\\varoiint', | |
'\\oiint', | |
'\\approx', | |
'\\equiv', | |
'\\not\\equiv', | |
'\\perp', | |
'\\asymp', | |
'\\frown', | |
'\\prec', | |
'\\succ', | |
'\\bowtie', | |
'\\preceq', | |
'\\succeq', | |
'\\mid', | |
'\\vdash', | |
'\\dashv', | |
'\\models', | |
'\\sim', | |
'\\doteq', | |
'\\parallel', | |
'\\simeq', | |
'\\backsim', | |
'\\multimap', | |
'\\pitchfork', | |
'\\therefore', | |
'\\because', | |
'\\between', | |
'\\preccurlyeq', | |
'\\varpropto', | |
'\\Vdash', | |
'\\vDash', | |
'\\nmid', | |
'\\nvDash', | |
'\\sqsubseteq', | |
'\\nsubseteq', | |
'\\subsetneq', | |
'\\varsubsetneq', | |
'\\neq', | |
'\\geqslant', | |
'\\gtrless', | |
'\\lesssim', | |
'\\gtrsim', | |
'\\leqslant', | |
'\\trianglelefteq', | |
'\\blacktriangleright', | |
'\\triangleq', | |
'\\Downarrow', | |
'\\downarrow', | |
'\\Rightarrow', | |
'\\hookrightarrow', | |
'\\Longleftrightarrow', | |
'\\searrow', | |
'\\longmapsto', | |
'\\leftarrow', | |
'\\Longrightarrow', | |
'\\uparrow', | |
'\\Leftarrow', | |
'\\longrightarrow', | |
'\\Leftrightarrow', | |
'\\mapsto', | |
'\\leftrightarrow', | |
'\\nearrow', | |
'\\rightleftharpoons', | |
'\\rightharpoonup', | |
'\\leadsto', | |
'\\circlearrowleft', | |
'\\rightleftarrows', | |
'\\circlearrowright', | |
'\\rightrightarrows', | |
'\\rightsquigarrow', | |
'\\curvearrowright', | |
'\\twoheadrightarrow', | |
'\\nRightarrow', | |
'\\nrightarrow', | |
'\\upharpoonright', | |
'\\mapsfrom', | |
'\\shortrightarrow', | |
'\\lightning', | |
'\\vartheta', | |
'\\varpi', | |
'\\bot', | |
'\\forall', | |
'\\ni', | |
'\\top', | |
'\\ell', | |
'\\hbar', | |
'\\in', | |
'\\notin', | |
'\\wp', | |
'\\exists', | |
'\\Im', | |
'\\Re', | |
'\\nexists', | |
'\\langle', | |
'\\rangle', | |
'\\lceil', | |
'\\rceil', | |
'\\lfloor', | |
'\\rfloor', | |
'[', | |
']', | |
'|', | |
'\\|', | |
'/', | |
'\\llbracket', | |
'\\rrbracket', | |
'\\vdots', | |
'\\ddots', | |
'\\dotsc', | |
'\\aleph', | |
'\\infty', | |
'\\prime', | |
'\\angle', | |
'\\diamondsuit', | |
'\\sharp', | |
'\\backslash', | |
'\\emptyset', | |
'\\nabla', | |
'\\flat', | |
'\\clubsuit', | |
'\\heartsuit', | |
'\\neg', | |
'\\triangle', | |
'\\sqrt{}', | |
'\\sphericalangle', | |
'\\square', | |
'\\triangledown', | |
'\\blacksquare', | |
'\\lozenge', | |
'\\varnothing', | |
'\\vartriangle', | |
'\\iddots', | |
'\\mathcal{A}', | |
'\\mathcal{B}', | |
'\\mathcal{C}', | |
'\\mathcal{D}', | |
'\\mathcal{E}', | |
'\\mathcal{F}', | |
'\\mathcal{G}', | |
'\\mathcal{H}', | |
'\\mathcal{L}', | |
'\\mathcal{M}', | |
'\\mathcal{N}', | |
'\\mathcal{O}', | |
'\\mathcal{P}', | |
'\\mathcal{R}', | |
'\\mathcal{S}', | |
'\\mathcal{T}', | |
'\\mathcal{U}', | |
'\\mathcal{X}', | |
'\\mathcal{Z}', | |
'\\mathfrak{A}', | |
'\\mathfrak{M}', | |
'\\mathfrak{S}', | |
'\\mathfrak{X}', | |
'\\mathbb{1}', | |
'\\mathds{1}', | |
'\\mathds{C}', | |
'\\mathds{E}', | |
'\\mathds{N}', | |
'\\mathds{P}', | |
'\\mathds{Q}', | |
'\\mathds{R}', | |
'\\mathds{Z}', | |
'\\mathscr{A}', | |
'\\mathscr{C}', | |
'\\mathscr{D}', | |
'\\mathscr{E}', | |
'\\mathscr{F}', | |
'\\mathscr{H}', | |
'\\mathscr{L}', | |
'\\mathscr{P}', | |
'\\mathscr{S}', | |
'\\celsius', | |
'\\degree', | |
'\\ohm', | |
'\\venus', | |
'\\mars', | |
'\\astrosun', | |
'\\fullmoon', | |
'\\leftmoon', | |
'\\female', | |
'\\male', | |
'\\checked', | |
'\\diameter', | |
'\\sun', | |
'\\Bowtie', | |
'\\mathbb{Q}', | |
'\\mathbb{N}', | |
'\\mathbb{Z}', | |
'\\mathbb{H}', | |
'\\ss', | |
'\\aa', | |
'\\L', | |
'\\AA', | |
'\\O', | |
'\\o', | |
'\\ae', | |
'\\AE', | |
'\\guillemotleft' | |
] |
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