├── MANIFEST.in
├── tests
    ├── test_cli.py
    └── test_latex.py
├── LICENSES_bundled
├── .gitignore
├── src
    └── unicodeitplus
    │   ├── __init__.py
    │   ├── cli.py
    │   ├── parser.py
    │   ├── transform.py
    │   ├── _make_data.py
    │   └── data.py
├── .github
    └── workflows
    │   ├── publish.yml
    │   └── test.yml
├── .pre-commit-config.yaml
├── tools
    └── generate_examples.py
├── setup.py
├── LICENSE
├── pyproject.toml
├── README.rst
├── CONTRIBUTING.rst
└── extern
    └── LICENSE.LPPL


/MANIFEST.in:
--------------------------------------------------------------------------------
 1 | include *.rst
 2 | include LICENSE
 3 | include Makefile
 4 | include pyproject.toml
 5 | include setup.py
 6 | graft src
 7 | graft tools
 8 | graft extern
 9 | graft docs
10 | graft tests
11 | 


--------------------------------------------------------------------------------
/tests/test_cli.py:
--------------------------------------------------------------------------------
 1 | from unicodeitplus.cli import main
 2 | import sys
 3 | 
 4 | 
 5 | def test_cli(capsys):
 6 |     sys.argv = ["prog", "foo $x^3$", "bar"]
 7 |     assert main() == 0
 8 |     out, err = capsys.readouterr()
 9 |     assert out == "foo 𝑥³ bar\n"
10 |     assert err == ""
11 | 


--------------------------------------------------------------------------------
/LICENSES_bundled:
--------------------------------------------------------------------------------
1 | The unicodeitplus repository and source distributions bundles a file which is compatibly licensed.
2 | 
3 | Name: Unicode characters and corresponding LaTeX math mode commands
4 | Files: extern/unimathsymbols.txt
5 | License: LaTeX Project Public License 1.3
6 |   For details, see extern/LICENCE.LPPL.
7 | 


--------------------------------------------------------------------------------
/.gitignore:
--------------------------------------------------------------------------------
 1 | # Caches
 2 | __pycache__/
 3 | *.py[cod]
 4 | .ruff_cache
 5 | .cache
 6 | .pytest_cache/
 7 | .mypy_cache/
 8 | 
 9 | # Distribution / packaging
10 | build/
11 | develop-eggs/
12 | dist/
13 | eggs/
14 | .eggs/
15 | *.egg-info/
16 | *.egg
17 | MANIFEST
18 | 
19 | # Unit test / coverage reports
20 | htmlcov/
21 | .coverage
22 | .coverage.*
23 | 
24 | # Sphinx documentation
25 | docs/_build/
26 | 
27 | # Jupyter Notebook
28 | .ipynb_checkpoints
29 | 
30 | # virtualenv
31 | venv/
32 | 
33 | # IDE settings
34 | .vscode/
35 | 


--------------------------------------------------------------------------------
/src/unicodeitplus/__init__.py:
--------------------------------------------------------------------------------
 1 | """Top-level package for unicodeitplus."""
 2 | try:
 3 |     from importlib.metadata import version
 4 | 
 5 |     __version__ = version("unicodeitplus")
 6 | except Exception:
 7 |     pass
 8 | 
 9 | from .parser import parser
10 | 
11 | __all__ = ["replace", "parse"]
12 | 
13 | 
14 | def parse(s: str) -> str:
15 |     """Parse simple LaTeX code and replace it by an unicode approximation."""
16 |     return parser.parse(s)  # type:ignore
17 | 
18 | 
19 | def replace(s: str) -> str:
20 |     """Replace simple LaTeX code by unicode approximation."""
21 |     return parse(f"${s}$")
22 | 


--------------------------------------------------------------------------------
/src/unicodeitplus/cli.py:
--------------------------------------------------------------------------------
 1 | """Console script for unicodeitplus."""
 2 | import argparse
 3 | import sys
 4 | from unicodeitplus import replace, parse
 5 | 
 6 | 
 7 | def main() -> int:
 8 |     """Convert simple LaTeX into an unicode approximation to paste anywhere."""
 9 |     parser = argparse.ArgumentParser(description=main.__doc__)
10 |     parser.add_argument("ARG", nargs="+", help="some LaTeX code")
11 |     args = parser.parse_args()
12 |     sargs = " ".join(args.ARG)
13 |     if "$" not in sargs:
14 |         s = replace(sargs)
15 |     else:
16 |         s = parse(sargs)
17 |     sys.stdout.write(s + "\n")
18 |     return 0
19 | 
20 | 
21 | if __name__ == "__main__":
22 |     sys.exit(main())  # pragma: no cover
23 | 


--------------------------------------------------------------------------------
/src/unicodeitplus/parser.py:
--------------------------------------------------------------------------------
 1 | """
 2 | Parser for simple LaTeX.
 3 | 
 4 | This parser supports only the simple subject of LaTeX that we typically use.
 5 | """
 6 | from lark import Lark
 7 | from .transform import ToUnicode
 8 | 
 9 | grammar = r"""
10 | start: (item | math)*
11 | 
12 | ?atom: CHARACTER
13 |     | COMMAND
14 | 
15 | ?item: atom
16 |     | WS_EXT+
17 |     | group
18 | 
19 | CHARACTER: /[^%#&\{\}^_\\]/ | ESCAPED
20 | ESCAPED: /\\\S/
21 | group: "{" item* "}"
22 | math: "$" item* "$"
23 | SUBSCRIPT: "_"
24 | SUPERSCRIPT: "^"
25 | COMMAND: (("\\" WORD WS*) | SUBSCRIPT | SUPERSCRIPT)
26 | WS_EXT: WS | "~" | "\," | "\;" | "\:" | "\>"
27 | 
28 | %import common.WS
29 | %import common.WORD
30 | """
31 | 
32 | parser = Lark(grammar, parser="lalr", transformer=ToUnicode())
33 | 


--------------------------------------------------------------------------------
/.github/workflows/publish.yml:
--------------------------------------------------------------------------------
 1 | name: Upload Python Package
 2 | 
 3 | on:
 4 |   release:
 5 |     types: [published]
 6 | 
 7 | permissions:
 8 |   contents: read
 9 | 
10 | jobs:
11 |   deploy:
12 | 
13 |     runs-on: ubuntu-latest
14 | 
15 |     steps:
16 |     - uses: actions/checkout@v3
17 |     - name: Set up Python
18 |       uses: actions/setup-python@v3
19 |       with:
20 |         python-version: '3.9'
21 |     - name: Install dependencies
22 |       run: |
23 |         python -m pip install --upgrade pip
24 |         pip install build
25 |     - run: python -m build
26 |     - run: python -m pip install $(echo dist/unicodeitplus-*.whl)[test]
27 |     - run: python -m pytest
28 |     - uses: pypa/gh-action-pypi-publish@release/v1
29 |       with:
30 |           user: __token__
31 |           password: ${{secrets.PYPI_API_TOKEN}}
32 | 


--------------------------------------------------------------------------------
/.github/workflows/test.yml:
--------------------------------------------------------------------------------
 1 | name: Test
 2 | 
 3 | on:
 4 |   pull_request:
 5 |   workflow_dispatch:
 6 | 
 7 | jobs:
 8 |   test:
 9 |     runs-on: ${{ matrix.os }}
10 | 
11 |     strategy:
12 |       matrix:
13 |         os: [windows-latest, macos-latest, ubuntu-latest]
14 |         include:
15 |           # version number must be string, otherwise 3.10 becomes 3.1
16 |           - os: windows-latest
17 |             python-version: "3.11"
18 |           - os: macos-latest
19 |             python-version: "3.8"
20 |           - os: ubuntu-latest
21 |             python-version: "pypy-3.8"
22 |       fail-fast: false
23 |     steps:
24 |     - uses: actions/checkout@v3
25 |       with:
26 |         submodules: true
27 |     - uses: actions/setup-python@v4
28 |       with:
29 |         python-version: ${{ matrix.python-version }}
30 |     - run: python -m pip install --upgrade pip
31 |     - run: python -m pip install -e .[test]
32 |     - run: python -m pytest
33 | 


--------------------------------------------------------------------------------
/.pre-commit-config.yaml:
--------------------------------------------------------------------------------
 1 | repos:
 2 | # Standard hooks
 3 | - repo: https://github.com/pre-commit/pre-commit-hooks
 4 |   rev: v4.4.0
 5 |   hooks:
 6 |   - id: check-case-conflict
 7 |   - id: check-docstring-first
 8 |   - id: check-executables-have-shebangs
 9 |   - id: check-merge-conflict
10 |   - id: check-symlinks
11 |   - id: check-yaml
12 |     args: ["--allow-multiple-documents"]
13 |   - id: debug-statements
14 |   - id: end-of-file-fixer
15 |   - id: mixed-line-ending
16 |   - id: sort-simple-yaml
17 |   - id: file-contents-sorter
18 |   - id: trailing-whitespace
19 |     exclude: ^doc/_static/.*.svg
20 | 
21 | # Python formatting
22 | - repo: https://github.com/psf/black
23 |   rev: 23.3.0
24 |   hooks:
25 |   - id: black
26 | 
27 | # Ruff linter, replacement for flake8
28 | - repo: https://github.com/charliermarsh/ruff-pre-commit
29 |   rev: 'v0.0.261'
30 |   hooks:
31 |     - id: ruff
32 | 
33 | # Python type checking
34 | - repo: https://github.com/pre-commit/mirrors-mypy
35 |   rev: 'v1.2.0'
36 |   hooks:
37 |   - id: mypy
38 |     args: [src]
39 |     pass_filenames: false
40 | 


--------------------------------------------------------------------------------
/tools/generate_examples.py:
--------------------------------------------------------------------------------
 1 | """Generate examples for README.rst."""
 2 | from unicodeitplus import replace
 3 | from tabulate import tabulate
 4 | 
 5 | LATEX = r"""
 6 | \alpha \beta \gamma \Gamma \Im \Re \hbar
 7 | e^+ \mu^- \slash{\partial}
 8 | \exists \in \int \sum \partial \infty
 9 | \perp \parallel \therefore \because \subset \supset
10 | \to \longrightarrow
11 | p\bar{p} \mathrm{t}\bar{\mathrm{t}}
12 | \mathcal{H} \mathbb{R}
13 | \phone \checkmark
14 | \underline{x} \dot{x} \ddot{x} \vec{x}
15 | A^6 m_0
16 | 1.2 \times 10^{23}
17 | $p_T / \mathrm{GeV} c^{-1}$
18 | K^0_S
19 | $D^{\ast\ast} \to hhee$
20 | $A \cdot \mathbf{x} \simeq \mathbf{b}$
21 | """
22 | 
23 | table = {"LaTeX": [], "Unicode": []}
24 | for latex in LATEX.split("\n"):
25 |     if not latex or latex.isspace():
26 |         continue
27 |     table["LaTeX"].append(f"``{latex.strip('$')}``")
28 |     if latex.startswith("$"):
29 |         s = replace(latex.strip("$"))
30 |     else:
31 |         s = " ".join(replace(x) for x in latex.split())
32 |     table["Unicode"].append(f"``{s}``")
33 | 
34 | print(tabulate(table, headers="keys", tablefmt="rst"))
35 | 


--------------------------------------------------------------------------------
/setup.py:
--------------------------------------------------------------------------------
 1 | from setuptools import setup
 2 | from distutils.command.sdist import sdist
 3 | from contextlib import contextmanager
 4 | 
 5 | 
 6 | @contextmanager
 7 | def merge_license_files():
 8 |     """Merge LICENSE and LICENSES_bundled for sdist creation.
 9 | 
10 |     This follows the approach of Scipy and is to keep LICENSE in repo as an
11 |     exact BSD 3-clause, to make GitHub state correctly how unicodeitplus
12 |     is licensed.
13 |     """
14 |     l1 = "LICENSE"
15 |     l2 = "LICENSES_bundled"
16 | 
17 |     with open(l1, "r") as f:
18 |         content1 = f.read()
19 | 
20 |     with open(l2, "r") as f:
21 |         content2 = f.read()
22 | 
23 |     with open(l1, "w") as f:
24 |         f.write(content1 + "\n\n" + content2)
25 | 
26 |     yield
27 | 
28 |     with open(l1, "w") as f:
29 |         f.write(content1)
30 | 
31 | 
32 | class sdist_mod(sdist):
33 |     def run(self):
34 |         with merge_license_files():
35 |             sdist.run(self)
36 | 
37 | 
38 | setup(
39 |     zip_safe=False,
40 |     use_scm_version=True,
41 |     setup_requires=["setuptools_scm"],
42 |     cmdclass={"sdist": sdist_mod},
43 | )
44 | 


--------------------------------------------------------------------------------
/LICENSE:
--------------------------------------------------------------------------------
 1 | Copyright (c) 2023, Hans Dembinski
 2 | All rights reserved.
 3 | 
 4 | Redistribution and use in source and binary forms, with or without
 5 | modification, are permitted provided that the following conditions
 6 | are met:
 7 | 
 8 | 1. Redistributions of source code must retain the above copyright
 9 |    notice, this list of conditions and the following disclaimer.
10 | 
11 | 2. Redistributions in binary form must reproduce the above
12 |    copyright notice, this list of conditions and the following
13 |    disclaimer in the documentation and/or other materials provided
14 |    with the distribution.
15 | 
16 | 3. Neither the name of the copyright holder nor the names of its
17 |    contributors may be used to endorse or promote products derived
18 |    from this software without specific prior written permission.
19 | 
20 | THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
21 | "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
22 | LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
23 | A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT
24 | OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL,
25 | SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT
26 | LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE,
27 | DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY
28 | THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
29 | (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
30 | OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
31 | 


--------------------------------------------------------------------------------
/pyproject.toml:
--------------------------------------------------------------------------------
 1 | [build-system]
 2 | requires = [
 3 |     "setuptools>=46.4",
 4 |     "setuptools_scm[toml]>=3.4",
 5 | ]
 6 | build-backend = "setuptools.build_meta"
 7 | 
 8 | [project]
 9 | name = "unicodeitplus"
10 | description = "Converts simple LaTeX to an unicode approximation"
11 | dependencies = ["lark"]
12 | maintainers = [
13 |     { name = "Hans Dembinski" },
14 |     { email = "hans.dembinski@gmail.com" }
15 | ]
16 | readme = "README.rst"
17 | requires-python = ">=3.8"
18 | license = {text = "BSD 3-Clause License"}
19 | classifiers = [
20 |     "Programming Language :: Python :: 3",
21 |     "Operating System :: POSIX :: Linux",
22 |     "Operating System :: MacOS",
23 |     "Operating System :: Microsoft :: Windows",
24 |     "Topic :: Scientific/Engineering",
25 |     "Intended Audience :: Developers"
26 | ]
27 | dynamic = ["version"]
28 | 
29 | [project.urls]
30 | repository = "https://github.com/HDembinski/unicodeitplus"
31 | 
32 | [project.optional-dependencies]
33 | test = [
34 |     "pytest",
35 | ]
36 | 
37 | [project.scripts]
38 | unicodeitplus = "unicodeitplus.cli:main"
39 | 
40 | [tool.setuptools_scm]
41 | 
42 | [tool.ruff]
43 | select = ["E", "F", "D"]
44 | extend-ignore = ["D203", "D212", "D200"]
45 | extend-exclude = ["docs", "setup.py"]
46 | fix = true
47 | 
48 | [tool.ruff.per-file-ignores]
49 | "tests/test_*.py" = ["B", "D"]
50 | 
51 | [tool.mypy]
52 | strict = true
53 | no_implicit_optional = false
54 | allow_redefinition = true
55 | ignore_missing_imports = true
56 | show_error_codes = true
57 | exclude = ["/parser\\.py$"]
58 | 
59 | [tool.pytest.ini_options]
60 | minversion = "6.0"
61 | addopts = "-q -ra --ff"
62 | testpaths = ["tests"]
63 | xfail_strict = true
64 | filterwarnings = [
65 |     "error::DeprecationWarning",
66 | ]
67 | 
68 | [tool.coverage.run]
69 | relative_files = true
70 | source = ["unicodeitplus"]
71 | 
72 | [tool.coverage.report]
73 | exclude_lines = ["pragma: no cover"]
74 | 
75 | [tool.pydocstyle]
76 | convention = "numpy"
77 | 


--------------------------------------------------------------------------------
/tests/test_latex.py:
--------------------------------------------------------------------------------
 1 | import pytest
 2 | from unicodeitplus import parse, replace
 3 | 
 4 | REPLACE_TEST_CASES = {
 5 |     r"\infty": "∞",
 6 |     r"e^+": "𝑒⁺",
 7 |     r"\mu^-": "𝜇⁻",
 8 |     r"\int\sum\partial": "∫∑∂",
 9 |     r"\to": "→",
10 |     r"p\bar{p}": "𝑝𝑝̄",
11 |     r"\mathrm{p}\bar{\mathrm{p}}": "pp̄",
12 |     r"p_\text{T} \text T": "𝑝ₜT",
13 |     r"\mathcal{H}": "ℋ",
14 |     r"\mathbb{R}": "ℝ",
15 |     r"\slash{\partial}": "∂̸",
16 |     r"\underline{x}": "𝑥̲",
17 |     r"\phone": "☎",
18 |     r"\checkmark": "✓",
19 |     r"\dot{x}": "𝑥̇",
20 |     r"\ddot{x}": "𝑥̈",
21 |     r"A^6": "𝐴⁶",
22 |     r"m_0": "𝑚₀",
23 |     r"\Im": "ℑ",
24 |     r"\Re": "ℜ",
25 |     r"\hbar": "ℏ",
26 |     r"\gamma": "𝛾",
27 |     r"\Gamma": "𝛤",
28 |     r"\perp": "⟂",
29 |     r"\parallel": "∥",
30 |     r"\therefore": "∴",
31 |     r"\because": "∵",
32 |     r"\subset": "⊂",
33 |     r"\supset": "⊃",
34 | }
35 | 
36 | 
37 | @pytest.mark.parametrize("latex", REPLACE_TEST_CASES)
38 | def test_replace(latex):
39 |     expected = REPLACE_TEST_CASES[latex]
40 |     got = replace(latex)
41 |     assert expected == got
42 | 
43 | 
44 | PARSE_TEST_CASES = {
45 |     r"foo?!-1+2.;'\" \}  \\ $bar$": "foo?!-1+2.;'\" } \\ 𝑏𝑎𝑟",
46 |     r"$\left(\mathbf{\alpha + 1}^2_x y\right)$ bar": "(𝛂+𝟏²ₓ𝑦) bar",
47 |     r"$\beta^{12}$ $\bar p {}^foo$ $\bar \mathrm{t}$ ": "𝛽¹² 𝑝̄ᶠ𝑜𝑜 t̄ ",
48 |     r"$D^{\ast\ast} \to hhee$": "𝐷**→ℎℎ𝑒𝑒",
49 |     r"$\mathbf{xyz + 1}$": "𝐱𝐲𝐳+𝟏",
50 |     r"$\sqrt {1Aas\alpha}$": "√1̅𝐴̅𝑎̅𝑠̅𝛼̅",
51 |     r"$\vec{x} b^2 \vec\alpha\overline\alpha K^0_S p_\text{T} \text T$": "𝑥⃗𝑏²𝛼⃗𝛼̅𝐾⁰ₛ𝑝ₜT",
52 |     r"$\sqrt{abcd}$": "√𝑎̅𝑏̅𝑐̅𝑑̅",
53 |     r"$p_T / \text{GeV}c^{-1}$": "𝑝ₜ/GeV𝑐⁻¹",
54 |     (
55 |         r"Search for $ \mathrm{t}\overline{\mathrm{t}} $"
56 |         r" in collisions at $ \sqrt{s}=13 $~TeV"
57 |     ): "Search for tt̅ in collisions at √𝑠̅=13\xa0TeV",
58 |     r"$\overline {\mathrm{a} b}$ foo": "a̅𝑏̅ foo",
59 |     "{abc{d{e}}a}   {}": "{abc{d{e}}a} {}",
60 |     r"foo\;bar\~": "foo\u2004bar~",
61 | }
62 | 
63 | 
64 | @pytest.mark.parametrize("latex", PARSE_TEST_CASES)
65 | def test_parse(latex):
66 |     expected = PARSE_TEST_CASES[latex]
67 |     got = parse(latex)
68 |     assert expected == got
69 | 


--------------------------------------------------------------------------------
/README.rst:
--------------------------------------------------------------------------------
 1 | =============
 2 | unicodeitplus
 3 | =============
 4 | 
 5 | .. image:: https://img.shields.io/pypi/v/unicodeitplus.svg
 6 |         :target: https://pypi.python.org/pypi/unicodeitplus
 7 | 
 8 | Convert simple LaTeX into an unicode approximation and paste it anywhere.
 9 | 
10 | This package provides a more complete LaTeX to Unicode converter than `unicodeit <https://github.com/svenkreiss/unicodeit/>`_. ``unicodeitplus`` uses a better parser (generated from EBNF with the fantastic `Lark library <https://github.com/lark-parser/lark>`_) than ``unicodeit``, which handles some code on which ``unicodeit`` fails, and allows one to parse a mix of text and math code, like::
11 | 
12 |     $p_T$ / GeV $c^{-1}$
13 | 
14 | I want to eventually merge this project into ``unicodeit``, discussions with the maintainer of ``unicodeit`` are ongoing.
15 | 
16 | LaTeX to Unicode: How does this even work?
17 | ------------------------------------------
18 | Unicode contains many subscript and superscript characters. It also contains font variations of latin and greek characters, including italic, boldface, bold italic, and more. It contains a lot of special mathematical characters and diacritical marks, which we use to approximate LaTeX renderings using just unicode characters.
19 | 
20 | Like ``unicodeit``, ``unicodeitplus`` is largely based on ``unimathsymbols.txt`` from Günter Milde, which provides the mapping between LaTeX macros and Unicode symbols.
21 | 
22 | Caveats
23 | -------
24 | - Only a subset of all LaTeX code can be converted to Unicode. Some Unicode characters simply don't exist. For example, subscript characters exist only for a subset of all lowercase latin characters, there are no subscript characters for uppercase latin characters, and all subscript or superscript characters are in roman font (upright).
25 | - Some code is rendered to the best approximation, for example, ``p_T`` as ``𝑝ₜ``. Returning an approximation is preferred over a failed conversion.
26 | - Your font needs to contain glyphs for the Unicode characters, otherwise you will typically see a little box with the unicode character index.
27 | - The visually best results seem to be obtained with monospace fonts.
28 | 
29 | Examples
30 | --------
31 | 
32 | =======================================================  =================
33 | LaTeX                                                    Unicode
34 | =======================================================  =================
35 | ``\alpha \beta \gamma \Gamma \Im \Re \hbar``             ``𝛼 𝛽 𝛾 𝛤 ℑ ℜ ℏ``
36 | ``e^+ \mu^- \slash{\partial}``                           ``𝑒⁺ 𝜇⁻ ∂̸``
37 | ``\exists \in \int \sum \partial \infty``                ``∃ ∈ ∫ ∑ ∂ ∞``
38 | ``\perp \parallel \therefore \because \subset \supset``  ``⟂ ∥ ∴ ∵ ⊂ ⊃``
39 | ``\to \longrightarrow``                                  ``→ ⟶``
40 | ``p\bar{p} \mathrm{t}\bar{\mathrm{t}}``                  ``𝑝𝑝̄ tt̄``
41 | ``\mathcal{H} \mathbb{R}``                               ``ℋ ℝ``
42 | ``\phone \checkmark``                                    ``☎ ✓``
43 | ``\underline{x} \dot{x} \ddot{x} \vec{x}``               ``𝑥̲ 𝑥̇ 𝑥̈ 𝑥⃗``
44 | ``A^6 m_0``                                              ``𝐴⁶ 𝑚₀``
45 | ``1.2 \times 10^{23}``                                   ``1.2 × 10²³``
46 | ``p_T / \mathrm{GeV} c^{-1}``                            ``𝑝ₜ/GeV𝑐⁻¹``
47 | ``K^0_S``                                                ``𝐾⁰ₛ``
48 | ``D^{\ast\ast} \to hhee``                                ``𝐷**→ℎℎ𝑒𝑒``
49 | ``A \cdot \mathbf{x} \simeq \mathbf{b}``                 ``𝐴⋅𝐱≃𝐛``
50 | =======================================================  =================
51 | 


--------------------------------------------------------------------------------
/CONTRIBUTING.rst:
--------------------------------------------------------------------------------
  1 | .. highlight:: shell
  2 | 
  3 | ============
  4 | Contributing
  5 | ============
  6 | 
  7 | Contributions are welcome, and they are greatly appreciated! Every little bit
  8 | helps, and credit will always be given.
  9 | 
 10 | You can contribute in many ways:
 11 | 
 12 | Types of Contributions
 13 | ----------------------
 14 | 
 15 | Report Bugs
 16 | ~~~~~~~~~~~
 17 | 
 18 | Report bugs at https://github.com/hdembinski/unicodeitplus/issues.
 19 | 
 20 | If you are reporting a bug, please include:
 21 | 
 22 | * Your operating system name and version.
 23 | * Any details about your local setup that might be helpful in troubleshooting.
 24 | * Detailed steps to reproduce the bug.
 25 | 
 26 | Fix Bugs
 27 | ~~~~~~~~
 28 | 
 29 | Look through the GitHub issues for bugs. Anything tagged with "bug" and "help
 30 | wanted" is open to whoever wants to implement it.
 31 | 
 32 | Implement Features
 33 | ~~~~~~~~~~~~~~~~~~
 34 | 
 35 | Look through the GitHub issues for features. Anything tagged with "enhancement"
 36 | and "help wanted" is open to whoever wants to implement it.
 37 | 
 38 | Write Documentation
 39 | ~~~~~~~~~~~~~~~~~~~
 40 | 
 41 | unicodeitplus could always use more documentation, whether as part of the
 42 | official unicodeitplus docs, in docstrings, or even on the web in blog posts,
 43 | articles, and such.
 44 | 
 45 | Submit Feedback
 46 | ~~~~~~~~~~~~~~~
 47 | 
 48 | The best way to send feedback is to file an issue at https://github.com/hdembinski/unicodeitplus/issues.
 49 | 
 50 | If you are proposing a feature:
 51 | 
 52 | * Explain in detail how it would work.
 53 | * Keep the scope as narrow as possible, to make it easier to implement.
 54 | * Remember that this is a volunteer-driven project, and that contributions
 55 |   are welcome :)
 56 | 
 57 | Get Started!
 58 | ------------
 59 | 
 60 | Ready to contribute? Here's how to set up `unicodeitplus` for local development.
 61 | 
 62 | 1. Fork the `unicodeitplus` repo on GitHub.
 63 | 2. Clone your fork locally::
 64 | 
 65 |     $ git clone git@github.com:your_name_here/unicodeitplus.git
 66 | 
 67 | 3. Install your local copy into a virtualenv. Assuming you have virtualenvwrapper installed, this is how you set up your fork for local development::
 68 | 
 69 |     $ mkvirtualenv unicodeitplus
 70 |     $ cd unicodeitplus/
 71 |     $ python setup.py develop
 72 | 
 73 | 4. Create a branch for local development::
 74 | 
 75 |     $ git checkout -b name-of-your-bugfix-or-feature
 76 | 
 77 |    Now you can make your changes locally.
 78 | 
 79 | 5. When you're done making changes, check that your changes pass flake8 and the
 80 |    tests, including testing other Python versions with tox::
 81 | 
 82 |     $ flake8 unicodeitplus tests
 83 |     $ python setup.py test or pytest
 84 |     $ tox
 85 | 
 86 |    To get flake8 and tox, just pip install them into your virtualenv.
 87 | 
 88 | 6. Commit your changes and push your branch to GitHub::
 89 | 
 90 |     $ git add .
 91 |     $ git commit -m "Your detailed description of your changes."
 92 |     $ git push origin name-of-your-bugfix-or-feature
 93 | 
 94 | 7. Submit a pull request through the GitHub website.
 95 | 
 96 | Pull Request Guidelines
 97 | -----------------------
 98 | 
 99 | Before you submit a pull request, check that it meets these guidelines:
100 | 
101 | 1. The pull request should include tests.
102 | 2. If the pull request adds functionality, the docs should be updated. Put
103 |    your new functionality into a function with a docstring, and add the
104 |    feature to the list in README.rst.
105 | 3. The pull request should work for Python 3.5, 3.6, 3.7 and 3.8, and for PyPy. Check
106 |    https://travis-ci.com/hdembinski/unicodeitplus/pull_requests
107 |    and make sure that the tests pass for all supported Python versions.
108 | 
109 | Tips
110 | ----
111 | 
112 | To run a subset of tests::
113 | 
114 | $ pytest tests.test_unicodeitplus
115 | 
116 | 
117 | Deploying
118 | ---------
119 | 
120 | A reminder for the maintainers on how to deploy.
121 | Make sure all your changes are committed (including an entry in HISTORY.rst).
122 | Then run::
123 | 
124 | $ bump2version patch # possible: major / minor / patch
125 | $ git push
126 | $ git push --tags
127 | 
128 | Travis will then deploy to PyPI if tests pass.
129 | 


--------------------------------------------------------------------------------
/src/unicodeitplus/transform.py:
--------------------------------------------------------------------------------
  1 | """Tools to transform LaTeX tree into unicode."""
  2 | from . import _make_data  # noqa, imported for side-effects
  3 | from .data import COMMANDS, HAS_ARG
  4 | from lark import Transformer, Token
  5 | from typing import List, Any
  6 | 
  7 | 
  8 | IGNORE_AS_FALLBACK = {
  9 |     r"\text",
 10 |     r"\mathbb",
 11 |     r"\mathrm",
 12 |     r"\mathbf",
 13 |     r"\mathsf",
 14 |     r"\mathsfbf",
 15 |     r"\mathsfbfit",
 16 |     r"\mathsfit",
 17 |     r"\mathtt",
 18 |     r"\left",
 19 |     r"\right",
 20 |     r"\big",
 21 |     r"\Big",
 22 |     r"\Bigg",
 23 | }
 24 | 
 25 | # ESCAPED = {
 26 | #     "\\\\": "\\",
 27 | #     r"\}": "}",
 28 | #     r"\{": "{",
 29 | #     r"\_": "_",
 30 | #     r"\^": "^",
 31 | #     r"\~": "~",
 32 | # }
 33 | 
 34 | WHITESPACE = {
 35 |     # unbreakable space
 36 |     "~": "\u00A0",
 37 |     # thinspace ~0.17em
 38 |     r"\,": "\u2009",
 39 |     # medspace ~0.22em
 40 |     r"\:": "\u2005",
 41 |     r"\>": "\u2005",
 42 |     # thickspace ~0.28em
 43 |     r"\;": "\u2004",
 44 | }
 45 | 
 46 | 
 47 | class ToUnicode(Transformer):  # type:ignore
 48 |     """Convert Tree to Unicode."""
 49 | 
 50 |     def start(self, ch: List[Any]) -> str:
 51 |         """
 52 |         Return final unicode.
 53 | 
 54 |         The start token is handled last, because the transformer
 55 |         starts from the leafs. So when we arrive here, everything
 56 |         else is already transformed into strings. We only need
 57 |         to handle escaped characters correctly and recursively
 58 |         unparse groups.
 59 |         """
 60 |         r: List[str] = []
 61 | 
 62 |         def visitor(r: List[str], ch: List[Any]) -> None:
 63 |             for x in ch:
 64 |                 if isinstance(x, str):
 65 |                     r.append(x)
 66 |                 elif isinstance(x, list):
 67 |                     r.append("{")
 68 |                     visitor(r, x)
 69 |                     r.append("}")
 70 |                 else:
 71 |                     assert False  # this should never happen
 72 | 
 73 |         visitor(r, ch)
 74 |         return "".join(r)
 75 | 
 76 |     def CHARACTER(self, ch: Token) -> str:
 77 |         """
 78 |         Handle character token.
 79 | 
 80 |         This is either a single charactor or an escaped character sequence.
 81 |         """
 82 |         if ch.value.startswith("\\"):
 83 |             return ch.value[1:]  # type:ignore
 84 |         return ch.value  # type:ignore
 85 | 
 86 |     def WS_EXT(self, ch: Token) -> str:
 87 |         """
 88 |         Handle whitespace.
 89 |         """
 90 |         return WHITESPACE.get(ch.value, " ")
 91 | 
 92 |     def COMMAND(self, ch: Token) -> str:
 93 |         """
 94 |         Handle command token.
 95 | 
 96 |         We need to strip the whitespace which may be there.
 97 |         """
 98 |         return ch.value.strip()  # type:ignore
 99 | 
100 |     def group(self, items: List[Any]) -> List[Any]:
101 |         """
102 |         Handle group token.
103 | 
104 |         Nothing to do, we just the children as a list.
105 |         """
106 |         return items
107 | 
108 |     def math(self, items: List[Any]) -> str:
109 |         """
110 |         Handle math token.
111 | 
112 |         Here the actual magic happens. The challenge is to treat macros which accept an
113 |         argument correctly, while respecting the grouping. A command which accepts an
114 |         argument acts on the next character or group. Groups can be nested, so we need
115 |         to handle this with recursion.
116 | 
117 |         First, a recursive visitor with a command stack converts nested macros and
118 |         groups into a list of flat lists of commands which end in a leaf (a charactor or
119 |         command that accepts no argument).
120 | 
121 |         Then, we convert each list of commands with the function _handle_cmds into
122 |         unicode. See comments in that function for details.
123 |         """
124 | 
125 |         def visitor(
126 |             r: List[List[str]],
127 |             stack: List[str],
128 |             items: List[Any],
129 |         ) -> None:
130 |             initial_stack = stack.copy()
131 |             for x in items:
132 |                 if isinstance(x, str) and x in HAS_ARG:
133 |                     if x == r"\sqrt":
134 |                         r.append(stack.copy() + [r"\sqrt"])
135 |                         stack.append(r"\overline")
136 |                     else:
137 |                         stack.append(x)
138 |                 else:
139 |                     if isinstance(x, list):
140 |                         visitor(r, stack, x)
141 |                     elif isinstance(x, str):
142 |                         if not x.isspace() or (stack and stack[-1] == r"\text"):
143 |                             r.append(stack.copy() + [x])
144 |                     else:
145 |                         assert False  # should never happen
146 |                     stack[:] = initial_stack
147 | 
148 |         r: List[List[str]] = []
149 |         visitor(r, [], items)
150 |         return "".join(_handle_cmds(x[:-1], x[-1]) for x in r)
151 | 
152 | 
153 | def _handle_cmds(cmds: List[str], x: str) -> str:
154 |     # - x can be character or command, like \alpha
155 |     # - cmds contains commands to apply, may be empty
156 |     # - to transform ^{\alpha} or \text{x} correctly,
157 |     #   we first try to convert innermost command and x
158 |     #   as unit; if this fails we treat commands sequentially
159 |     # - other commands in cmds must be modifiers like \dot or
160 |     #   \vec that are converted into diacritical characters
161 |     # - if we cannot convert, we return unconverted LaTeX
162 |     if cmds:
163 |         innermost = True
164 |         for cmd in reversed(cmds):
165 |             latex = f"{cmd}{{{x}}}"
166 |             if latex in COMMANDS:
167 |                 x = COMMANDS[latex]
168 |             elif cmd in (r"\text", r"\mathrm"):
169 |                 pass
170 |             else:
171 |                 if innermost:
172 |                     x = COMMANDS.get(x, x)
173 |                 if cmd in COMMANDS:
174 |                     # must be some unicode modifier, e.g. \dot, \vec
175 |                     assert cmd in HAS_ARG  # nosec
176 |                     x += COMMANDS[cmd]
177 |                 elif cmd not in IGNORE_AS_FALLBACK:
178 |                     x = latex
179 |             innermost = False
180 |     else:
181 |         x = COMMANDS.get(x, x)
182 |     return x
183 | 


--------------------------------------------------------------------------------
/src/unicodeitplus/_make_data.py:
--------------------------------------------------------------------------------
  1 | from pathlib import Path
  2 | from typing import Dict, Tuple, Set
  3 | 
  4 | ALIASES = {
  5 |     r"\rightarrow": r"\to",
  6 |     r"\hslash": r"\hbar",
  7 |     r"\thinspace": r"\,",
  8 | }
  9 | 
 10 | CORRECTIONS_EXTENSIONS = {
 11 |     r"^{\ast}": "*",
 12 |     "h": "ℎ",
 13 |     r"\partial": "∂",
 14 |     r"\slash": "\u0338",
 15 |     r"\phone": "☎",
 16 |     r"\thinspace": "\u2009",
 17 |     # https://github.com/HDembinski/unicodeitplus/issues/3
 18 |     r"\square": "\u25A1",
 19 | }
 20 | 
 21 | 
 22 | def _generate_sub_and_super_scripts() -> Dict[str, str]:
 23 |     import string
 24 | 
 25 |     # Wikipedia: https://en.wikipedia.org/wiki/Unicode_subscripts_and_superscripts
 26 | 
 27 |     cmds = {}
 28 | 
 29 |     greek_latex = (
 30 |         r"\alpha",
 31 |         r"\beta",
 32 |         r"\gamma",
 33 |         r"\delta",
 34 |         r"\epsilon",
 35 |         r"\zeta",
 36 |         r"\eta",
 37 |         r"\theta",
 38 |         r"\iota",
 39 |         r"\kappa",
 40 |         r"\lambda",
 41 |         r"\mu",
 42 |         r"\nu",
 43 |         r"\xi",
 44 |         "o",
 45 |         r"\pi",
 46 |         r"\rho",
 47 |         r"\sigma",
 48 |         r"\tau",
 49 |         r"\upsilon",
 50 |         r"\phi",
 51 |         r"\chi",
 52 |         r"\psi",
 53 |         r"\omega",
 54 |     )
 55 | 
 56 |     superscript_numbers = "⁰¹²³⁴⁵⁶⁷⁸⁹"
 57 |     for i, ch in enumerate(superscript_numbers):
 58 |         cmds[f"^{{{i}}}"] = ch
 59 | 
 60 |     subscript_numbers = "₀₁₂₃₄₅₆₇₈₉"
 61 |     for i, ch in enumerate(subscript_numbers):
 62 |         cmds[f"_{{{i}}}"] = ch
 63 | 
 64 |     superscript_lowercase = "ᵃᵇᶜᵈᵉᶠᵍʰⁱʲᵏˡᵐⁿᵒᵖ𐞥ʳˢᵗᵘᵛʷˣʸᶻ"
 65 |     superscript_uppercase = "ᴬᴮꟲᴰᴱꟳᴳᴴᴵᴶᴷᴸᴹᴺᴼᴾꟴᴿ ᵀᵁⱽᵂ   "
 66 |     for latex, ch in zip(
 67 |         string.ascii_letters, superscript_lowercase + superscript_uppercase
 68 |     ):
 69 |         if ch != " ":
 70 |             cmds[f"^{{{latex}}}"] = ch
 71 | 
 72 |     subscript_lowercase = "ₐ   ₑ  ₕᵢⱼₖₗₘₙₒₚ ᵣₛₜᵤᵥ ₓ  "
 73 |     for latex, ch in zip(string.ascii_letters, subscript_lowercase * 2):
 74 |         if ch != " ":
 75 |             cmds[f"_{{{latex}}}"] = ch
 76 | 
 77 |     superscript_lowercase_greek = " ᵝᵞᵟᵋ  ᶿᶥ          ᶹᵠᵡ  "
 78 |     subscript_lowercase_greek = " ᵦᵧ             ᵨ   ᵩᵪ  "
 79 |     for latex, sup, sub in zip(
 80 |         greek_latex, superscript_lowercase_greek, subscript_lowercase_greek
 81 |     ):
 82 |         if sup != " ":
 83 |             cmds[f"^{{{latex}}}"] = sup
 84 |         if sub != " ":
 85 |             cmds[f"_{{{latex}}}"] = sub
 86 | 
 87 |     return cmds
 88 | 
 89 | 
 90 | def _generate_from_unimathsymbols_txt() -> Tuple[Dict[str, str], Set[str]]:
 91 |     d = Path(__file__).parent
 92 |     fn = None
 93 |     while d.parent is not None:
 94 |         d = d.parent
 95 |         if (d / "extern").exists():
 96 |             fn = d / "extern" / "unimathsymbols.txt"
 97 |             break
 98 |     assert fn is not None
 99 | 
100 |     # Symbols extracted from extern/unimathsymbols.txt, which is under Copyright 2011 by
101 |     # Günter Milde and licensed under the LaTeX Project Public License (LPPL)
102 |     def match(comments: bytes) -> str:
103 |         matches = [
104 |             (b"PLUS", "+"),
105 |             (b"MINUS", "-"),
106 |             (b"EQUALS", "="),
107 |             (b"LEFT PARENTHESIS", "("),
108 |             (b"RIGHT PARENTHESIS", ")"),
109 |         ]
110 |         for match, latex in matches:
111 |             if match in comments:
112 |                 return latex
113 |         assert False, f"unmatched: {comments!r}"  # nosec, never arrive here
114 | 
115 |     cmds = {}
116 |     has_arg = set()
117 |     with open(fn, "rb") as f:
118 |         for line in f:
119 |             if line.startswith(b"#"):
120 |                 continue
121 |             items = line.split(b"^")
122 |             _, ch, latex, latex2, cls, category, _, comments = items
123 |             ch = ch.decode()
124 |             latex = latex.decode()
125 |             latex2 = latex2.decode()
126 |             comments = comments[:-1]
127 |             arg = _has_arg(cls, category)
128 |             if arg:
129 |                 ch = ch[-1]
130 |             if latex:
131 |                 if latex == ch:
132 |                     continue
133 |                 cmds[latex] = ch
134 |                 if arg:
135 |                     has_arg.add(latex)
136 |             elif latex2:
137 |                 cmds[latex2] = ch
138 |             elif comments.startswith(b"SUPERSCRIPT"):
139 |                 latex = f"^{{{match(comments)}}}"
140 |                 cmds[latex] = ch
141 |             elif comments.startswith(b"SUBSCRIPT"):
142 |                 latex = f"_{{{match(comments)}}}"
143 |                 cmds[latex] = ch
144 |             else:
145 |                 pass
146 | 
147 |     return cmds, has_arg
148 | 
149 | 
150 | def generate_data() -> str:
151 |     """Generate source code for Python module with database of known LaTeX commands."""
152 |     cmds = _generate_sub_and_super_scripts()
153 |     cmds2, has_arg = _generate_from_unimathsymbols_txt()
154 |     cmds.update(cmds2)
155 |     cmds.update(CORRECTIONS_EXTENSIONS)
156 | 
157 |     for old, new in ALIASES.items():
158 |         cmds[new] = cmds[old]
159 | 
160 |     # fill up has_arg
161 |     for key in cmds:
162 |         i = key.find("{")
163 |         if i > 0:
164 |             has_arg.add(key[:i])
165 | 
166 |     has_arg |= {
167 |         r"\big",
168 |         r"\Big",
169 |         r"\Bigg",
170 |         r"\left",
171 |         r"\right",
172 |         r"\text",
173 |         r"\sqrt",
174 |         r"\slash",
175 |         r"\mathrm",
176 |     }
177 | 
178 |     has_arg.remove("\\")
179 | 
180 |     chunks = [
181 |         """\"\"\"
182 | Symbols extracted from extern/unimathsymbols.txt with extensions and corrections.
183 | 
184 | extern/unimathsymbols.txt is under Copyright 2011 by Günter Milde and licensed under the
185 | LaTeX Project Public License (LPPL).
186 | 
187 | As a Derived Work, this file is licensed under LaTeX Project Public License (LPPL).
188 | \"\"\"
189 | 
190 | COMMANDS = {
191 | """
192 |     ]
193 |     for key in sorted(cmds):
194 |         val = cmds[key]
195 |         chunks.append(f"    {key!r}: {val!r},\n".replace("'", '"'))
196 |     chunks.append("}\n")
197 | 
198 |     chunks.append(
199 |         """
200 | 
201 | HAS_ARG = {
202 | """
203 |     )
204 | 
205 |     for key in sorted(has_arg):
206 |         chunks.append(f"    {key!r},\n".replace("'", '"'))
207 |     chunks.append("}\n")
208 | 
209 |     return "".join(chunks)
210 | 
211 | 
212 | def _has_arg(cls: bytes, category: bytes) -> bool:
213 |     return cls == b"D" or category == b"mathaccent"
214 | 
215 | 
216 | if __name__ == "__main__":
217 |     print(generate_data())
218 | else:
219 |     fn_data = Path(__file__).parent / "data.py"
220 |     if fn_data.stat().st_mtime < Path(__file__).stat().st_mtime:
221 |         with open(fn_data, "w") as f:
222 |             f.write(generate_data())
223 | 


--------------------------------------------------------------------------------
/extern/LICENSE.LPPL:
--------------------------------------------------------------------------------
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 10 | 
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354 |   %% pig.dtx
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415 |    the Work.
416 | 


--------------------------------------------------------------------------------
/src/unicodeitplus/data.py:
--------------------------------------------------------------------------------
   1 | """
   2 | Symbols extracted from extern/unimathsymbols.txt with extensions and corrections.
   3 | 
   4 | extern/unimathsymbols.txt is under Copyright 2011 by Günter Milde and licensed under the
   5 | LaTeX Project Public License (LPPL).
   6 | 
   7 | As a Derived Work, this file is licensed under LaTeX Project Public License (LPPL).
   8 | """
   9 | 
  10 | COMMANDS = {
  11 |     "-": "−",
  12 |     ":": "∶",
  13 |     "A": "𝐴",
  14 |     "B": "𝐵",
  15 |     "C": "𝐶",
  16 |     "D": "𝐷",
  17 |     "E": "𝐸",
  18 |     "F": "𝐹",
  19 |     "G": "𝐺",
  20 |     "H": "𝐻",
  21 |     "I": "𝐼",
  22 |     "J": "𝐽",
  23 |     "K": "𝐾",
  24 |     "L": "𝐿",
  25 |     "M": "𝑀",
  26 |     "N": "𝑁",
  27 |     "O": "𝑂",
  28 |     "P": "𝑃",
  29 |     "Q": "𝑄",
  30 |     "R": "𝑅",
  31 |     "S": "𝑆",
  32 |     "T": "𝑇",
  33 |     "U": "𝑈",
  34 |     "V": "𝑉",
  35 |     "W": "𝑊",
  36 |     "X": "𝑋",
  37 |     "Y": "𝑌",
  38 |     "Z": "𝑍",
  39 |     "\\#": "#",
  40 |     "\\$": "$",
  41 |     "\\%": "%",
  42 |     "\\&": "&",
  43 |     "\\,": "\u2009",
  44 |     "\\:": "\u205f",
  45 |     "\\AC": "∿",
  46 |     "\\APLboxquestion": "⍰",
  47 |     "\\APLboxupcaret": "⍓",
  48 |     "\\APLcomment": "⍝",
  49 |     "\\APLdownarrowbox": "⍗",
  50 |     "\\APLinput": "⍞",
  51 |     "\\APLinv": "⌹",
  52 |     "\\APLleftarrowbox": "⍇",
  53 |     "\\APLlog": "⍟",
  54 |     "\\APLrightarrowbox": "⍈",
  55 |     "\\APLuparrowbox": "⍐",
  56 |     "\\Angstroem": "Å",
  57 |     "\\Barv": "⫧",
  58 |     "\\Bot": "⫫",
  59 |     "\\Bumpeq": "≎",
  60 |     "\\CIRCLE": "●",
  61 |     "\\Cap": "⋒",
  62 |     "\\CapitalDifferentialD": "ⅅ",
  63 |     "\\CheckedBox": "☑",
  64 |     "\\Circle": "○",
  65 |     "\\Coloneqq": "⩴",
  66 |     "\\ComplexI": "ⅈ",
  67 |     "\\ComplexJ": "ⅉ",
  68 |     "\\Cup": "⋓",
  69 |     "\\DDownarrow": "⟱",
  70 |     "\\DashV": "⫥",
  71 |     "\\DashVDash": "⟚",
  72 |     "\\Dashv": "⫤",
  73 |     "\\Ddownarrow": "⤋",
  74 |     "\\Delta": "𝛥",
  75 |     "\\Diamond": "◇",
  76 |     "\\Diamondblack": "◆",
  77 |     "\\Diamonddot": "⟐",
  78 |     "\\DifferentialD": "ⅆ",
  79 |     "\\Digamma": "Ϝ",
  80 |     "\\Doteq": "≑",
  81 |     "\\DownArrowBar": "⤓",
  82 |     "\\DownLeftTeeVector": "⥞",
  83 |     "\\DownLeftVectorBar": "⥖",
  84 |     "\\DownRightTeeVector": "⥟",
  85 |     "\\DownRightVectorBar": "⥗",
  86 |     "\\Downarrow": "⇓",
  87 |     "\\Equal": "⩵",
  88 |     "\\Equiv": "≣",
  89 |     "\\Euler": "ℇ",
  90 |     "\\Exclam": "‼",
  91 |     "\\ExponetialE": "ⅇ",
  92 |     "\\Finv": "Ⅎ",
  93 |     "\\Game": "⅁",
  94 |     "\\Gamma": "𝛤",
  95 |     "\\Hermaphrodite": "⚥",
  96 |     "\\Im": "ℑ",
  97 |     "\\Join": "⨝",
  98 |     "\\Koppa": "Ϟ",
  99 |     "\\LEFTCIRCLE": "◖",
 100 |     "\\LEFTcircle": "◐",
 101 |     "\\LHD": "◀",
 102 |     "\\LLeftarrow": "⭅",
 103 |     "\\LVec": "⃖",
 104 |     "\\Lambda": "𝛬",
 105 |     "\\Lbag": "⟅",
 106 |     "\\Lbrbrak": "〘",
 107 |     "\\LeftArrowBar": "⇤",
 108 |     "\\LeftDownTeeVector": "⥡",
 109 |     "\\LeftDownVectorBar": "⥙",
 110 |     "\\LeftTeeVector": "⥚",
 111 |     "\\LeftTriangleBar": "⧏",
 112 |     "\\LeftUpTeeVector": "⥠",
 113 |     "\\LeftUpVectorBar": "⥘",
 114 |     "\\LeftVectorBar": "⥒",
 115 |     "\\Leftarrow": "⇐",
 116 |     "\\Leftrightarrow": "⇔",
 117 |     "\\Lleftarrow": "⇚",
 118 |     "\\Longleftarrow": "⟸",
 119 |     "\\Longleftrightarrow": "⟺",
 120 |     "\\Longmapsfrom": "⟽",
 121 |     "\\Longmapsto": "⟾",
 122 |     "\\Longrightarrow": "⟹",
 123 |     "\\Lparen": "⦅",
 124 |     "\\Lparengtr": "⦕",
 125 |     "\\Lsh": "↰",
 126 |     "\\Lvzigzag": "⧚",
 127 |     "\\MapsDown": "↧",
 128 |     "\\MapsUp": "↥",
 129 |     "\\Mapsfrom": "⤆",
 130 |     "\\Mapsto": "⤇",
 131 |     "\\Micro": "µ",
 132 |     "\\Nearrow": "⇗",
 133 |     "\\NestedGreaterGreater": "⪢",
 134 |     "\\NestedLessLess": "⪡",
 135 |     "\\Not": "⫬",
 136 |     "\\NotGreaterLess": "≹",
 137 |     "\\NotGreaterTilde": "≵",
 138 |     "\\NotLessTilde": "≴",
 139 |     "\\Nwarrow": "⇖",
 140 |     "\\Omega": "𝛺",
 141 |     "\\Otimes": "⨷",
 142 |     "\\Phi": "𝛷",
 143 |     "\\Pi": "𝛱",
 144 |     "\\Planckconst": "ℎ",
 145 |     "\\PropertyLine": "⅊",
 146 |     "\\Proportion": "∷",
 147 |     "\\Psi": "𝛹",
 148 |     "\\QED": "∎",
 149 |     "\\Qoppa": "Ϙ",
 150 |     "\\Question": "⁇",
 151 |     "\\RHD": "▶",
 152 |     "\\RIGHTCIRCLE": "◗",
 153 |     "\\RIGHTcircle": "◑",
 154 |     "\\RRightarrow": "⭆",
 155 |     "\\Rbag": "⟆",
 156 |     "\\Rbrbrak": "〙",
 157 |     "\\Re": "ℜ",
 158 |     "\\RightArrowBar": "⇥",
 159 |     "\\RightDownTeeVector": "⥝",
 160 |     "\\RightDownVectorBar": "⥕",
 161 |     "\\RightTeeVector": "⥛",
 162 |     "\\RightTriangleBar": "⧐",
 163 |     "\\RightUpTeeVector": "⥜",
 164 |     "\\RightUpVectorBar": "⥔",
 165 |     "\\RightVectorBar": "⥓",
 166 |     "\\Rightarrow": "⇒",
 167 |     "\\Rparen": "⦆",
 168 |     "\\Rparenless": "⦖",
 169 |     "\\Rrightarrow": "⇛",
 170 |     "\\Rsh": "↱",
 171 |     "\\Rvzigzag": "⧛",
 172 |     "\\Same": "⩶",
 173 |     "\\Sampi": "Ϡ",
 174 |     "\\Searrow": "⇘",
 175 |     "\\Sigma": "𝛴",
 176 |     "\\Sqcap": "⩎",
 177 |     "\\Sqcup": "⩏",
 178 |     "\\Square": "☐",
 179 |     "\\Stigma": "Ϛ",
 180 |     "\\Subset": "⋐",
 181 |     "\\Sun": "☉",
 182 |     "\\Supset": "⋑",
 183 |     "\\Swarrow": "⇙",
 184 |     "\\Theta": "𝛩",
 185 |     "\\Top": "⫪",
 186 |     "\\UUparrow": "⟰",
 187 |     "\\UpArrowBar": "⤒",
 188 |     "\\Uparrow": "⇑",
 189 |     "\\Updownarrow": "⇕",
 190 |     "\\Upsilon": "𝛶",
 191 |     "\\Uuparrow": "⤊",
 192 |     "\\VDash": "⊫",
 193 |     "\\VERT": "⦀",
 194 |     "\\Vdash": "⊩",
 195 |     "\\Vee": "⩔",
 196 |     "\\Vvdash": "⊪",
 197 |     "\\Wedge": "⩓",
 198 |     "\\XBox": "☒",
 199 |     "\\Xi": "𝛯",
 200 |     "\\Yup": "⅄",
 201 |     "\\Zbar": "Ƶ",
 202 |     "\\_": "_",
 203 |     "\\accurrent": "⏦",
 204 |     "\\acidfree": "♾",
 205 |     "\\acute": "́",
 206 |     "\\acwcirclearrow": "⥀",
 207 |     "\\acwgapcirclearrow": "⟲",
 208 |     "\\acwleftarcarrow": "⤹",
 209 |     "\\acwoverarcarrow": "⤺",
 210 |     "\\acwunderarcarrow": "⤻",
 211 |     "\\aleph": "ℵ",
 212 |     "\\alpha": "𝛼",
 213 |     "\\amalg": "⨿",
 214 |     "\\anchor": "⚓",
 215 |     "\\angdnr": "⦟",
 216 |     "\\angle": "∠",
 217 |     "\\angles": "⦞",
 218 |     "\\angleubar": "⦤",
 219 |     "\\annuity": "⃧",
 220 |     "\\approx": "≈",
 221 |     "\\approxeq": "≊",
 222 |     "\\approxeqq": "⩰",
 223 |     "\\approxident": "≋",
 224 |     "\\aquarius": "♒",
 225 |     "\\arceq": "≘",
 226 |     "\\aries": "♈",
 227 |     "\\arrowbullet": "➢",
 228 |     "\\assert": "⊦",
 229 |     "\\ast": "∗",
 230 |     "\\asteq": "⩮",
 231 |     "\\asteraccent": "⃰",
 232 |     "\\asymp": "≍",
 233 |     "\\awint": "⨑",
 234 |     "\\bNot": "⫭",
 235 |     "\\backcong": "≌",
 236 |     "\\backdprime": "‶",
 237 |     "\\backepsilon": "϶",
 238 |     "\\backprime": "‵",
 239 |     "\\backsim": "∽",
 240 |     "\\backsimeq": "⋍",
 241 |     "\\backslash": "\\",
 242 |     "\\backtrprime": "‷",
 243 |     "\\bagmember": "⋿",
 244 |     "\\ballotx": "✗",
 245 |     "\\bar": "̄",
 246 |     "\\barcap": "⩃",
 247 |     "\\barcup": "⩂",
 248 |     "\\barin": "⋶",
 249 |     "\\barleftarrowrightarrowba": "↹",
 250 |     "\\barleftharpoon": "⥫",
 251 |     "\\barovernorthwestarrow": "↸",
 252 |     "\\barrightarrowdiamond": "⤠",
 253 |     "\\barrightharpoon": "⥭",
 254 |     "\\barvee": "⊽",
 255 |     "\\barwedge": "⊼",
 256 |     "\\bbrktbrk": "⎶",
 257 |     "\\bdtriplevdash": "┆",
 258 |     "\\because": "∵",
 259 |     "\\benzenr": "⏣",
 260 |     "\\beta": "𝛽",
 261 |     "\\beth": "ℶ",
 262 |     "\\between": "≬",
 263 |     "\\bigblacktriangledown": "▼",
 264 |     "\\bigblacktriangleup": "▲",
 265 |     "\\bigbot": "⟘",
 266 |     "\\bigcap": "⋂",
 267 |     "\\bigcup": "⋃",
 268 |     "\\bigcupdot": "⨃",
 269 |     "\\biginterleave": "⫼",
 270 |     "\\bigodot": "⨀",
 271 |     "\\bigoplus": "⨁",
 272 |     "\\bigotimes": "⨂",
 273 |     "\\bigslopedvee": "⩗",
 274 |     "\\bigslopedwedge": "⩘",
 275 |     "\\bigsqcap": "⨅",
 276 |     "\\bigsqcup": "⨆",
 277 |     "\\bigstar": "★",
 278 |     "\\bigtalloblong": "⫿",
 279 |     "\\bigtop": "⟙",
 280 |     "\\bigtriangledown": "▽",
 281 |     "\\bigtriangleleft": "⨞",
 282 |     "\\bigtriangleup": "△",
 283 |     "\\biguplus": "⨄",
 284 |     "\\bigvee": "⋁",
 285 |     "\\bigwedge": "⋀",
 286 |     "\\bigwhitestar": "☆",
 287 |     "\\bij": "⤖",
 288 |     "\\biohazard": "☣",
 289 |     "\\blackcircledownarrow": "⧭",
 290 |     "\\blackcircledrightdot": "⚈",
 291 |     "\\blackcircledtwodots": "⚉",
 292 |     "\\blackcircleulquadwhite": "◕",
 293 |     "\\blackdiamonddownarrow": "⧪",
 294 |     "\\blackhourglass": "⧗",
 295 |     "\\blackinwhitediamond": "◈",
 296 |     "\\blackinwhitesquare": "▣",
 297 |     "\\blacklozenge": "⧫",
 298 |     "\\blackpointerleft": "◄",
 299 |     "\\blackpointerright": "►",
 300 |     "\\blacksmiley": "☻",
 301 |     "\\blacksquare": "⬛",
 302 |     "\\blacktriangledown": "▾",
 303 |     "\\blacktriangleleft": "◂",
 304 |     "\\blacktriangleright": "▸",
 305 |     "\\blacktriangleup": "▴",
 306 |     "\\blkhorzoval": "⬬",
 307 |     "\\blkvertoval": "⬮",
 308 |     "\\blockfull": "█",
 309 |     "\\blockhalfshaded": "▒",
 310 |     "\\blocklefthalf": "▌",
 311 |     "\\blocklowhalf": "▄",
 312 |     "\\blockqtrshaded": "░",
 313 |     "\\blockrighthalf": "▐",
 314 |     "\\blockthreeqtrshaded": "▓",
 315 |     "\\blockuphalf": "▀",
 316 |     "\\bot": "⊥",
 317 |     "\\botsemicircle": "◡",
 318 |     "\\bowtie": "⋈",
 319 |     "\\boxast": "⧆",
 320 |     "\\boxbar": "◫",
 321 |     "\\boxbox": "⧈",
 322 |     "\\boxbslash": "⧅",
 323 |     "\\boxcircle": "⧇",
 324 |     "\\boxdot": "⊡",
 325 |     "\\boxminus": "⊟",
 326 |     "\\boxonbox": "⧉",
 327 |     "\\boxplus": "⊞",
 328 |     "\\boxslash": "⧄",
 329 |     "\\boxtimes": "⊠",
 330 |     "\\breve": "̆",
 331 |     "\\bsimilarleftarrow": "⭁",
 332 |     "\\bsimilarrightarrow": "⭇",
 333 |     "\\bsolhsub": "⟈",
 334 |     "\\btimes": "⨲",
 335 |     "\\bullet": "∙",
 336 |     "\\bullseye": "◎",
 337 |     "\\bumpeq": "≏",
 338 |     "\\bumpeqq": "⪮",
 339 |     "\\cancer": "♋",
 340 |     "\\candra": "̐",
 341 |     "\\cap": "∩",
 342 |     "\\capbarcup": "⩉",
 343 |     "\\capdot": "⩀",
 344 |     "\\capovercup": "⩇",
 345 |     "\\capricornus": "♑",
 346 |     "\\capwedge": "⩄",
 347 |     "\\caretinsert": "‸",
 348 |     "\\carriagereturn": "↵",
 349 |     "\\cat": "⁀",
 350 |     "\\ccwundercurvearrow": "⤿",
 351 |     "\\cdot": "⋅",
 352 |     "\\cdotp": "·",
 353 |     "\\cdots": "⋯",
 354 |     "\\cent": "¢",
 355 |     "\\check": "̌",
 356 |     "\\checkmark": "✓",
 357 |     "\\chi": "𝜒",
 358 |     "\\cirE": "⧃",
 359 |     "\\cirbot": "⟟",
 360 |     "\\circ": "∘",
 361 |     "\\circeq": "≗",
 362 |     "\\circlearrowleft": "↺",
 363 |     "\\circlearrowright": "↻",
 364 |     "\\circlebottomhalfblack": "◒",
 365 |     "\\circledR": "®",
 366 |     "\\circledast": "⊛",
 367 |     "\\circledbslash": "⦸",
 368 |     "\\circledbullet": "⦿",
 369 |     "\\circledcirc": "⊚",
 370 |     "\\circleddash": "⊝",
 371 |     "\\circledequal": "⊜",
 372 |     "\\circledgtr": "⧁",
 373 |     "\\circledless": "⧀",
 374 |     "\\circledownarrow": "⧬",
 375 |     "\\circledparallel": "⦷",
 376 |     "\\circledrightdot": "⚆",
 377 |     "\\circledstar": "✪",
 378 |     "\\circledtwodots": "⚇",
 379 |     "\\circledvert": "⦶",
 380 |     "\\circledwhitebullet": "⦾",
 381 |     "\\circlehbar": "⦵",
 382 |     "\\circlellquad": "◵",
 383 |     "\\circlelrquad": "◶",
 384 |     "\\circleonleftarrow": "⬰",
 385 |     "\\circleonrightarrow": "⇴",
 386 |     "\\circletophalfblack": "◓",
 387 |     "\\circleulquad": "◴",
 388 |     "\\circleurquad": "◷",
 389 |     "\\circleurquadblack": "◔",
 390 |     "\\circlevertfill": "◍",
 391 |     "\\cirfnint": "⨐",
 392 |     "\\cirmid": "⫯",
 393 |     "\\cirscir": "⧂",
 394 |     "\\closedvarcap": "⩍",
 395 |     "\\closedvarcup": "⩌",
 396 |     "\\closedvarcupsmashprod": "⩐",
 397 |     "\\closure": "⁐",
 398 |     "\\clubsuit": "♣",
 399 |     "\\coloneq": "≔",
 400 |     "\\commaminus": "⨩",
 401 |     "\\complement": "∁",
 402 |     "\\concavediamond": "⟡",
 403 |     "\\concavediamondtickleft": "⟢",
 404 |     "\\concavediamondtickright": "⟣",
 405 |     "\\cong": "≅",
 406 |     "\\congdot": "⩭",
 407 |     "\\conictaper": "⌲",
 408 |     "\\conjquant": "⨇",
 409 |     "\\coprod": "∐",
 410 |     "\\corresponds": "≙",
 411 |     "\\csub": "⫏",
 412 |     "\\csube": "⫑",
 413 |     "\\csup": "⫐",
 414 |     "\\csupe": "⫒",
 415 |     "\\cup": "∪",
 416 |     "\\cupbarcap": "⩈",
 417 |     "\\cupdot": "⊍",
 418 |     "\\cupleftarrow": "⊌",
 419 |     "\\cupovercap": "⩆",
 420 |     "\\cupvee": "⩅",
 421 |     "\\curlyeqprec": "⋞",
 422 |     "\\curlyeqsucc": "⋟",
 423 |     "\\curlyvee": "⋎",
 424 |     "\\curlywedge": "⋏",
 425 |     "\\curvearrowleft": "↶",
 426 |     "\\curvearrowleftplus": "⤽",
 427 |     "\\curvearrowright": "↷",
 428 |     "\\curvearrowrightminus": "⤼",
 429 |     "\\cwcirclearrow": "⥁",
 430 |     "\\cwgapcirclearrow": "⟳",
 431 |     "\\cwrightarcarrow": "⤸",
 432 |     "\\cwundercurvearrow": "⤾",
 433 |     "\\dagger": "†",
 434 |     "\\daleth": "ℸ",
 435 |     "\\danger": "☡",
 436 |     "\\dashV": "⫣",
 437 |     "\\dashVdash": "⟛",
 438 |     "\\dashleftarrow": "⇠",
 439 |     "\\dashrightarrow": "⇢",
 440 |     "\\dashv": "⊣",
 441 |     "\\dbkarow": "⤏",
 442 |     "\\ddagger": "‡",
 443 |     "\\ddddot": "⃜",
 444 |     "\\dddot": "⃛",
 445 |     "\\ddot": "̈",
 446 |     "\\ddots": "⋱",
 447 |     "\\ddotseq": "⩷",
 448 |     "\\delta": "𝛿",
 449 |     "\\diameter": "⌀",
 450 |     "\\diamond": "⋄",
 451 |     "\\diamondbotblack": "⬙",
 452 |     "\\diamondleftarrow": "⤝",
 453 |     "\\diamondleftarrowbar": "⤟",
 454 |     "\\diamondleftblack": "⬖",
 455 |     "\\diamondrightblack": "⬗",
 456 |     "\\diamondsuit": "♢",
 457 |     "\\diamondtopblack": "⬘",
 458 |     "\\dicei": "⚀",
 459 |     "\\diceii": "⚁",
 460 |     "\\diceiii": "⚂",
 461 |     "\\diceiv": "⚃",
 462 |     "\\dicev": "⚄",
 463 |     "\\dicevi": "⚅",
 464 |     "\\digamma": "ϝ",
 465 |     "\\dingasterisk": "✽",
 466 |     "\\disin": "⋲",
 467 |     "\\disjquant": "⨈",
 468 |     "\\div": "÷",
 469 |     "\\divideontimes": "⋇",
 470 |     "\\dlsh": "↲",
 471 |     "\\dot": "̇",
 472 |     "\\doteq": "≐",
 473 |     "\\dotequiv": "⩧",
 474 |     "\\dotminus": "∸",
 475 |     "\\dotplus": "∔",
 476 |     "\\dotsim": "⩪",
 477 |     "\\dotsminusdots": "∺",
 478 |     "\\dottedcircle": "◌",
 479 |     "\\dottedsquare": "⬚",
 480 |     "\\dottimes": "⨰",
 481 |     "\\doublebarvee": "⩢",
 482 |     "\\doublebarwedge": "⩞",
 483 |     "\\doubleplus": "⧺",
 484 |     "\\downarrow": "↓",
 485 |     "\\downarrowbarred": "⤈",
 486 |     "\\downdasharrow": "⇣",
 487 |     "\\downdownarrows": "⇊",
 488 |     "\\downdownharpoons": "⥥",
 489 |     "\\downfishtail": "⥿",
 490 |     "\\downharpoonleft": "⇃",
 491 |     "\\downharpoonright": "⇂",
 492 |     "\\downrightcurvedarrow": "⤵",
 493 |     "\\downtriangleleftblack": "⧨",
 494 |     "\\downtrianglerightblack": "⧩",
 495 |     "\\downuparrows": "⇵",
 496 |     "\\downupharpoons": "⥯",
 497 |     "\\downwhitearrow": "⇩",
 498 |     "\\draftingarrow": "➛",
 499 |     "\\drbkarow": "⤐",
 500 |     "\\droang": "̚",
 501 |     "\\drsh": "↳",
 502 |     "\\dsol": "⧶",
 503 |     "\\dsub": "⩤",
 504 |     "\\earth": "♁",
 505 |     "\\egsdot": "⪘",
 506 |     "\\eighthnote": "♪",
 507 |     "\\elinters": "⏧",
 508 |     "\\ell": "ℓ",
 509 |     "\\elsdot": "⪗",
 510 |     "\\emptysetoarr": "⦳",
 511 |     "\\emptysetoarrl": "⦴",
 512 |     "\\emptysetobar": "⦱",
 513 |     "\\emptysetocirc": "⦲",
 514 |     "\\enclosecircle": "⃝",
 515 |     "\\enclosediamond": "⃟",
 516 |     "\\enclosesquare": "⃞",
 517 |     "\\enclosetriangle": "⃤",
 518 |     "\\enleadertwodots": "‥",
 519 |     "\\eparsl": "⧣",
 520 |     "\\epsilon": "𝜖",
 521 |     "\\eqcirc": "≖",
 522 |     "\\eqcolon": "≕",
 523 |     "\\eqdef": "≝",
 524 |     "\\eqdot": "⩦",
 525 |     "\\eqgtr": "⋝",
 526 |     "\\eqless": "⋜",
 527 |     "\\eqqgtr": "⪚",
 528 |     "\\eqqless": "⪙",
 529 |     "\\eqqplus": "⩱",
 530 |     "\\eqqsim": "⩳",
 531 |     "\\eqqslantgtr": "⪜",
 532 |     "\\eqqslantless": "⪛",
 533 |     "\\eqsim": "≂",
 534 |     "\\eqslantgtr": "⪖",
 535 |     "\\eqslantless": "⪕",
 536 |     "\\equalleftarrow": "⭀",
 537 |     "\\equalrightarrow": "⥱",
 538 |     "\\equiv": "≡",
 539 |     "\\equivDD": "⩸",
 540 |     "\\equivVert": "⩨",
 541 |     "\\equivVvert": "⩩",
 542 |     "\\eqvparsl": "⧥",
 543 |     "\\errbarblackcircle": "⧳",
 544 |     "\\errbarblackdiamond": "⧱",
 545 |     "\\errbarblacksquare": "⧯",
 546 |     "\\errbarcircle": "⧲",
 547 |     "\\errbardiamond": "⧰",
 548 |     "\\errbarsquare": "⧮",
 549 |     "\\eta": "𝜂",
 550 |     "\\eth": "ð",
 551 |     "\\euro": "€",
 552 |     "\\exists": "∃",
 553 |     "\\fallingdotseq": "≒",
 554 |     "\\fbowtie": "⧓",
 555 |     "\\fcmp": "⨾",
 556 |     "\\fdiagovnearrow": "⤯",
 557 |     "\\fdiagovrdiag": "⤬",
 558 |     "\\female": "♀",
 559 |     "\\ffun": "⇻",
 560 |     "\\finj": "⤕",
 561 |     "\\fint": "⨏",
 562 |     "\\fisheye": "◉",
 563 |     "\\flat": "♭",
 564 |     "\\fltns": "⏥",
 565 |     "\\forall": "∀",
 566 |     "\\forks": "⫝̸",
 567 |     "\\forksnot": "⫝",
 568 |     "\\forkv": "⫙",
 569 |     "\\fourth": "⁗",
 570 |     "\\fourvdots": "⦙",
 571 |     "\\fracslash": "⁄",
 572 |     "\\frown": "⌢",
 573 |     "\\frownie": "☹",
 574 |     "\\fullouterjoin": "⟗",
 575 |     "\\gamma": "𝛾",
 576 |     "\\gemini": "♊",
 577 |     "\\geq": "≥",
 578 |     "\\geqq": "≧",
 579 |     "\\geqqslant": "⫺",
 580 |     "\\geqslant": "⩾",
 581 |     "\\gescc": "⪩",
 582 |     "\\gesdot": "⪀",
 583 |     "\\gesdoto": "⪂",
 584 |     "\\gesdotol": "⪄",
 585 |     "\\gesles": "⪔",
 586 |     "\\gg": "≫",
 587 |     "\\ggcurly": "⪼",
 588 |     "\\ggg": "⋙",
 589 |     "\\gggnest": "⫸",
 590 |     "\\gimel": "ℷ",
 591 |     "\\glE": "⪒",
 592 |     "\\gla": "⪥",
 593 |     "\\gleichstark": "⧦",
 594 |     "\\glj": "⪤",
 595 |     "\\gnapprox": "⪊",
 596 |     "\\gneq": "⪈",
 597 |     "\\gneqq": "≩",
 598 |     "\\gnsim": "⋧",
 599 |     "\\grave": "̀",
 600 |     "\\gsime": "⪎",
 601 |     "\\gsiml": "⪐",
 602 |     "\\gtcir": "⩺",
 603 |     "\\gtlpar": "⦠",
 604 |     "\\gtquest": "⩼",
 605 |     "\\gtrapprox": "⪆",
 606 |     "\\gtrarr": "⥸",
 607 |     "\\gtrdot": "⋗",
 608 |     "\\gtreqless": "⋛",
 609 |     "\\gtreqqless": "⪌",
 610 |     "\\gtrless": "≷",
 611 |     "\\gtrsim": "≳",
 612 |     "\\harrowextender": "⎯",
 613 |     "\\hash": "⋕",
 614 |     "\\hat": "̂",
 615 |     "\\hatapprox": "⩯",
 616 |     "\\hbar": "ℏ",
 617 |     "\\heartsuit": "♡",
 618 |     "\\hermitmatrix": "⊹",
 619 |     "\\hexagon": "⎔",
 620 |     "\\hexagonblack": "⬣",
 621 |     "\\hknearrow": "⤤",
 622 |     "\\hknwarrow": "⤣",
 623 |     "\\hksearow": "⤥",
 624 |     "\\hkswarow": "⤦",
 625 |     "\\hookleftarrow": "↩",
 626 |     "\\hookrightarrow": "↪",
 627 |     "\\horizbar": "―",
 628 |     "\\hourglass": "⧖",
 629 |     "\\house": "⌂",
 630 |     "\\hrectangle": "▭",
 631 |     "\\hrectangleblack": "▬",
 632 |     "\\hslash": "ℏ",
 633 |     "\\hyphenbullet": "⁃",
 634 |     "\\hzigzag": "〰",
 635 |     "\\iddots": "⋰",
 636 |     "\\iiiint": "⨌",
 637 |     "\\iiint": "∭",
 638 |     "\\iinfin": "⧜",
 639 |     "\\iint": "∬",
 640 |     "\\imath": "𝚤",
 641 |     "\\in": "∈",
 642 |     "\\increment": "∆",
 643 |     "\\infty": "∞",
 644 |     "\\int": "∫",
 645 |     "\\intBar": "⨎",
 646 |     "\\intbar": "⨍",
 647 |     "\\intbottom": "⌡",
 648 |     "\\intcap": "⨙",
 649 |     "\\intclockwise": "∱",
 650 |     "\\intcup": "⨚",
 651 |     "\\intercal": "⊺",
 652 |     "\\interleave": "⫴",
 653 |     "\\intextender": "⎮",
 654 |     "\\intlarhk": "⨗",
 655 |     "\\intprod": "⨼",
 656 |     "\\intprodr": "⨽",
 657 |     "\\inttop": "⌠",
 658 |     "\\intx": "⨘",
 659 |     "\\invamp": "⅋",
 660 |     "\\invdiameter": "⍉",
 661 |     "\\inversebullet": "◘",
 662 |     "\\inversewhitecircle": "◙",
 663 |     "\\invlazys": "∾",
 664 |     "\\invneg": "⌐",
 665 |     "\\invwhitelowerhalfcircle": "◛",
 666 |     "\\invwhiteupperhalfcircle": "◚",
 667 |     "\\iota": "𝜄",
 668 |     "\\isinE": "⋹",
 669 |     "\\isindot": "⋵",
 670 |     "\\isinobar": "⋷",
 671 |     "\\isins": "⋴",
 672 |     "\\isinvb": "⋸",
 673 |     "\\jmath": "𝚥",
 674 |     "\\jupiter": "♃",
 675 |     "\\kappa": "𝜅",
 676 |     "\\kernelcontraction": "∻",
 677 |     "\\koppa": "ϟ",
 678 |     "\\lBrace": "⦃",
 679 |     "\\lambda": "𝜆",
 680 |     "\\lang": "⟪",
 681 |     "\\langle": "⟨",
 682 |     "\\langledot": "⦑",
 683 |     "\\laplac": "⧠",
 684 |     "\\lat": "⪫",
 685 |     "\\late": "⪭",
 686 |     "\\lblkbrbrak": "⦗",
 687 |     "\\lblot": "⦉",
 688 |     "\\lbracelend": "⎩",
 689 |     "\\lbracemid": "⎨",
 690 |     "\\lbraceuend": "⎧",
 691 |     "\\lbrack": "[",
 692 |     "\\lbrackextender": "⎢",
 693 |     "\\lbracklend": "⎣",
 694 |     "\\lbracklltick": "⦏",
 695 |     "\\lbrackubar": "⦋",
 696 |     "\\lbrackuend": "⎡",
 697 |     "\\lbrackultick": "⦍",
 698 |     "\\lbrbrak": "〔",
 699 |     "\\lceil": "⌈",
 700 |     "\\lcurvyangle": "⧼",
 701 |     "\\ldots": "…",
 702 |     "\\leadsto": "⤳",
 703 |     "\\leftarrow": "←",
 704 |     "\\leftarrowapprox": "⭊",
 705 |     "\\leftarrowbackapprox": "⭂",
 706 |     "\\leftarrowbsimilar": "⭋",
 707 |     "\\leftarrowless": "⥷",
 708 |     "\\leftarrowonoplus": "⬲",
 709 |     "\\leftarrowplus": "⥆",
 710 |     "\\leftarrowshortrightarrow": "⥃",
 711 |     "\\leftarrowsimilar": "⥳",
 712 |     "\\leftarrowsubset": "⥺",
 713 |     "\\leftarrowtail": "↢",
 714 |     "\\leftarrowtriangle": "⇽",
 715 |     "\\leftarrowx": "⬾",
 716 |     "\\leftbarharpoon": "⥪",
 717 |     "\\leftbkarrow": "⤌",
 718 |     "\\leftcurvedarrow": "⬿",
 719 |     "\\leftdbkarrow": "⤎",
 720 |     "\\leftdbltail": "⤛",
 721 |     "\\leftdotarrow": "⬸",
 722 |     "\\leftdowncurvedarrow": "⤶",
 723 |     "\\leftharpoondown": "↽",
 724 |     "\\leftharpoonup": "↼",
 725 |     "\\leftleftarrows": "⇇",
 726 |     "\\leftleftharpoons": "⥢",
 727 |     "\\leftmoon": "☾",
 728 |     "\\leftouterjoin": "⟕",
 729 |     "\\leftrightarrow": "↔",
 730 |     "\\leftrightarrowcircle": "⥈",
 731 |     "\\leftrightarrows": "⇆",
 732 |     "\\leftrightarrowtriangle": "⇿",
 733 |     "\\leftrightharpoon": "⥊",
 734 |     "\\leftrightharpoondown": "⥐",
 735 |     "\\leftrightharpoons": "⇋",
 736 |     "\\leftrightharpoonsdown": "⥧",
 737 |     "\\leftrightharpoonsup": "⥦",
 738 |     "\\leftrightharpoonup": "⥎",
 739 |     "\\leftrightsquigarrow": "↭",
 740 |     "\\leftslice": "⪦",
 741 |     "\\leftsquigarrow": "⇜",
 742 |     "\\lefttail": "⤙",
 743 |     "\\leftthreearrows": "⬱",
 744 |     "\\leftthreetimes": "⋋",
 745 |     "\\leftupdownharpoon": "⥑",
 746 |     "\\leftwavearrow": "↜",
 747 |     "\\leftwhitearrow": "⇦",
 748 |     "\\leo": "♌",
 749 |     "\\leq": "≤",
 750 |     "\\leqq": "≦",
 751 |     "\\leqqslant": "⫹",
 752 |     "\\leqslant": "⩽",
 753 |     "\\lescc": "⪨",
 754 |     "\\lesdot": "⩿",
 755 |     "\\lesdoto": "⪁",
 756 |     "\\lesdotor": "⪃",
 757 |     "\\lesges": "⪓",
 758 |     "\\lessapprox": "⪅",
 759 |     "\\lessdot": "⋖",
 760 |     "\\lesseqgtr": "⋚",
 761 |     "\\lesseqqgtr": "⪋",
 762 |     "\\lessgtr": "≶",
 763 |     "\\lesssim": "≲",
 764 |     "\\lfbowtie": "⧑",
 765 |     "\\lfloor": "⌊",
 766 |     "\\lftimes": "⧔",
 767 |     "\\lgE": "⪑",
 768 |     "\\lgblkcircle": "⬤",
 769 |     "\\lgroup": "⟮",
 770 |     "\\lgwhtcircle": "◯",
 771 |     "\\lhd": "◁",
 772 |     "\\libra": "♎",
 773 |     "\\lightning": "↯",
 774 |     "\\limg": "⦇",
 775 |     "\\linefeed": "↴",
 776 |     "\\ll": "≪",
 777 |     "\\llarc": "◟",
 778 |     "\\llblacktriangle": "◣",
 779 |     "\\llbracket": "⟦",
 780 |     "\\llcorner": "⌞",
 781 |     "\\llcurly": "⪻",
 782 |     "\\lll": "⋘",
 783 |     "\\lllnest": "⫷",
 784 |     "\\lltriangle": "◺",
 785 |     "\\lmoustache": "⎰",
 786 |     "\\lnapprox": "⪉",
 787 |     "\\lneq": "⪇",
 788 |     "\\lneqq": "≨",
 789 |     "\\lnsim": "⋦",
 790 |     "\\longdashv": "⟞",
 791 |     "\\longdivision": "⟌",
 792 |     "\\longleftarrow": "⟵",
 793 |     "\\longleftrightarrow": "⟷",
 794 |     "\\longleftsquigarrow": "⬳",
 795 |     "\\longmapsfrom": "⟻",
 796 |     "\\longmapsto": "⟼",
 797 |     "\\longrightarrow": "⟶",
 798 |     "\\longrightsquigarrow": "⟿",
 799 |     "\\looparrowleft": "↫",
 800 |     "\\looparrowright": "↬",
 801 |     "\\lowint": "⨜",
 802 |     "\\lozenge": "◊",
 803 |     "\\lozengeminus": "⟠",
 804 |     "\\lparenextender": "⎜",
 805 |     "\\lparenlend": "⎝",
 806 |     "\\lparenless": "⦓",
 807 |     "\\lparenuend": "⎛",
 808 |     "\\lrarc": "◞",
 809 |     "\\lrblacktriangle": "◢",
 810 |     "\\lrcorner": "⌟",
 811 |     "\\lrtriangle": "◿",
 812 |     "\\lrtriangleeq": "⧡",
 813 |     "\\lsime": "⪍",
 814 |     "\\lsimg": "⪏",
 815 |     "\\lsqhook": "⫍",
 816 |     "\\ltcir": "⩹",
 817 |     "\\ltimes": "⋉",
 818 |     "\\ltlarr": "⥶",
 819 |     "\\ltquest": "⩻",
 820 |     "\\lvboxline": "⎸",
 821 |     "\\lvec": "⃐",
 822 |     "\\lvzigzag": "⧘",
 823 |     "\\male": "♂",
 824 |     "\\maltese": "✠",
 825 |     "\\mapsfrom": "↤",
 826 |     "\\mapsto": "↦",
 827 |     "\\mathbb{0}": "𝟘",
 828 |     "\\mathbb{1}": "𝟙",
 829 |     "\\mathbb{2}": "𝟚",
 830 |     "\\mathbb{3}": "𝟛",
 831 |     "\\mathbb{4}": "𝟜",
 832 |     "\\mathbb{5}": "𝟝",
 833 |     "\\mathbb{6}": "𝟞",
 834 |     "\\mathbb{7}": "𝟟",
 835 |     "\\mathbb{8}": "𝟠",
 836 |     "\\mathbb{9}": "𝟡",
 837 |     "\\mathbb{A}": "𝔸",
 838 |     "\\mathbb{B}": "𝔹",
 839 |     "\\mathbb{C}": "ℂ",
 840 |     "\\mathbb{D}": "𝔻",
 841 |     "\\mathbb{E}": "𝔼",
 842 |     "\\mathbb{F}": "𝔽",
 843 |     "\\mathbb{G}": "𝔾",
 844 |     "\\mathbb{H}": "ℍ",
 845 |     "\\mathbb{I}": "𝕀",
 846 |     "\\mathbb{J}": "𝕁",
 847 |     "\\mathbb{K}": "𝕂",
 848 |     "\\mathbb{L}": "𝕃",
 849 |     "\\mathbb{M}": "𝕄",
 850 |     "\\mathbb{N}": "ℕ",
 851 |     "\\mathbb{O}": "𝕆",
 852 |     "\\mathbb{P}": "ℙ",
 853 |     "\\mathbb{Q}": "ℚ",
 854 |     "\\mathbb{R}": "ℝ",
 855 |     "\\mathbb{S}": "𝕊",
 856 |     "\\mathbb{T}": "𝕋",
 857 |     "\\mathbb{U}": "𝕌",
 858 |     "\\mathbb{V}": "𝕍",
 859 |     "\\mathbb{W}": "𝕎",
 860 |     "\\mathbb{X}": "𝕏",
 861 |     "\\mathbb{Y}": "𝕐",
 862 |     "\\mathbb{Z}": "ℤ",
 863 |     "\\mathbb{\\Gamma}": "ℾ",
 864 |     "\\mathbb{\\Pi}": "ℿ",
 865 |     "\\mathbb{\\Sigma}": "⅀",
 866 |     "\\mathbb{\\gamma}": "ℽ",
 867 |     "\\mathbb{\\pi}": "ℼ",
 868 |     "\\mathbb{a}": "𝕒",
 869 |     "\\mathbb{b}": "𝕓",
 870 |     "\\mathbb{c}": "𝕔",
 871 |     "\\mathbb{d}": "𝕕",
 872 |     "\\mathbb{e}": "𝕖",
 873 |     "\\mathbb{f}": "𝕗",
 874 |     "\\mathbb{g}": "𝕘",
 875 |     "\\mathbb{h}": "𝕙",
 876 |     "\\mathbb{i}": "𝕚",
 877 |     "\\mathbb{j}": "𝕛",
 878 |     "\\mathbb{k}": "𝕜",
 879 |     "\\mathbb{l}": "𝕝",
 880 |     "\\mathbb{m}": "𝕞",
 881 |     "\\mathbb{n}": "𝕟",
 882 |     "\\mathbb{o}": "𝕠",
 883 |     "\\mathbb{p}": "𝕡",
 884 |     "\\mathbb{q}": "𝕢",
 885 |     "\\mathbb{r}": "𝕣",
 886 |     "\\mathbb{s}": "𝕤",
 887 |     "\\mathbb{t}": "𝕥",
 888 |     "\\mathbb{u}": "𝕦",
 889 |     "\\mathbb{v}": "𝕧",
 890 |     "\\mathbb{w}": "𝕨",
 891 |     "\\mathbb{x}": "𝕩",
 892 |     "\\mathbb{y}": "𝕪",
 893 |     "\\mathbb{z}": "𝕫",
 894 |     "\\mathbfit{A}": "𝑨",
 895 |     "\\mathbfit{B}": "𝑩",
 896 |     "\\mathbfit{C}": "𝑪",
 897 |     "\\mathbfit{D}": "𝑫",
 898 |     "\\mathbfit{E}": "𝑬",
 899 |     "\\mathbfit{F}": "𝑭",
 900 |     "\\mathbfit{G}": "𝑮",
 901 |     "\\mathbfit{H}": "𝑯",
 902 |     "\\mathbfit{I}": "𝑰",
 903 |     "\\mathbfit{J}": "𝑱",
 904 |     "\\mathbfit{K}": "𝑲",
 905 |     "\\mathbfit{L}": "𝑳",
 906 |     "\\mathbfit{M}": "𝑴",
 907 |     "\\mathbfit{N}": "𝑵",
 908 |     "\\mathbfit{O}": "𝑶",
 909 |     "\\mathbfit{P}": "𝑷",
 910 |     "\\mathbfit{Q}": "𝑸",
 911 |     "\\mathbfit{R}": "𝑹",
 912 |     "\\mathbfit{S}": "𝑺",
 913 |     "\\mathbfit{T}": "𝑻",
 914 |     "\\mathbfit{U}": "𝑼",
 915 |     "\\mathbfit{V}": "𝑽",
 916 |     "\\mathbfit{W}": "𝑾",
 917 |     "\\mathbfit{X}": "𝑿",
 918 |     "\\mathbfit{Y}": "𝒀",
 919 |     "\\mathbfit{Z}": "𝒁",
 920 |     "\\mathbfit{\\Delta}": "𝜟",
 921 |     "\\mathbfit{\\Gamma}": "𝜞",
 922 |     "\\mathbfit{\\Lambda}": "𝜦",
 923 |     "\\mathbfit{\\Omega}": "𝜴",
 924 |     "\\mathbfit{\\Phi}": "𝜱",
 925 |     "\\mathbfit{\\Pi}": "𝜫",
 926 |     "\\mathbfit{\\Psi}": "𝜳",
 927 |     "\\mathbfit{\\Sigma}": "𝜮",
 928 |     "\\mathbfit{\\Theta}": "𝜣",
 929 |     "\\mathbfit{\\Upsilon}": "𝜰",
 930 |     "\\mathbfit{\\Xi}": "𝜩",
 931 |     "\\mathbfit{\\alpha}": "𝜶",
 932 |     "\\mathbfit{\\beta}": "𝜷",
 933 |     "\\mathbfit{\\chi}": "𝝌",
 934 |     "\\mathbfit{\\delta}": "𝜹",
 935 |     "\\mathbfit{\\epsilon}": "𝝐",
 936 |     "\\mathbfit{\\eta}": "𝜼",
 937 |     "\\mathbfit{\\gamma}": "𝜸",
 938 |     "\\mathbfit{\\iota}": "𝜾",
 939 |     "\\mathbfit{\\kappa}": "𝜿",
 940 |     "\\mathbfit{\\lambda}": "𝝀",
 941 |     "\\mathbfit{\\mu}": "𝝁",
 942 |     "\\mathbfit{\\nu}": "𝝂",
 943 |     "\\mathbfit{\\omega}": "𝝎",
 944 |     "\\mathbfit{\\phi}": "𝝓",
 945 |     "\\mathbfit{\\pi}": "𝝅",
 946 |     "\\mathbfit{\\psi}": "𝝍",
 947 |     "\\mathbfit{\\rho}": "𝝆",
 948 |     "\\mathbfit{\\sigma}": "𝝈",
 949 |     "\\mathbfit{\\tau}": "𝝉",
 950 |     "\\mathbfit{\\theta}": "𝜽",
 951 |     "\\mathbfit{\\upsilon}": "𝝊",
 952 |     "\\mathbfit{\\varepsilon}": "𝜺",
 953 |     "\\mathbfit{\\varphi}": "𝝋",
 954 |     "\\mathbfit{\\varpi}": "𝝕",
 955 |     "\\mathbfit{\\varrho}": "𝝔",
 956 |     "\\mathbfit{\\varsigma}": "𝝇",
 957 |     "\\mathbfit{\\vartheta}": "𝝑",
 958 |     "\\mathbfit{\\xi}": "𝝃",
 959 |     "\\mathbfit{\\zeta}": "𝜻",
 960 |     "\\mathbfit{a}": "𝒂",
 961 |     "\\mathbfit{b}": "𝒃",
 962 |     "\\mathbfit{c}": "𝒄",
 963 |     "\\mathbfit{d}": "𝒅",
 964 |     "\\mathbfit{e}": "𝒆",
 965 |     "\\mathbfit{f}": "𝒇",
 966 |     "\\mathbfit{g}": "𝒈",
 967 |     "\\mathbfit{h}": "𝒉",
 968 |     "\\mathbfit{i}": "𝒊",
 969 |     "\\mathbfit{j}": "𝒋",
 970 |     "\\mathbfit{k}": "𝒌",
 971 |     "\\mathbfit{l}": "𝒍",
 972 |     "\\mathbfit{m}": "𝒎",
 973 |     "\\mathbfit{n}": "𝒏",
 974 |     "\\mathbfit{o}": "𝒐",
 975 |     "\\mathbfit{p}": "𝒑",
 976 |     "\\mathbfit{q}": "𝒒",
 977 |     "\\mathbfit{r}": "𝒓",
 978 |     "\\mathbfit{s}": "𝒔",
 979 |     "\\mathbfit{t}": "𝒕",
 980 |     "\\mathbfit{u}": "𝒖",
 981 |     "\\mathbfit{v}": "𝒗",
 982 |     "\\mathbfit{w}": "𝒘",
 983 |     "\\mathbfit{x}": "𝒙",
 984 |     "\\mathbfit{y}": "𝒚",
 985 |     "\\mathbfit{z}": "𝒛",
 986 |     "\\mathbf{0}": "𝟎",
 987 |     "\\mathbf{1}": "𝟏",
 988 |     "\\mathbf{2}": "𝟐",
 989 |     "\\mathbf{3}": "𝟑",
 990 |     "\\mathbf{4}": "𝟒",
 991 |     "\\mathbf{5}": "𝟓",
 992 |     "\\mathbf{6}": "𝟔",
 993 |     "\\mathbf{7}": "𝟕",
 994 |     "\\mathbf{8}": "𝟖",
 995 |     "\\mathbf{9}": "𝟗",
 996 |     "\\mathbf{A}": "𝐀",
 997 |     "\\mathbf{B}": "𝐁",
 998 |     "\\mathbf{C}": "𝐂",
 999 |     "\\mathbf{D}": "𝐃",
1000 |     "\\mathbf{E}": "𝐄",
1001 |     "\\mathbf{F}": "𝐅",
1002 |     "\\mathbf{G}": "𝐆",
1003 |     "\\mathbf{H}": "𝐇",
1004 |     "\\mathbf{I}": "𝐈",
1005 |     "\\mathbf{J}": "𝐉",
1006 |     "\\mathbf{K}": "𝐊",
1007 |     "\\mathbf{L}": "𝐋",
1008 |     "\\mathbf{M}": "𝐌",
1009 |     "\\mathbf{N}": "𝐍",
1010 |     "\\mathbf{O}": "𝐎",
1011 |     "\\mathbf{P}": "𝐏",
1012 |     "\\mathbf{Q}": "𝐐",
1013 |     "\\mathbf{R}": "𝐑",
1014 |     "\\mathbf{S}": "𝐒",
1015 |     "\\mathbf{T}": "𝐓",
1016 |     "\\mathbf{U}": "𝐔",
1017 |     "\\mathbf{V}": "𝐕",
1018 |     "\\mathbf{W}": "𝐖",
1019 |     "\\mathbf{X}": "𝐗",
1020 |     "\\mathbf{Y}": "𝐘",
1021 |     "\\mathbf{Z}": "𝐙",
1022 |     "\\mathbf{\\Delta}": "𝚫",
1023 |     "\\mathbf{\\Gamma}": "𝚪",
1024 |     "\\mathbf{\\Lambda}": "𝚲",
1025 |     "\\mathbf{\\Omega}": "𝛀",
1026 |     "\\mathbf{\\Phi}": "𝚽",
1027 |     "\\mathbf{\\Pi}": "𝚷",
1028 |     "\\mathbf{\\Psi}": "𝚿",
1029 |     "\\mathbf{\\Sigma}": "𝚺",
1030 |     "\\mathbf{\\Theta}": "𝚯",
1031 |     "\\mathbf{\\Upsilon}": "𝚼",
1032 |     "\\mathbf{\\Xi}": "𝚵",
1033 |     "\\mathbf{\\alpha}": "𝛂",
1034 |     "\\mathbf{\\beta}": "𝛃",
1035 |     "\\mathbf{\\chi}": "𝛘",
1036 |     "\\mathbf{\\delta}": "𝛅",
1037 |     "\\mathbf{\\epsilon}": "𝛜",
1038 |     "\\mathbf{\\eta}": "𝛈",
1039 |     "\\mathbf{\\gamma}": "𝛄",
1040 |     "\\mathbf{\\iota}": "𝛊",
1041 |     "\\mathbf{\\kappa}": "𝛋",
1042 |     "\\mathbf{\\lambda}": "𝛌",
1043 |     "\\mathbf{\\mu}": "𝛍",
1044 |     "\\mathbf{\\nu}": "𝛎",
1045 |     "\\mathbf{\\omega}": "𝛚",
1046 |     "\\mathbf{\\phi}": "𝛟",
1047 |     "\\mathbf{\\pi}": "𝛑",
1048 |     "\\mathbf{\\psi}": "𝛙",
1049 |     "\\mathbf{\\rho}": "𝛒",
1050 |     "\\mathbf{\\sigma}": "𝛔",
1051 |     "\\mathbf{\\tau}": "𝛕",
1052 |     "\\mathbf{\\theta}": "𝛉",
1053 |     "\\mathbf{\\upsilon}": "𝛖",
1054 |     "\\mathbf{\\varepsilon}": "𝛆",
1055 |     "\\mathbf{\\varphi}": "𝛗",
1056 |     "\\mathbf{\\varpi}": "𝛡",
1057 |     "\\mathbf{\\varrho}": "𝛠",
1058 |     "\\mathbf{\\varsigma}": "𝛓",
1059 |     "\\mathbf{\\vartheta}": "𝛝",
1060 |     "\\mathbf{\\xi}": "𝛏",
1061 |     "\\mathbf{\\zeta}": "𝛇",
1062 |     "\\mathbf{a}": "𝐚",
1063 |     "\\mathbf{b}": "𝐛",
1064 |     "\\mathbf{c}": "𝐜",
1065 |     "\\mathbf{d}": "𝐝",
1066 |     "\\mathbf{e}": "𝐞",
1067 |     "\\mathbf{f}": "𝐟",
1068 |     "\\mathbf{g}": "𝐠",
1069 |     "\\mathbf{h}": "𝐡",
1070 |     "\\mathbf{i}": "𝐢",
1071 |     "\\mathbf{j}": "𝐣",
1072 |     "\\mathbf{k}": "𝐤",
1073 |     "\\mathbf{l}": "𝐥",
1074 |     "\\mathbf{m}": "𝐦",
1075 |     "\\mathbf{n}": "𝐧",
1076 |     "\\mathbf{o}": "𝐨",
1077 |     "\\mathbf{p}": "𝐩",
1078 |     "\\mathbf{q}": "𝐪",
1079 |     "\\mathbf{r}": "𝐫",
1080 |     "\\mathbf{s}": "𝐬",
1081 |     "\\mathbf{t}": "𝐭",
1082 |     "\\mathbf{u}": "𝐮",
1083 |     "\\mathbf{v}": "𝐯",
1084 |     "\\mathbf{w}": "𝐰",
1085 |     "\\mathbf{x}": "𝐱",
1086 |     "\\mathbf{y}": "𝐲",
1087 |     "\\mathbf{z}": "𝐳",
1088 |     "\\mathcal{A}": "𝒜",
1089 |     "\\mathcal{B}": "ℬ",
1090 |     "\\mathcal{C}": "𝒞",
1091 |     "\\mathcal{D}": "𝒟",
1092 |     "\\mathcal{E}": "ℰ",
1093 |     "\\mathcal{F}": "ℱ",
1094 |     "\\mathcal{G}": "𝒢",
1095 |     "\\mathcal{H}": "ℋ",
1096 |     "\\mathcal{I}": "ℐ",
1097 |     "\\mathcal{J}": "𝒥",
1098 |     "\\mathcal{K}": "𝒦",
1099 |     "\\mathcal{L}": "ℒ",
1100 |     "\\mathcal{M}": "ℳ",
1101 |     "\\mathcal{N}": "𝒩",
1102 |     "\\mathcal{O}": "𝒪",
1103 |     "\\mathcal{P}": "𝒫",
1104 |     "\\mathcal{Q}": "𝒬",
1105 |     "\\mathcal{R}": "ℛ",
1106 |     "\\mathcal{S}": "𝒮",
1107 |     "\\mathcal{T}": "𝒯",
1108 |     "\\mathcal{U}": "𝒰",
1109 |     "\\mathcal{V}": "𝒱",
1110 |     "\\mathcal{W}": "𝒲",
1111 |     "\\mathcal{X}": "𝒳",
1112 |     "\\mathcal{Y}": "𝒴",
1113 |     "\\mathcal{Z}": "𝒵",
1114 |     "\\mathcal{a}": "𝒶",
1115 |     "\\mathcal{b}": "𝒷",
1116 |     "\\mathcal{c}": "𝒸",
1117 |     "\\mathcal{d}": "𝒹",
1118 |     "\\mathcal{e}": "ℯ",
1119 |     "\\mathcal{f}": "𝒻",
1120 |     "\\mathcal{g}": "ℊ",
1121 |     "\\mathcal{h}": "𝒽",
1122 |     "\\mathcal{i}": "𝒾",
1123 |     "\\mathcal{j}": "𝒿",
1124 |     "\\mathcal{k}": "𝓀",
1125 |     "\\mathcal{l}": "𝓁",
1126 |     "\\mathcal{m}": "𝓂",
1127 |     "\\mathcal{n}": "𝓃",
1128 |     "\\mathcal{o}": "ℴ",
1129 |     "\\mathcal{p}": "𝓅",
1130 |     "\\mathcal{q}": "𝓆",
1131 |     "\\mathcal{r}": "𝓇",
1132 |     "\\mathcal{s}": "𝓈",
1133 |     "\\mathcal{t}": "𝓉",
1134 |     "\\mathcal{u}": "𝓊",
1135 |     "\\mathcal{v}": "𝓋",
1136 |     "\\mathcal{w}": "𝓌",
1137 |     "\\mathcal{x}": "𝓍",
1138 |     "\\mathcal{y}": "𝓎",
1139 |     "\\mathcal{z}": "𝓏",
1140 |     "\\mathfrak{A}": "𝔄",
1141 |     "\\mathfrak{B}": "𝔅",
1142 |     "\\mathfrak{C}": "ℭ",
1143 |     "\\mathfrak{D}": "𝔇",
1144 |     "\\mathfrak{E}": "𝔈",
1145 |     "\\mathfrak{F}": "𝔉",
1146 |     "\\mathfrak{G}": "𝔊",
1147 |     "\\mathfrak{H}": "ℌ",
1148 |     "\\mathfrak{J}": "𝔍",
1149 |     "\\mathfrak{K}": "𝔎",
1150 |     "\\mathfrak{L}": "𝔏",
1151 |     "\\mathfrak{M}": "𝔐",
1152 |     "\\mathfrak{N}": "𝔑",
1153 |     "\\mathfrak{O}": "𝔒",
1154 |     "\\mathfrak{P}": "𝔓",
1155 |     "\\mathfrak{Q}": "𝔔",
1156 |     "\\mathfrak{S}": "𝔖",
1157 |     "\\mathfrak{T}": "𝔗",
1158 |     "\\mathfrak{U}": "𝔘",
1159 |     "\\mathfrak{V}": "𝔙",
1160 |     "\\mathfrak{W}": "𝔚",
1161 |     "\\mathfrak{X}": "𝔛",
1162 |     "\\mathfrak{Y}": "𝔜",
1163 |     "\\mathfrak{Z}": "ℨ",
1164 |     "\\mathfrak{a}": "𝔞",
1165 |     "\\mathfrak{b}": "𝔟",
1166 |     "\\mathfrak{c}": "𝔠",
1167 |     "\\mathfrak{d}": "𝔡",
1168 |     "\\mathfrak{e}": "𝔢",
1169 |     "\\mathfrak{f}": "𝔣",
1170 |     "\\mathfrak{g}": "𝔤",
1171 |     "\\mathfrak{h}": "𝔥",
1172 |     "\\mathfrak{i}": "𝔦",
1173 |     "\\mathfrak{j}": "𝔧",
1174 |     "\\mathfrak{k}": "𝔨",
1175 |     "\\mathfrak{l}": "𝔩",
1176 |     "\\mathfrak{m}": "𝔪",
1177 |     "\\mathfrak{n}": "𝔫",
1178 |     "\\mathfrak{o}": "𝔬",
1179 |     "\\mathfrak{p}": "𝔭",
1180 |     "\\mathfrak{q}": "𝔮",
1181 |     "\\mathfrak{r}": "𝔯",
1182 |     "\\mathfrak{s}": "𝔰",
1183 |     "\\mathfrak{t}": "𝔱",
1184 |     "\\mathfrak{u}": "𝔲",
1185 |     "\\mathfrak{v}": "𝔳",
1186 |     "\\mathfrak{w}": "𝔴",
1187 |     "\\mathfrak{x}": "𝔵",
1188 |     "\\mathfrak{y}": "𝔶",
1189 |     "\\mathfrak{z}": "𝔷",
1190 |     "\\mathring": "̊",
1191 |     "\\mathsfbfit{A}": "𝘼",
1192 |     "\\mathsfbfit{B}": "𝘽",
1193 |     "\\mathsfbfit{C}": "𝘾",
1194 |     "\\mathsfbfit{D}": "𝘿",
1195 |     "\\mathsfbfit{E}": "𝙀",
1196 |     "\\mathsfbfit{F}": "𝙁",
1197 |     "\\mathsfbfit{G}": "𝙂",
1198 |     "\\mathsfbfit{H}": "𝙃",
1199 |     "\\mathsfbfit{I}": "𝙄",
1200 |     "\\mathsfbfit{J}": "𝙅",
1201 |     "\\mathsfbfit{K}": "𝙆",
1202 |     "\\mathsfbfit{L}": "𝙇",
1203 |     "\\mathsfbfit{M}": "𝙈",
1204 |     "\\mathsfbfit{N}": "𝙉",
1205 |     "\\mathsfbfit{O}": "𝙊",
1206 |     "\\mathsfbfit{P}": "𝙋",
1207 |     "\\mathsfbfit{Q}": "𝙌",
1208 |     "\\mathsfbfit{R}": "𝙍",
1209 |     "\\mathsfbfit{S}": "𝙎",
1210 |     "\\mathsfbfit{T}": "𝙏",
1211 |     "\\mathsfbfit{U}": "𝙐",
1212 |     "\\mathsfbfit{V}": "𝙑",
1213 |     "\\mathsfbfit{W}": "𝙒",
1214 |     "\\mathsfbfit{X}": "𝙓",
1215 |     "\\mathsfbfit{Y}": "𝙔",
1216 |     "\\mathsfbfit{Z}": "𝙕",
1217 |     "\\mathsfbfit{\\Delta}": "𝞓",
1218 |     "\\mathsfbfit{\\Gamma}": "𝞒",
1219 |     "\\mathsfbfit{\\Lambda}": "𝞚",
1220 |     "\\mathsfbfit{\\Omega}": "𝞨",
1221 |     "\\mathsfbfit{\\Phi}": "𝞥",
1222 |     "\\mathsfbfit{\\Pi}": "𝞟",
1223 |     "\\mathsfbfit{\\Psi}": "𝞧",
1224 |     "\\mathsfbfit{\\Sigma}": "𝞢",
1225 |     "\\mathsfbfit{\\Theta}": "𝞗",
1226 |     "\\mathsfbfit{\\Upsilon}": "𝞤",
1227 |     "\\mathsfbfit{\\Xi}": "𝞝",
1228 |     "\\mathsfbfit{\\alpha}": "𝞪",
1229 |     "\\mathsfbfit{\\beta}": "𝞫",
1230 |     "\\mathsfbfit{\\chi}": "𝟀",
1231 |     "\\mathsfbfit{\\delta}": "𝞭",
1232 |     "\\mathsfbfit{\\epsilon}": "𝟄",
1233 |     "\\mathsfbfit{\\eta}": "𝞰",
1234 |     "\\mathsfbfit{\\gamma}": "𝞬",
1235 |     "\\mathsfbfit{\\iota}": "𝞲",
1236 |     "\\mathsfbfit{\\kappa}": "𝞳",
1237 |     "\\mathsfbfit{\\lambda}": "𝞴",
1238 |     "\\mathsfbfit{\\mu}": "𝞵",
1239 |     "\\mathsfbfit{\\nu}": "𝞶",
1240 |     "\\mathsfbfit{\\omega}": "𝟂",
1241 |     "\\mathsfbfit{\\phi}": "𝟇",
1242 |     "\\mathsfbfit{\\pi}": "𝞹",
1243 |     "\\mathsfbfit{\\psi}": "𝟁",
1244 |     "\\mathsfbfit{\\rho}": "𝞺",
1245 |     "\\mathsfbfit{\\sigma}": "𝞼",
1246 |     "\\mathsfbfit{\\tau}": "𝞽",
1247 |     "\\mathsfbfit{\\theta}": "𝞱",
1248 |     "\\mathsfbfit{\\upsilon}": "𝞾",
1249 |     "\\mathsfbfit{\\varepsilon}": "𝞮",
1250 |     "\\mathsfbfit{\\varphi}": "𝞿",
1251 |     "\\mathsfbfit{\\varpi}": "𝟉",
1252 |     "\\mathsfbfit{\\varrho}": "𝟈",
1253 |     "\\mathsfbfit{\\varsigma}": "𝞻",
1254 |     "\\mathsfbfit{\\vartheta}": "𝟅",
1255 |     "\\mathsfbfit{\\xi}": "𝞷",
1256 |     "\\mathsfbfit{\\zeta}": "𝞯",
1257 |     "\\mathsfbfit{a}": "𝙖",
1258 |     "\\mathsfbfit{b}": "𝙗",
1259 |     "\\mathsfbfit{c}": "𝙘",
1260 |     "\\mathsfbfit{d}": "𝙙",
1261 |     "\\mathsfbfit{e}": "𝙚",
1262 |     "\\mathsfbfit{f}": "𝙛",
1263 |     "\\mathsfbfit{g}": "𝙜",
1264 |     "\\mathsfbfit{h}": "𝙝",
1265 |     "\\mathsfbfit{i}": "𝙞",
1266 |     "\\mathsfbfit{j}": "𝙟",
1267 |     "\\mathsfbfit{k}": "𝙠",
1268 |     "\\mathsfbfit{l}": "𝙡",
1269 |     "\\mathsfbfit{m}": "𝙢",
1270 |     "\\mathsfbfit{n}": "𝙣",
1271 |     "\\mathsfbfit{o}": "𝙤",
1272 |     "\\mathsfbfit{p}": "𝙥",
1273 |     "\\mathsfbfit{q}": "𝙦",
1274 |     "\\mathsfbfit{r}": "𝙧",
1275 |     "\\mathsfbfit{s}": "𝙨",
1276 |     "\\mathsfbfit{t}": "𝙩",
1277 |     "\\mathsfbfit{u}": "𝙪",
1278 |     "\\mathsfbfit{v}": "𝙫",
1279 |     "\\mathsfbfit{w}": "𝙬",
1280 |     "\\mathsfbfit{x}": "𝙭",
1281 |     "\\mathsfbfit{y}": "𝙮",
1282 |     "\\mathsfbfit{z}": "𝙯",
1283 |     "\\mathsfbf{0}": "𝟬",
1284 |     "\\mathsfbf{1}": "𝟭",
1285 |     "\\mathsfbf{2}": "𝟮",
1286 |     "\\mathsfbf{3}": "𝟯",
1287 |     "\\mathsfbf{4}": "𝟰",
1288 |     "\\mathsfbf{5}": "𝟱",
1289 |     "\\mathsfbf{6}": "𝟲",
1290 |     "\\mathsfbf{7}": "𝟳",
1291 |     "\\mathsfbf{8}": "𝟴",
1292 |     "\\mathsfbf{9}": "𝟵",
1293 |     "\\mathsfbf{A}": "𝗔",
1294 |     "\\mathsfbf{B}": "𝗕",
1295 |     "\\mathsfbf{C}": "𝗖",
1296 |     "\\mathsfbf{D}": "𝗗",
1297 |     "\\mathsfbf{E}": "𝗘",
1298 |     "\\mathsfbf{F}": "𝗙",
1299 |     "\\mathsfbf{G}": "𝗚",
1300 |     "\\mathsfbf{H}": "𝗛",
1301 |     "\\mathsfbf{I}": "𝗜",
1302 |     "\\mathsfbf{J}": "𝗝",
1303 |     "\\mathsfbf{K}": "𝗞",
1304 |     "\\mathsfbf{L}": "𝗟",
1305 |     "\\mathsfbf{M}": "𝗠",
1306 |     "\\mathsfbf{N}": "𝗡",
1307 |     "\\mathsfbf{O}": "𝗢",
1308 |     "\\mathsfbf{P}": "𝗣",
1309 |     "\\mathsfbf{Q}": "𝗤",
1310 |     "\\mathsfbf{R}": "𝗥",
1311 |     "\\mathsfbf{S}": "𝗦",
1312 |     "\\mathsfbf{T}": "𝗧",
1313 |     "\\mathsfbf{U}": "𝗨",
1314 |     "\\mathsfbf{V}": "𝗩",
1315 |     "\\mathsfbf{W}": "𝗪",
1316 |     "\\mathsfbf{X}": "𝗫",
1317 |     "\\mathsfbf{Y}": "𝗬",
1318 |     "\\mathsfbf{Z}": "𝗭",
1319 |     "\\mathsfbf{\\Delta}": "𝝙",
1320 |     "\\mathsfbf{\\Gamma}": "𝝘",
1321 |     "\\mathsfbf{\\Lambda}": "𝝠",
1322 |     "\\mathsfbf{\\Omega}": "𝝮",
1323 |     "\\mathsfbf{\\Phi}": "𝝫",
1324 |     "\\mathsfbf{\\Pi}": "𝝥",
1325 |     "\\mathsfbf{\\Psi}": "𝝭",
1326 |     "\\mathsfbf{\\Sigma}": "𝝨",
1327 |     "\\mathsfbf{\\Theta}": "𝝝",
1328 |     "\\mathsfbf{\\Upsilon}": "𝝪",
1329 |     "\\mathsfbf{\\Xi}": "𝝣",
1330 |     "\\mathsfbf{\\alpha}": "𝝰",
1331 |     "\\mathsfbf{\\beta}": "𝝱",
1332 |     "\\mathsfbf{\\chi}": "𝞆",
1333 |     "\\mathsfbf{\\delta}": "𝝳",
1334 |     "\\mathsfbf{\\epsilon}": "𝞊",
1335 |     "\\mathsfbf{\\eta}": "𝝶",
1336 |     "\\mathsfbf{\\gamma}": "𝝲",
1337 |     "\\mathsfbf{\\iota}": "𝝸",
1338 |     "\\mathsfbf{\\kappa}": "𝝹",
1339 |     "\\mathsfbf{\\lambda}": "𝝺",
1340 |     "\\mathsfbf{\\mu}": "𝝻",
1341 |     "\\mathsfbf{\\nu}": "𝝼",
1342 |     "\\mathsfbf{\\omega}": "𝞈",
1343 |     "\\mathsfbf{\\phi}": "𝞍",
1344 |     "\\mathsfbf{\\pi}": "𝝿",
1345 |     "\\mathsfbf{\\psi}": "𝞇",
1346 |     "\\mathsfbf{\\rho}": "𝞀",
1347 |     "\\mathsfbf{\\sigma}": "𝞂",
1348 |     "\\mathsfbf{\\tau}": "𝞃",
1349 |     "\\mathsfbf{\\theta}": "𝝷",
1350 |     "\\mathsfbf{\\upsilon}": "𝞄",
1351 |     "\\mathsfbf{\\varepsilon}": "𝝴",
1352 |     "\\mathsfbf{\\varphi}": "𝞅",
1353 |     "\\mathsfbf{\\varpi}": "𝞏",
1354 |     "\\mathsfbf{\\varrho}": "𝞎",
1355 |     "\\mathsfbf{\\varsigma}": "𝞁",
1356 |     "\\mathsfbf{\\vartheta}": "𝞋",
1357 |     "\\mathsfbf{\\xi}": "𝝽",
1358 |     "\\mathsfbf{\\zeta}": "𝝵",
1359 |     "\\mathsfbf{a}": "𝗮",
1360 |     "\\mathsfbf{b}": "𝗯",
1361 |     "\\mathsfbf{c}": "𝗰",
1362 |     "\\mathsfbf{d}": "𝗱",
1363 |     "\\mathsfbf{e}": "𝗲",
1364 |     "\\mathsfbf{f}": "𝗳",
1365 |     "\\mathsfbf{g}": "𝗴",
1366 |     "\\mathsfbf{h}": "𝗵",
1367 |     "\\mathsfbf{i}": "𝗶",
1368 |     "\\mathsfbf{j}": "𝗷",
1369 |     "\\mathsfbf{k}": "𝗸",
1370 |     "\\mathsfbf{l}": "𝗹",
1371 |     "\\mathsfbf{m}": "𝗺",
1372 |     "\\mathsfbf{n}": "𝗻",
1373 |     "\\mathsfbf{o}": "𝗼",
1374 |     "\\mathsfbf{p}": "𝗽",
1375 |     "\\mathsfbf{q}": "𝗾",
1376 |     "\\mathsfbf{r}": "𝗿",
1377 |     "\\mathsfbf{s}": "𝘀",
1378 |     "\\mathsfbf{t}": "𝘁",
1379 |     "\\mathsfbf{u}": "𝘂",
1380 |     "\\mathsfbf{v}": "𝘃",
1381 |     "\\mathsfbf{w}": "𝘄",
1382 |     "\\mathsfbf{x}": "𝘅",
1383 |     "\\mathsfbf{y}": "𝘆",
1384 |     "\\mathsfbf{z}": "𝘇",
1385 |     "\\mathsfit{A}": "𝘈",
1386 |     "\\mathsfit{B}": "𝘉",
1387 |     "\\mathsfit{C}": "𝘊",
1388 |     "\\mathsfit{D}": "𝘋",
1389 |     "\\mathsfit{E}": "𝘌",
1390 |     "\\mathsfit{F}": "𝘍",
1391 |     "\\mathsfit{G}": "𝘎",
1392 |     "\\mathsfit{H}": "𝘏",
1393 |     "\\mathsfit{I}": "𝘐",
1394 |     "\\mathsfit{J}": "𝘑",
1395 |     "\\mathsfit{K}": "𝘒",
1396 |     "\\mathsfit{L}": "𝘓",
1397 |     "\\mathsfit{M}": "𝘔",
1398 |     "\\mathsfit{N}": "𝘕",
1399 |     "\\mathsfit{O}": "𝘖",
1400 |     "\\mathsfit{P}": "𝘗",
1401 |     "\\mathsfit{Q}": "𝘘",
1402 |     "\\mathsfit{R}": "𝘙",
1403 |     "\\mathsfit{S}": "𝘚",
1404 |     "\\mathsfit{T}": "𝘛",
1405 |     "\\mathsfit{U}": "𝘜",
1406 |     "\\mathsfit{V}": "𝘝",
1407 |     "\\mathsfit{W}": "𝘞",
1408 |     "\\mathsfit{X}": "𝘟",
1409 |     "\\mathsfit{Y}": "𝘠",
1410 |     "\\mathsfit{Z}": "𝘡",
1411 |     "\\mathsfit{a}": "𝘢",
1412 |     "\\mathsfit{b}": "𝘣",
1413 |     "\\mathsfit{c}": "𝘤",
1414 |     "\\mathsfit{d}": "𝘥",
1415 |     "\\mathsfit{e}": "𝘦",
1416 |     "\\mathsfit{f}": "𝘧",
1417 |     "\\mathsfit{g}": "𝘨",
1418 |     "\\mathsfit{h}": "𝘩",
1419 |     "\\mathsfit{i}": "𝘪",
1420 |     "\\mathsfit{j}": "𝘫",
1421 |     "\\mathsfit{k}": "𝘬",
1422 |     "\\mathsfit{l}": "𝘭",
1423 |     "\\mathsfit{m}": "𝘮",
1424 |     "\\mathsfit{n}": "𝘯",
1425 |     "\\mathsfit{o}": "𝘰",
1426 |     "\\mathsfit{p}": "𝘱",
1427 |     "\\mathsfit{q}": "𝘲",
1428 |     "\\mathsfit{r}": "𝘳",
1429 |     "\\mathsfit{s}": "𝘴",
1430 |     "\\mathsfit{t}": "𝘵",
1431 |     "\\mathsfit{u}": "𝘶",
1432 |     "\\mathsfit{v}": "𝘷",
1433 |     "\\mathsfit{w}": "𝘸",
1434 |     "\\mathsfit{x}": "𝘹",
1435 |     "\\mathsfit{y}": "𝘺",
1436 |     "\\mathsfit{z}": "𝘻",
1437 |     "\\mathsf{0}": "𝟢",
1438 |     "\\mathsf{1}": "𝟣",
1439 |     "\\mathsf{2}": "𝟤",
1440 |     "\\mathsf{3}": "𝟥",
1441 |     "\\mathsf{4}": "𝟦",
1442 |     "\\mathsf{5}": "𝟧",
1443 |     "\\mathsf{6}": "𝟨",
1444 |     "\\mathsf{7}": "𝟩",
1445 |     "\\mathsf{8}": "𝟪",
1446 |     "\\mathsf{9}": "𝟫",
1447 |     "\\mathsf{A}": "𝖠",
1448 |     "\\mathsf{B}": "𝖡",
1449 |     "\\mathsf{C}": "𝖢",
1450 |     "\\mathsf{D}": "𝖣",
1451 |     "\\mathsf{E}": "𝖤",
1452 |     "\\mathsf{F}": "𝖥",
1453 |     "\\mathsf{G}": "𝖦",
1454 |     "\\mathsf{H}": "𝖧",
1455 |     "\\mathsf{I}": "𝖨",
1456 |     "\\mathsf{J}": "𝖩",
1457 |     "\\mathsf{K}": "𝖪",
1458 |     "\\mathsf{L}": "𝖫",
1459 |     "\\mathsf{M}": "𝖬",
1460 |     "\\mathsf{N}": "𝖭",
1461 |     "\\mathsf{O}": "𝖮",
1462 |     "\\mathsf{P}": "𝖯",
1463 |     "\\mathsf{Q}": "𝖰",
1464 |     "\\mathsf{R}": "𝖱",
1465 |     "\\mathsf{S}": "𝖲",
1466 |     "\\mathsf{T}": "𝖳",
1467 |     "\\mathsf{U}": "𝖴",
1468 |     "\\mathsf{V}": "𝖵",
1469 |     "\\mathsf{W}": "𝖶",
1470 |     "\\mathsf{X}": "𝖷",
1471 |     "\\mathsf{Y}": "𝖸",
1472 |     "\\mathsf{Z}": "𝖹",
1473 |     "\\mathsf{a}": "𝖺",
1474 |     "\\mathsf{b}": "𝖻",
1475 |     "\\mathsf{c}": "𝖼",
1476 |     "\\mathsf{d}": "𝖽",
1477 |     "\\mathsf{e}": "𝖾",
1478 |     "\\mathsf{f}": "𝖿",
1479 |     "\\mathsf{g}": "𝗀",
1480 |     "\\mathsf{h}": "𝗁",
1481 |     "\\mathsf{i}": "𝗂",
1482 |     "\\mathsf{j}": "𝗃",
1483 |     "\\mathsf{k}": "𝗄",
1484 |     "\\mathsf{l}": "𝗅",
1485 |     "\\mathsf{m}": "𝗆",
1486 |     "\\mathsf{n}": "𝗇",
1487 |     "\\mathsf{o}": "𝗈",
1488 |     "\\mathsf{p}": "𝗉",
1489 |     "\\mathsf{q}": "𝗊",
1490 |     "\\mathsf{r}": "𝗋",
1491 |     "\\mathsf{s}": "𝗌",
1492 |     "\\mathsf{t}": "𝗍",
1493 |     "\\mathsf{u}": "𝗎",
1494 |     "\\mathsf{v}": "𝗏",
1495 |     "\\mathsf{w}": "𝗐",
1496 |     "\\mathsf{x}": "𝗑",
1497 |     "\\mathsf{y}": "𝗒",
1498 |     "\\mathsf{z}": "𝗓",
1499 |     "\\mathtt{0}": "𝟶",
1500 |     "\\mathtt{1}": "𝟷",
1501 |     "\\mathtt{2}": "𝟸",
1502 |     "\\mathtt{3}": "𝟹",
1503 |     "\\mathtt{4}": "𝟺",
1504 |     "\\mathtt{5}": "𝟻",
1505 |     "\\mathtt{6}": "𝟼",
1506 |     "\\mathtt{7}": "𝟽",
1507 |     "\\mathtt{8}": "𝟾",
1508 |     "\\mathtt{9}": "𝟿",
1509 |     "\\mathtt{A}": "𝙰",
1510 |     "\\mathtt{B}": "𝙱",
1511 |     "\\mathtt{C}": "𝙲",
1512 |     "\\mathtt{D}": "𝙳",
1513 |     "\\mathtt{E}": "𝙴",
1514 |     "\\mathtt{F}": "𝙵",
1515 |     "\\mathtt{G}": "𝙶",
1516 |     "\\mathtt{H}": "𝙷",
1517 |     "\\mathtt{I}": "𝙸",
1518 |     "\\mathtt{J}": "𝙹",
1519 |     "\\mathtt{K}": "𝙺",
1520 |     "\\mathtt{L}": "𝙻",
1521 |     "\\mathtt{M}": "𝙼",
1522 |     "\\mathtt{N}": "𝙽",
1523 |     "\\mathtt{O}": "𝙾",
1524 |     "\\mathtt{P}": "𝙿",
1525 |     "\\mathtt{Q}": "𝚀",
1526 |     "\\mathtt{R}": "𝚁",
1527 |     "\\mathtt{S}": "𝚂",
1528 |     "\\mathtt{T}": "𝚃",
1529 |     "\\mathtt{U}": "𝚄",
1530 |     "\\mathtt{V}": "𝚅",
1531 |     "\\mathtt{W}": "𝚆",
1532 |     "\\mathtt{X}": "𝚇",
1533 |     "\\mathtt{Y}": "𝚈",
1534 |     "\\mathtt{Z}": "𝚉",
1535 |     "\\mathtt{a}": "𝚊",
1536 |     "\\mathtt{b}": "𝚋",
1537 |     "\\mathtt{c}": "𝚌",
1538 |     "\\mathtt{d}": "𝚍",
1539 |     "\\mathtt{e}": "𝚎",
1540 |     "\\mathtt{f}": "𝚏",
1541 |     "\\mathtt{g}": "𝚐",
1542 |     "\\mathtt{h}": "𝚑",
1543 |     "\\mathtt{i}": "𝚒",
1544 |     "\\mathtt{j}": "𝚓",
1545 |     "\\mathtt{k}": "𝚔",
1546 |     "\\mathtt{l}": "𝚕",
1547 |     "\\mathtt{m}": "𝚖",
1548 |     "\\mathtt{n}": "𝚗",
1549 |     "\\mathtt{o}": "𝚘",
1550 |     "\\mathtt{p}": "𝚙",
1551 |     "\\mathtt{q}": "𝚚",
1552 |     "\\mathtt{r}": "𝚛",
1553 |     "\\mathtt{s}": "𝚜",
1554 |     "\\mathtt{t}": "𝚝",
1555 |     "\\mathtt{u}": "𝚞",
1556 |     "\\mathtt{v}": "𝚟",
1557 |     "\\mathtt{w}": "𝚠",
1558 |     "\\mathtt{x}": "𝚡",
1559 |     "\\mathtt{y}": "𝚢",
1560 |     "\\mathtt{z}": "𝚣",
1561 |     "\\mbfAlpha": "𝚨",
1562 |     "\\mbfBeta": "𝚩",
1563 |     "\\mbfChi": "𝚾",
1564 |     "\\mbfDigamma": "𝟊",
1565 |     "\\mbfEpsilon": "𝚬",
1566 |     "\\mbfEta": "𝚮",
1567 |     "\\mbfIota": "𝚰",
1568 |     "\\mbfKappa": "𝚱",
1569 |     "\\mbfMu": "𝚳",
1570 |     "\\mbfNu": "𝚴",
1571 |     "\\mbfOmicron": "𝚶",
1572 |     "\\mbfRho": "𝚸",
1573 |     "\\mbfTau": "𝚻",
1574 |     "\\mbfZeta": "𝚭",
1575 |     "\\mbfdigamma": "𝟋",
1576 |     "\\mbffrakA": "𝕬",
1577 |     "\\mbffrakB": "𝕭",
1578 |     "\\mbffrakC": "𝕮",
1579 |     "\\mbffrakD": "𝕯",
1580 |     "\\mbffrakE": "𝕰",
1581 |     "\\mbffrakF": "𝕱",
1582 |     "\\mbffrakG": "𝕲",
1583 |     "\\mbffrakH": "𝕳",
1584 |     "\\mbffrakI": "𝕴",
1585 |     "\\mbffrakJ": "𝕵",
1586 |     "\\mbffrakK": "𝕶",
1587 |     "\\mbffrakL": "𝕷",
1588 |     "\\mbffrakM": "𝕸",
1589 |     "\\mbffrakN": "𝕹",
1590 |     "\\mbffrakO": "𝕺",
1591 |     "\\mbffrakP": "𝕻",
1592 |     "\\mbffrakQ": "𝕼",
1593 |     "\\mbffrakR": "𝕽",
1594 |     "\\mbffrakS": "𝕾",
1595 |     "\\mbffrakT": "𝕿",
1596 |     "\\mbffrakU": "𝖀",
1597 |     "\\mbffrakV": "𝖁",
1598 |     "\\mbffrakW": "𝖂",
1599 |     "\\mbffrakX": "𝖃",
1600 |     "\\mbffrakY": "𝖄",
1601 |     "\\mbffrakZ": "𝖅",
1602 |     "\\mbffraka": "𝖆",
1603 |     "\\mbffrakb": "𝖇",
1604 |     "\\mbffrakc": "𝖈",
1605 |     "\\mbffrakd": "𝖉",
1606 |     "\\mbffrake": "𝖊",
1607 |     "\\mbffrakf": "𝖋",
1608 |     "\\mbffrakg": "𝖌",
1609 |     "\\mbffrakh": "𝖍",
1610 |     "\\mbffraki": "𝖎",
1611 |     "\\mbffrakj": "𝖏",
1612 |     "\\mbffrakk": "𝖐",
1613 |     "\\mbffrakl": "𝖑",
1614 |     "\\mbffrakm": "𝖒",
1615 |     "\\mbffrakn": "𝖓",
1616 |     "\\mbffrako": "𝖔",
1617 |     "\\mbffrakp": "𝖕",
1618 |     "\\mbffrakq": "𝖖",
1619 |     "\\mbffrakr": "𝖗",
1620 |     "\\mbffraks": "𝖘",
1621 |     "\\mbffrakt": "𝖙",
1622 |     "\\mbffraku": "𝖚",
1623 |     "\\mbffrakv": "𝖛",
1624 |     "\\mbffrakw": "𝖜",
1625 |     "\\mbffrakx": "𝖝",
1626 |     "\\mbffraky": "𝖞",
1627 |     "\\mbffrakz": "𝖟",
1628 |     "\\mbfitAlpha": "𝜜",
1629 |     "\\mbfitBeta": "𝜝",
1630 |     "\\mbfitChi": "𝜲",
1631 |     "\\mbfitEpsilon": "𝜠",
1632 |     "\\mbfitEta": "𝜢",
1633 |     "\\mbfitIota": "𝜤",
1634 |     "\\mbfitKappa": "𝜥",
1635 |     "\\mbfitMu": "𝜧",
1636 |     "\\mbfitNu": "𝜨",
1637 |     "\\mbfitOmicron": "𝜪",
1638 |     "\\mbfitRho": "𝜬",
1639 |     "\\mbfitTau": "𝜯",
1640 |     "\\mbfitZeta": "𝜡",
1641 |     "\\mbfitnabla": "𝜵",
1642 |     "\\mbfitomicron": "𝝄",
1643 |     "\\mbfitpartial": "𝝏",
1644 |     "\\mbfitsansAlpha": "𝞐",
1645 |     "\\mbfitsansBeta": "𝞑",
1646 |     "\\mbfitsansChi": "𝞦",
1647 |     "\\mbfitsansEpsilon": "𝞔",
1648 |     "\\mbfitsansEta": "𝞖",
1649 |     "\\mbfitsansIota": "𝞘",
1650 |     "\\mbfitsansKappa": "𝞙",
1651 |     "\\mbfitsansMu": "𝞛",
1652 |     "\\mbfitsansNu": "𝞜",
1653 |     "\\mbfitsansOmicron": "𝞞",
1654 |     "\\mbfitsansRho": "𝞠",
1655 |     "\\mbfitsansTau": "𝞣",
1656 |     "\\mbfitsansZeta": "𝞕",
1657 |     "\\mbfitsansnabla": "𝞩",
1658 |     "\\mbfitsansomicron": "𝞸",
1659 |     "\\mbfitsanspartial": "𝟃",
1660 |     "\\mbfitsansvarTheta": "𝞡",
1661 |     "\\mbfitsansvarkappa": "𝟆",
1662 |     "\\mbfitvarTheta": "𝜭",
1663 |     "\\mbfitvarkappa": "𝝒",
1664 |     "\\mbfnabla": "𝛁",
1665 |     "\\mbfomicron": "𝛐",
1666 |     "\\mbfpartial": "𝛛",
1667 |     "\\mbfsansAlpha": "𝝖",
1668 |     "\\mbfsansBeta": "𝝗",
1669 |     "\\mbfsansChi": "𝝬",
1670 |     "\\mbfsansEpsilon": "𝝚",
1671 |     "\\mbfsansEta": "𝝜",
1672 |     "\\mbfsansIota": "𝝞",
1673 |     "\\mbfsansKappa": "𝝟",
1674 |     "\\mbfsansMu": "𝝡",
1675 |     "\\mbfsansNu": "𝝢",
1676 |     "\\mbfsansOmicron": "𝝤",
1677 |     "\\mbfsansRho": "𝝦",
1678 |     "\\mbfsansTau": "𝝩",
1679 |     "\\mbfsansZeta": "𝝛",
1680 |     "\\mbfsansnabla": "𝝯",
1681 |     "\\mbfsansomicron": "𝝾",
1682 |     "\\mbfsanspartial": "𝞉",
1683 |     "\\mbfsansvarTheta": "𝝧",
1684 |     "\\mbfsansvarkappa": "𝞌",
1685 |     "\\mbfscrA": "𝓐",
1686 |     "\\mbfscrB": "𝓑",
1687 |     "\\mbfscrC": "𝓒",
1688 |     "\\mbfscrD": "𝓓",
1689 |     "\\mbfscrE": "𝓔",
1690 |     "\\mbfscrF": "𝓕",
1691 |     "\\mbfscrG": "𝓖",
1692 |     "\\mbfscrH": "𝓗",
1693 |     "\\mbfscrI": "𝓘",
1694 |     "\\mbfscrJ": "𝓙",
1695 |     "\\mbfscrK": "𝓚",
1696 |     "\\mbfscrL": "𝓛",
1697 |     "\\mbfscrM": "𝓜",
1698 |     "\\mbfscrN": "𝓝",
1699 |     "\\mbfscrO": "𝓞",
1700 |     "\\mbfscrP": "𝓟",
1701 |     "\\mbfscrQ": "𝓠",
1702 |     "\\mbfscrR": "𝓡",
1703 |     "\\mbfscrS": "𝓢",
1704 |     "\\mbfscrT": "𝓣",
1705 |     "\\mbfscrU": "𝓤",
1706 |     "\\mbfscrV": "𝓥",
1707 |     "\\mbfscrW": "𝓦",
1708 |     "\\mbfscrX": "𝓧",
1709 |     "\\mbfscrY": "𝓨",
1710 |     "\\mbfscrZ": "𝓩",
1711 |     "\\mbfscra": "𝓪",
1712 |     "\\mbfscrb": "𝓫",
1713 |     "\\mbfscrc": "𝓬",
1714 |     "\\mbfscrd": "𝓭",
1715 |     "\\mbfscre": "𝓮",
1716 |     "\\mbfscrf": "𝓯",
1717 |     "\\mbfscrg": "𝓰",
1718 |     "\\mbfscrh": "𝓱",
1719 |     "\\mbfscri": "𝓲",
1720 |     "\\mbfscrj": "𝓳",
1721 |     "\\mbfscrk": "𝓴",
1722 |     "\\mbfscrl": "𝓵",
1723 |     "\\mbfscrm": "𝓶",
1724 |     "\\mbfscrn": "𝓷",
1725 |     "\\mbfscro": "𝓸",
1726 |     "\\mbfscrp": "𝓹",
1727 |     "\\mbfscrq": "𝓺",
1728 |     "\\mbfscrr": "𝓻",
1729 |     "\\mbfscrs": "𝓼",
1730 |     "\\mbfscrt": "𝓽",
1731 |     "\\mbfscru": "𝓾",
1732 |     "\\mbfscrv": "𝓿",
1733 |     "\\mbfscrw": "𝔀",
1734 |     "\\mbfscrx": "𝔁",
1735 |     "\\mbfscry": "𝔂",
1736 |     "\\mbfscrz": "𝔃",
1737 |     "\\mbfvarTheta": "𝚹",
1738 |     "\\mbfvarkappa": "𝛞",
1739 |     "\\mdblkdiamond": "⬥",
1740 |     "\\mdblklozenge": "⬧",
1741 |     "\\mdlgblksquare": "■",
1742 |     "\\mdlgwhtsquare": "□",
1743 |     "\\mdsmblksquare": "◾",
1744 |     "\\mdsmwhtcircle": "⚬",
1745 |     "\\mdsmwhtsquare": "◽",
1746 |     "\\mdwhtdiamond": "⬦",
1747 |     "\\mdwhtlozenge": "⬨",
1748 |     "\\measangledltosw": "⦯",
1749 |     "\\measangledrtose": "⦮",
1750 |     "\\measangleldtosw": "⦫",
1751 |     "\\measanglelutonw": "⦩",
1752 |     "\\measanglerdtose": "⦪",
1753 |     "\\measanglerutone": "⦨",
1754 |     "\\measangleultonw": "⦭",
1755 |     "\\measangleurtone": "⦬",
1756 |     "\\measeq": "≞",
1757 |     "\\measuredangle": "∡",
1758 |     "\\measuredangleleft": "⦛",
1759 |     "\\measuredrightangle": "⊾",
1760 |     "\\medblackstar": "⭑",
1761 |     "\\medbullet": "⚫",
1762 |     "\\medcirc": "⚪",
1763 |     "\\medwhitestar": "⭐",
1764 |     "\\mercury": "☿",
1765 |     "\\mho": "℧",
1766 |     "\\mid": "∣",
1767 |     "\\midbarvee": "⩝",
1768 |     "\\midbarwedge": "⩜",
1769 |     "\\midcir": "⫰",
1770 |     "\\minusdot": "⨪",
1771 |     "\\minusfdots": "⨫",
1772 |     "\\minusrdots": "⨬",
1773 |     "\\mitAlpha": "𝛢",
1774 |     "\\mitBeta": "𝛣",
1775 |     "\\mitChi": "𝛸",
1776 |     "\\mitEpsilon": "𝛦",
1777 |     "\\mitEta": "𝛨",
1778 |     "\\mitIota": "𝛪",
1779 |     "\\mitKappa": "𝛫",
1780 |     "\\mitMu": "𝛭",
1781 |     "\\mitNu": "𝛮",
1782 |     "\\mitOmicron": "𝛰",
1783 |     "\\mitRho": "𝛲",
1784 |     "\\mitTau": "𝛵",
1785 |     "\\mitZeta": "𝛧",
1786 |     "\\mitnabla": "𝛻",
1787 |     "\\mitomicron": "𝜊",
1788 |     "\\mitvarTheta": "𝛳",
1789 |     "\\mlcp": "⫛",
1790 |     "\\models": "⊧",
1791 |     "\\modtwosum": "⨊",
1792 |     "\\mp": "∓",
1793 |     "\\mu": "𝜇",
1794 |     "\\multimap": "⊸",
1795 |     "\\multimapboth": "⧟",
1796 |     "\\multimapdotbothA": "⊶",
1797 |     "\\multimapdotbothB": "⊷",
1798 |     "\\multimapinv": "⟜",
1799 |     "\\nHdownarrow": "⇟",
1800 |     "\\nHuparrow": "⇞",
1801 |     "\\nLeftarrow": "⇍",
1802 |     "\\nLeftrightarrow": "⇎",
1803 |     "\\nRightarrow": "⇏",
1804 |     "\\nVDash": "⊯",
1805 |     "\\nVdash": "⊮",
1806 |     "\\nVleftarrow": "⇺",
1807 |     "\\nVleftarrowtail": "⬺",
1808 |     "\\nVleftrightarrow": "⇼",
1809 |     "\\nVtwoheadleftarrow": "⬵",
1810 |     "\\nVtwoheadleftarrowtail": "⬽",
1811 |     "\\nVtwoheadrightarrow": "⤁",
1812 |     "\\nVtwoheadrightarrowtail": "⤘",
1813 |     "\\nabla": "∇",
1814 |     "\\napprox": "≉",
1815 |     "\\natural": "♮",
1816 |     "\\ncong": "≇",
1817 |     "\\nearrow": "↗",
1818 |     "\\neg": "¬",
1819 |     "\\neovnwarrow": "⤱",
1820 |     "\\neovsearrow": "⤮",
1821 |     "\\neptune": "♆",
1822 |     "\\neq": "≠",
1823 |     "\\nequiv": "≢",
1824 |     "\\neswarrow": "⤢",
1825 |     "\\neuter": "⚲",
1826 |     "\\nexists": "∄",
1827 |     "\\ngeq": "≱",
1828 |     "\\ngtr": "≯",
1829 |     "\\nhVvert": "⫵",
1830 |     "\\nhpar": "⫲",
1831 |     "\\ni": "∋",
1832 |     "\\niobar": "⋾",
1833 |     "\\nis": "⋼",
1834 |     "\\nisd": "⋺",
1835 |     "\\nleftarrow": "↚",
1836 |     "\\nleftrightarrow": "↮",
1837 |     "\\nleq": "≰",
1838 |     "\\nless": "≮",
1839 |     "\\nlessgtr": "≸",
1840 |     "\\nmid": "∤",
1841 |     "\\nni": "∌",
1842 |     "\\not": "̸",
1843 |     "\\notasymp": "≭",
1844 |     "\\notbackslash": "⍀",
1845 |     "\\notin": "∉",
1846 |     "\\notslash": "⌿",
1847 |     "\\nparallel": "∦",
1848 |     "\\npolint": "⨔",
1849 |     "\\nprec": "⊀",
1850 |     "\\npreceq": "⋠",
1851 |     "\\nrightarrow": "↛",
1852 |     "\\nsim": "≁",
1853 |     "\\nsimeq": "≄",
1854 |     "\\nsqsubseteq": "⋢",
1855 |     "\\nsqsupseteq": "⋣",
1856 |     "\\nsubset": "⊄",
1857 |     "\\nsubseteq": "⊈",
1858 |     "\\nsucc": "⊁",
1859 |     "\\nsucceq": "⋡",
1860 |     "\\nsupset": "⊅",
1861 |     "\\nsupseteq": "⊉",
1862 |     "\\ntriangleleft": "⋪",
1863 |     "\\ntrianglelefteq": "⋬",
1864 |     "\\ntriangleright": "⋫",
1865 |     "\\ntrianglerighteq": "⋭",
1866 |     "\\nu": "𝜈",
1867 |     "\\nvDash": "⊭",
1868 |     "\\nvLeftarrow": "⤂",
1869 |     "\\nvLeftrightarrow": "⤄",
1870 |     "\\nvRightarrow": "⤃",
1871 |     "\\nvdash": "⊬",
1872 |     "\\nvinfty": "⧞",
1873 |     "\\nvleftarrow": "⇷",
1874 |     "\\nvleftarrowtail": "⬹",
1875 |     "\\nvleftrightarrow": "⇹",
1876 |     "\\nvtwoheadleftarrow": "⬴",
1877 |     "\\nvtwoheadleftarrowtail": "⬼",
1878 |     "\\nvtwoheadrightarrowtail": "⤗",
1879 |     "\\nwarrow": "↖",
1880 |     "\\nwovnearrow": "⤲",
1881 |     "\\nwsearrow": "⤡",
1882 |     "\\obar": "⌽",
1883 |     "\\obot": "⦺",
1884 |     "\\obrbrak": "⏠",
1885 |     "\\ocommatopright": "̕",
1886 |     "\\odiv": "⨸",
1887 |     "\\odot": "⊙",
1888 |     "\\odotslashdot": "⦼",
1889 |     "\\oiiint": "∰",
1890 |     "\\oiint": "∯",
1891 |     "\\oint": "∮",
1892 |     "\\ointctrclockwise": "∳",
1893 |     "\\olcross": "⦻",
1894 |     "\\omega": "𝜔",
1895 |     "\\ominus": "⊖",
1896 |     "\\operp": "⦹",
1897 |     "\\oplus": "⊕",
1898 |     "\\opluslhrim": "⨭",
1899 |     "\\oplusrhrim": "⨮",
1900 |     "\\oslash": "⊘",
1901 |     "\\otimes": "⊗",
1902 |     "\\otimeshat": "⨶",
1903 |     "\\otimeslhrim": "⨴",
1904 |     "\\otimesrhrim": "⨵",
1905 |     "\\oturnedcomma": "̒",
1906 |     "\\overbrace": "⏞",
1907 |     "\\overbracket": "⎴",
1908 |     "\\overleftrightarrow": "⃡",
1909 |     "\\overline": "̅",
1910 |     "\\overparen": "⏜",
1911 |     "\\ovhook": "̉",
1912 |     "\\parallel": "∥",
1913 |     "\\parallelogram": "▱",
1914 |     "\\parallelogramblack": "▰",
1915 |     "\\parsim": "⫳",
1916 |     "\\partial": "∂",
1917 |     "\\partialmeetcontraction": "⪣",
1918 |     "\\pencil": "✎",
1919 |     "\\pentagon": "⬠",
1920 |     "\\pentagonblack": "⬟",
1921 |     "\\perp": "⟂",
1922 |     "\\perps": "⫡",
1923 |     "\\pfun": "⇸",
1924 |     "\\phi": "𝜙",
1925 |     "\\phone": "☎",
1926 |     "\\pi": "𝜋",
1927 |     "\\pinj": "⤔",
1928 |     "\\pisces": "♓",
1929 |     "\\pitchfork": "⋔",
1930 |     "\\plusdot": "⨥",
1931 |     "\\pluseqq": "⩲",
1932 |     "\\plushat": "⨣",
1933 |     "\\plussim": "⨦",
1934 |     "\\plussubtwo": "⨧",
1935 |     "\\plustrif": "⨨",
1936 |     "\\pluto": "♇",
1937 |     "\\pm": "±",
1938 |     "\\pointint": "⨕",
1939 |     "\\pointright": "☞",
1940 |     "\\postalmark": "〒",
1941 |     "\\pounds": "£",
1942 |     "\\prec": "≺",
1943 |     "\\precapprox": "⪷",
1944 |     "\\preccurlyeq": "≼",
1945 |     "\\preceq": "⪯",
1946 |     "\\preceqq": "⪳",
1947 |     "\\precnapprox": "⪹",
1948 |     "\\precneq": "⪱",
1949 |     "\\precneqq": "⪵",
1950 |     "\\precnsim": "⋨",
1951 |     "\\precsim": "≾",
1952 |     "\\prime": "′",
1953 |     "\\prod": "∏",
1954 |     "\\profline": "⌒",
1955 |     "\\profsurf": "⌓",
1956 |     "\\propto": "∝",
1957 |     "\\prurel": "⊰",
1958 |     "\\psi": "𝜓",
1959 |     "\\psur": "⤀",
1960 |     "\\pullback": "⟓",
1961 |     "\\pushout": "⟔",
1962 |     "\\qoppa": "ϙ",
1963 |     "\\quad": "\u2001",
1964 |     "\\quarternote": "♩",
1965 |     "\\questeq": "≟",
1966 |     "\\rBrace": "⦄",
1967 |     "\\radiation": "☢",
1968 |     "\\rang": "⟫",
1969 |     "\\rangle": "⟩",
1970 |     "\\rangledot": "⦒",
1971 |     "\\rangledownzigzagarrow": "⍼",
1972 |     "\\rblkbrbrak": "⦘",
1973 |     "\\rblot": "⦊",
1974 |     "\\rbracelend": "⎭",
1975 |     "\\rbracemid": "⎬",
1976 |     "\\rbraceuend": "⎫",
1977 |     "\\rbrack": "]",
1978 |     "\\rbrackextender": "⎥",
1979 |     "\\rbracklend": "⎦",
1980 |     "\\rbracklrtick": "⦎",
1981 |     "\\rbrackubar": "⦌",
1982 |     "\\rbrackuend": "⎤",
1983 |     "\\rbrackurtick": "⦐",
1984 |     "\\rbrbrak": "〕",
1985 |     "\\rceil": "⌉",
1986 |     "\\rcurvyangle": "⧽",
1987 |     "\\rdiagovfdiag": "⤫",
1988 |     "\\rdiagovsearrow": "⤰",
1989 |     "\\recycle": "♻",
1990 |     "\\revangle": "⦣",
1991 |     "\\revangleubar": "⦥",
1992 |     "\\revemptyset": "⦰",
1993 |     "\\revnmid": "⫮",
1994 |     "\\rfbowtie": "⧒",
1995 |     "\\rfloor": "⌋",
1996 |     "\\rftimes": "⧕",
1997 |     "\\rgroup": "⟯",
1998 |     "\\rhd": "▷",
1999 |     "\\rho": "𝜌",
2000 |     "\\rightangle": "∟",
2001 |     "\\rightanglemdot": "⦝",
2002 |     "\\rightanglesqr": "⦜",
2003 |     "\\rightarrow": "→",
2004 |     "\\rightarrowapprox": "⥵",
2005 |     "\\rightarrowbackapprox": "⭈",
2006 |     "\\rightarrowbsimilar": "⭌",
2007 |     "\\rightarrowdiamond": "⤞",
2008 |     "\\rightarrowgtr": "⭃",
2009 |     "\\rightarrowonoplus": "⟴",
2010 |     "\\rightarrowplus": "⥅",
2011 |     "\\rightarrowshortleftarrow": "⥂",
2012 |     "\\rightarrowsimilar": "⥴",
2013 |     "\\rightarrowsupset": "⭄",
2014 |     "\\rightarrowtail": "↣",
2015 |     "\\rightarrowtriangle": "⇾",
2016 |     "\\rightarrowx": "⥇",
2017 |     "\\rightbarharpoon": "⥬",
2018 |     "\\rightbkarrow": "⤍",
2019 |     "\\rightdbltail": "⤜",
2020 |     "\\rightdotarrow": "⤑",
2021 |     "\\rightdowncurvedarrow": "⤷",
2022 |     "\\rightharpoondown": "⇁",
2023 |     "\\rightharpoonup": "⇀",
2024 |     "\\rightimply": "⥰",
2025 |     "\\rightleftarrows": "⇄",
2026 |     "\\rightleftharpoon": "⥋",
2027 |     "\\rightleftharpoons": "⇌",
2028 |     "\\rightleftharpoonsdown": "⥩",
2029 |     "\\rightleftharpoonsup": "⥨",
2030 |     "\\rightmoon": "☽",
2031 |     "\\rightouterjoin": "⟖",
2032 |     "\\rightpentagon": "⭔",
2033 |     "\\rightpentagonblack": "⭓",
2034 |     "\\rightrightarrows": "⇉",
2035 |     "\\rightrightharpoons": "⥤",
2036 |     "\\rightslice": "⪧",
2037 |     "\\rightsquigarrow": "⇝",
2038 |     "\\righttail": "⤚",
2039 |     "\\rightthreearrows": "⇶",
2040 |     "\\rightthreetimes": "⋌",
2041 |     "\\rightupdownharpoon": "⥏",
2042 |     "\\rightwavearrow": "↝",
2043 |     "\\rightwhitearrow": "⇨",
2044 |     "\\rimg": "⦈",
2045 |     "\\ringplus": "⨢",
2046 |     "\\risingdotseq": "≓",
2047 |     "\\rmoustache": "⎱",
2048 |     "\\rparenextender": "⎟",
2049 |     "\\rparengtr": "⦔",
2050 |     "\\rparenlend": "⎠",
2051 |     "\\rparenuend": "⎞",
2052 |     "\\rppolint": "⨒",
2053 |     "\\rrbracket": "⟧",
2054 |     "\\rsolbar": "⧷",
2055 |     "\\rsqhook": "⫎",
2056 |     "\\rsub": "⩥",
2057 |     "\\rtimes": "⋊",
2058 |     "\\rtriltri": "⧎",
2059 |     "\\ruledelayed": "⧴",
2060 |     "\\rvboxline": "⎹",
2061 |     "\\rvzigzag": "⧙",
2062 |     "\\sagittarius": "♐",
2063 |     "\\sampi": "ϡ",
2064 |     "\\sansLmirrored": "⅃",
2065 |     "\\sansLturned": "⅂",
2066 |     "\\saturn": "♄",
2067 |     "\\scorpio": "♏",
2068 |     "\\scpolint": "⨓",
2069 |     "\\scurel": "⊱",
2070 |     "\\searrow": "↘",
2071 |     "\\second": "″",
2072 |     "\\seovnearrow": "⤭",
2073 |     "\\setminus": "⧵",
2074 |     "\\sharp": "♯",
2075 |     "\\shortdowntack": "⫟",
2076 |     "\\shortlefttack": "⫞",
2077 |     "\\shortrightarrowleftarrow": "⥄",
2078 |     "\\shortuptack": "⫠",
2079 |     "\\shuffle": "⧢",
2080 |     "\\sigma": "𝜎",
2081 |     "\\sim": "∼",
2082 |     "\\simeq": "≃",
2083 |     "\\simgE": "⪠",
2084 |     "\\simgtr": "⪞",
2085 |     "\\similarleftarrow": "⭉",
2086 |     "\\similarrightarrow": "⥲",
2087 |     "\\simlE": "⪟",
2088 |     "\\simless": "⪝",
2089 |     "\\simminussim": "⩬",
2090 |     "\\simneqq": "≆",
2091 |     "\\simplus": "⨤",
2092 |     "\\simrdots": "⩫",
2093 |     "\\sixteenthnote": "♬",
2094 |     "\\skull": "☠",
2095 |     "\\slash": "̸",
2096 |     "\\smallin": "∊",
2097 |     "\\smallni": "∍",
2098 |     "\\smallsetminus": "∖",
2099 |     "\\smalltriangledown": "▿",
2100 |     "\\smalltriangleleft": "◃",
2101 |     "\\smalltriangleright": "▹",
2102 |     "\\smalltriangleup": "▵",
2103 |     "\\smashtimes": "⨳",
2104 |     "\\smblkdiamond": "⬩",
2105 |     "\\smblklozenge": "⬪",
2106 |     "\\smblksquare": "▪",
2107 |     "\\smeparsl": "⧤",
2108 |     "\\smile": "⌣",
2109 |     "\\smiley": "☺",
2110 |     "\\smt": "⪪",
2111 |     "\\smte": "⪬",
2112 |     "\\smwhitestar": "⭒",
2113 |     "\\smwhtcircle": "◦",
2114 |     "\\smwhtlozenge": "⬫",
2115 |     "\\smwhtsquare": "▫",
2116 |     "\\spadesuit": "♠",
2117 |     "\\spddot": "¨",
2118 |     "\\sphat": "",
2119 |     "\\sphericalangle": "∢",
2120 |     "\\sphericalangleup": "⦡",
2121 |     "\\spot": "⦁",
2122 |     "\\sptilde": "~",
2123 |     "\\sqcap": "⊓",
2124 |     "\\sqcup": "⊔",
2125 |     "\\sqint": "⨖",
2126 |     "\\sqrt": "√",
2127 |     "\\sqrt[3]": "∛",
2128 |     "\\sqrt[4]": "∜",
2129 |     "\\sqrtbottom": "⎷",
2130 |     "\\sqsubset": "⊏",
2131 |     "\\sqsubseteq": "⊑",
2132 |     "\\sqsubsetneq": "⋤",
2133 |     "\\sqsupset": "⊐",
2134 |     "\\sqsupseteq": "⊒",
2135 |     "\\sqsupsetneq": "⋥",
2136 |     "\\square": "□",
2137 |     "\\squarebotblack": "⬓",
2138 |     "\\squarecrossfill": "▩",
2139 |     "\\squarehfill": "▤",
2140 |     "\\squarehvfill": "▦",
2141 |     "\\squareleftblack": "◧",
2142 |     "\\squarellblack": "⬕",
2143 |     "\\squarellquad": "◱",
2144 |     "\\squarelrblack": "◪",
2145 |     "\\squarelrquad": "◲",
2146 |     "\\squareneswfill": "▨",
2147 |     "\\squarenwsefill": "▧",
2148 |     "\\squarerightblack": "◨",
2149 |     "\\squaretopblack": "⬒",
2150 |     "\\squareulblack": "◩",
2151 |     "\\squareulquad": "◰",
2152 |     "\\squareurblack": "⬔",
2153 |     "\\squareurquad": "◳",
2154 |     "\\squarevfill": "▥",
2155 |     "\\squoval": "▢",
2156 |     "\\sslash": "⫽",
2157 |     "\\star": "⋆",
2158 |     "\\stareq": "≛",
2159 |     "\\steaming": "☕",
2160 |     "\\stigma": "ϛ",
2161 |     "\\strictfi": "⥼",
2162 |     "\\strictif": "⥽",
2163 |     "\\strns": "⏤",
2164 |     "\\subedot": "⫃",
2165 |     "\\submult": "⫁",
2166 |     "\\subrarr": "⥹",
2167 |     "\\subset": "⊂",
2168 |     "\\subsetapprox": "⫉",
2169 |     "\\subsetcirc": "⟃",
2170 |     "\\subsetdot": "⪽",
2171 |     "\\subseteq": "⊆",
2172 |     "\\subseteqq": "⫅",
2173 |     "\\subsetneq": "⊊",
2174 |     "\\subsetneqq": "⫋",
2175 |     "\\subsetplus": "⪿",
2176 |     "\\subsim": "⫇",
2177 |     "\\subsub": "⫕",
2178 |     "\\subsup": "⫓",
2179 |     "\\succ": "≻",
2180 |     "\\succapprox": "⪸",
2181 |     "\\succcurlyeq": "≽",
2182 |     "\\succeq": "⪰",
2183 |     "\\succeqq": "⪴",
2184 |     "\\succnapprox": "⪺",
2185 |     "\\succneq": "⪲",
2186 |     "\\succneqq": "⪶",
2187 |     "\\succnsim": "⋩",
2188 |     "\\succsim": "≿",
2189 |     "\\sum": "∑",
2190 |     "\\sumbottom": "⎳",
2191 |     "\\sumint": "⨋",
2192 |     "\\sumtop": "⎲",
2193 |     "\\sun": "☼",
2194 |     "\\supdsub": "⫘",
2195 |     "\\supedot": "⫄",
2196 |     "\\suphsol": "⟉",
2197 |     "\\suphsub": "⫗",
2198 |     "\\suplarr": "⥻",
2199 |     "\\supmult": "⫂",
2200 |     "\\supset": "⊃",
2201 |     "\\supsetapprox": "⫊",
2202 |     "\\supsetcirc": "⟄",
2203 |     "\\supsetdot": "⪾",
2204 |     "\\supseteq": "⊇",
2205 |     "\\supseteqq": "⫆",
2206 |     "\\supsetneq": "⊋",
2207 |     "\\supsetneqq": "⫌",
2208 |     "\\supsetplus": "⫀",
2209 |     "\\supsim": "⫈",
2210 |     "\\supsub": "⫔",
2211 |     "\\supsup": "⫖",
2212 |     "\\swarrow": "↙",
2213 |     "\\swords": "⚔",
2214 |     "\\talloblong": "⫾",
2215 |     "\\tau": "𝜏",
2216 |     "\\taurus": "♉",
2217 |     "\\tcohm": "Ω",
2218 |     "\\therefore": "∴",
2219 |     "\\thermod": "⧧",
2220 |     "\\theta": "𝜃",
2221 |     "\\thinspace": "\u2009",
2222 |     "\\third": "‴",
2223 |     "\\threedangle": "⟀",
2224 |     "\\threedotcolon": "⫶",
2225 |     "\\threeunderdot": "⃨",
2226 |     "\\tieinfty": "⧝",
2227 |     "\\tilde": "̃",
2228 |     "\\times": "×",
2229 |     "\\timesbar": "⨱",
2230 |     "\\tminus": "⧿",
2231 |     "\\to": "→",
2232 |     "\\toea": "⤨",
2233 |     "\\tona": "⤧",
2234 |     "\\top": "⊤",
2235 |     "\\topbot": "⌶",
2236 |     "\\topcir": "⫱",
2237 |     "\\topfork": "⫚",
2238 |     "\\topsemicircle": "◠",
2239 |     "\\tosa": "⤩",
2240 |     "\\towa": "⤪",
2241 |     "\\tplus": "⧾",
2242 |     "\\trapezium": "⏢",
2243 |     "\\trianglecdot": "◬",
2244 |     "\\triangleleftblack": "◭",
2245 |     "\\trianglelefteq": "⊴",
2246 |     "\\triangleminus": "⨺",
2247 |     "\\triangleodot": "⧊",
2248 |     "\\triangleplus": "⨹",
2249 |     "\\triangleq": "≜",
2250 |     "\\trianglerightblack": "◮",
2251 |     "\\trianglerighteq": "⊵",
2252 |     "\\triangles": "⧌",
2253 |     "\\triangleserifs": "⧍",
2254 |     "\\triangletimes": "⨻",
2255 |     "\\triangleubar": "⧋",
2256 |     "\\tripleplus": "⧻",
2257 |     "\\trslash": "⫻",
2258 |     "\\turnangle": "⦢",
2259 |     "\\turnediota": "℩",
2260 |     "\\turnednot": "⌙",
2261 |     "\\twocaps": "⩋",
2262 |     "\\twocups": "⩊",
2263 |     "\\twoheaddownarrow": "↡",
2264 |     "\\twoheadleftarrow": "↞",
2265 |     "\\twoheadleftarrowtail": "⬻",
2266 |     "\\twoheadleftdbkarrow": "⬷",
2267 |     "\\twoheadmapsfrom": "⬶",
2268 |     "\\twoheadmapsto": "⤅",
2269 |     "\\twoheadrightarrow": "↠",
2270 |     "\\twoheaduparrow": "↟",
2271 |     "\\twoheaduparrowcircle": "⥉",
2272 |     "\\twolowline": "‗",
2273 |     "\\twonotes": "♫",
2274 |     "\\typecolon": "⦂",
2275 |     "\\ubrbrak": "⏡",
2276 |     "\\ularc": "◜",
2277 |     "\\ulblacktriangle": "◤",
2278 |     "\\ulcorner": "⌜",
2279 |     "\\ultriangle": "◸",
2280 |     "\\uminus": "⩁",
2281 |     "\\underbar": "̱",
2282 |     "\\underbrace": "⏟",
2283 |     "\\underbracket": "⎵",
2284 |     "\\underleftarrow": "⃮",
2285 |     "\\underleftharpoondown": "⃭",
2286 |     "\\underline": "̲",
2287 |     "\\underparen": "⏝",
2288 |     "\\underrightarrow": "⃯",
2289 |     "\\underrightharpoondown": "⃬",
2290 |     "\\upAlpha": "Α",
2291 |     "\\upBeta": "Β",
2292 |     "\\upChi": "Χ",
2293 |     "\\upEpsilon": "Ε",
2294 |     "\\upEta": "Η",
2295 |     "\\upIota": "Ι",
2296 |     "\\upKappa": "Κ",
2297 |     "\\upMu": "Μ",
2298 |     "\\upNu": "Ν",
2299 |     "\\upOmicron": "Ο",
2300 |     "\\upRho": "Ρ",
2301 |     "\\upTau": "Τ",
2302 |     "\\upUpsilon": "ϒ",
2303 |     "\\upZeta": "Ζ",
2304 |     "\\uparrow": "↑",
2305 |     "\\uparrowbarred": "⤉",
2306 |     "\\uparrowoncircle": "⦽",
2307 |     "\\updasharrow": "⇡",
2308 |     "\\updownarrow": "↕",
2309 |     "\\updownarrowbar": "↨",
2310 |     "\\updownarrows": "⇅",
2311 |     "\\updownharpoonleftright": "⥍",
2312 |     "\\updownharpoonrightleft": "⥌",
2313 |     "\\updownharpoons": "⥮",
2314 |     "\\upfishtail": "⥾",
2315 |     "\\upharpoonleft": "↿",
2316 |     "\\upharpoonright": "↾",
2317 |     "\\upin": "⟒",
2318 |     "\\upint": "⨛",
2319 |     "\\uplus": "⊎",
2320 |     "\\upomicron": "ο",
2321 |     "\\uprightcurvearrow": "⤴",
2322 |     "\\upsilon": "𝜐",
2323 |     "\\upuparrows": "⇈",
2324 |     "\\upupharpoons": "⥣",
2325 |     "\\upvarTheta": "ϴ",
2326 |     "\\upwhitearrow": "⇧",
2327 |     "\\uranus": "♅",
2328 |     "\\urarc": "◝",
2329 |     "\\urblacktriangle": "◥",
2330 |     "\\urcorner": "⌝",
2331 |     "\\urtriangle": "◹",
2332 |     "\\utilde": "̰",
2333 |     "\\vBar": "⫨",
2334 |     "\\vBarv": "⫩",
2335 |     "\\vDash": "⊨",
2336 |     "\\vDdash": "⫢",
2337 |     "\\varVdash": "⫦",
2338 |     "\\varbarwedge": "⌅",
2339 |     "\\varbeta": "ϐ",
2340 |     "\\varcarriagereturn": "⏎",
2341 |     "\\varclubsuit": "♧",
2342 |     "\\vardiamondsuit": "♦",
2343 |     "\\vardoublebarwedge": "⌆",
2344 |     "\\varepsilon": "𝜀",
2345 |     "\\varheartsuit": "♥",
2346 |     "\\varhexagon": "⬡",
2347 |     "\\varhexagonblack": "⬢",
2348 |     "\\varhexagonlrbonds": "⌬",
2349 |     "\\varisins": "⋳",
2350 |     "\\varkappa": "𝜘",
2351 |     "\\varlrtriangle": "⊿",
2352 |     "\\varniobar": "⋽",
2353 |     "\\varnis": "⋻",
2354 |     "\\varnothing": "∅",
2355 |     "\\varointclockwise": "∲",
2356 |     "\\varphi": "𝜑",
2357 |     "\\varpi": "𝜛",
2358 |     "\\varprod": "⨉",
2359 |     "\\varrho": "𝜚",
2360 |     "\\varsigma": "𝜍",
2361 |     "\\varspadesuit": "♤",
2362 |     "\\varstar": "✶",
2363 |     "\\vartheta": "𝜗",
2364 |     "\\vartriangleleft": "⊲",
2365 |     "\\vartriangleright": "⊳",
2366 |     "\\varveebar": "⩡",
2367 |     "\\vbraceextender": "⎪",
2368 |     "\\vdash": "⊢",
2369 |     "\\vdots": "⋮",
2370 |     "\\vec": "⃗",
2371 |     "\\vectimes": "⨯",
2372 |     "\\vee": "∨",
2373 |     "\\veebar": "⊻",
2374 |     "\\veedot": "⟇",
2375 |     "\\veedoublebar": "⩣",
2376 |     "\\veeeq": "≚",
2377 |     "\\veemidvert": "⩛",
2378 |     "\\veeodot": "⩒",
2379 |     "\\veeonvee": "⩖",
2380 |     "\\veeonwedge": "⩙",
2381 |     "\\vertoverlay": "⃒",
2382 |     "\\viewdata": "⌗",
2383 |     "\\virgo": "♍",
2384 |     "\\vlongdash": "⟝",
2385 |     "\\vrectangle": "▯",
2386 |     "\\vrectangleblack": "▮",
2387 |     "\\vysmblksquare": "⬝",
2388 |     "\\vysmwhtsquare": "⬞",
2389 |     "\\vzigzag": "⦚",
2390 |     "\\warning": "⚠",
2391 |     "\\wasylozenge": "⌑",
2392 |     "\\wedge": "∧",
2393 |     "\\wedgebar": "⩟",
2394 |     "\\wedgedot": "⟑",
2395 |     "\\wedgedoublebar": "⩠",
2396 |     "\\wedgemidvert": "⩚",
2397 |     "\\wedgeodot": "⩑",
2398 |     "\\wedgeonwedge": "⩕",
2399 |     "\\whitearrowupfrombar": "⇪",
2400 |     "\\whiteinwhitetriangle": "⟁",
2401 |     "\\whitepointerleft": "◅",
2402 |     "\\whitepointerright": "▻",
2403 |     "\\whitesquaretickleft": "⟤",
2404 |     "\\whitesquaretickright": "⟥",
2405 |     "\\whthorzoval": "⬭",
2406 |     "\\whtvertoval": "⬯",
2407 |     "\\wideangledown": "⦦",
2408 |     "\\wideangleup": "⦧",
2409 |     "\\widebridgeabove": "⃩",
2410 |     "\\wp": "℘",
2411 |     "\\wr": "≀",
2412 |     "\\xi": "𝜉",
2413 |     "\\xsol": "⧸",
2414 |     "\\yen": "¥",
2415 |     "\\yinyang": "☯",
2416 |     "\\zcmp": "⨟",
2417 |     "\\zeta": "𝜁",
2418 |     "\\zhide": "⧹",
2419 |     "\\zpipe": "⨠",
2420 |     "\\zproject": "⨡",
2421 |     "\\{": "{",
2422 |     "\\|": "‖",
2423 |     "\\}": "}",
2424 |     "^{(}": "⁽",
2425 |     "^{)}": "⁾",
2426 |     "^{+}": "⁺",
2427 |     "^{-}": "⁻",
2428 |     "^{0}": "⁰",
2429 |     "^{1}": "¹",
2430 |     "^{2}": "²",
2431 |     "^{3}": "³",
2432 |     "^{4}": "⁴",
2433 |     "^{5}": "⁵",
2434 |     "^{6}": "⁶",
2435 |     "^{7}": "⁷",
2436 |     "^{8}": "⁸",
2437 |     "^{9}": "⁹",
2438 |     "^{=}": "⁼",
2439 |     "^{A}": "ᴬ",
2440 |     "^{B}": "ᴮ",
2441 |     "^{C}": "ꟲ",
2442 |     "^{D}": "ᴰ",
2443 |     "^{E}": "ᴱ",
2444 |     "^{F}": "ꟳ",
2445 |     "^{G}": "ᴳ",
2446 |     "^{H}": "ᴴ",
2447 |     "^{I}": "ᴵ",
2448 |     "^{J}": "ᴶ",
2449 |     "^{K}": "ᴷ",
2450 |     "^{L}": "ᴸ",
2451 |     "^{M}": "ᴹ",
2452 |     "^{N}": "ᴺ",
2453 |     "^{O}": "ᴼ",
2454 |     "^{P}": "ᴾ",
2455 |     "^{Q}": "ꟴ",
2456 |     "^{R}": "ᴿ",
2457 |     "^{T}": "ᵀ",
2458 |     "^{U}": "ᵁ",
2459 |     "^{V}": "ⱽ",
2460 |     "^{W}": "ᵂ",
2461 |     "^{\\ast}": "*",
2462 |     "^{\\beta}": "ᵝ",
2463 |     "^{\\chi}": "ᵡ",
2464 |     "^{\\delta}": "ᵟ",
2465 |     "^{\\epsilon}": "ᵋ",
2466 |     "^{\\gamma}": "ᵞ",
2467 |     "^{\\iota}": "ᶥ",
2468 |     "^{\\phi}": "ᵠ",
2469 |     "^{\\theta}": "ᶿ",
2470 |     "^{\\upsilon}": "ᶹ",
2471 |     "^{a}": "ᵃ",
2472 |     "^{b}": "ᵇ",
2473 |     "^{c}": "ᶜ",
2474 |     "^{d}": "ᵈ",
2475 |     "^{e}": "ᵉ",
2476 |     "^{f}": "ᶠ",
2477 |     "^{g}": "ᵍ",
2478 |     "^{h}": "ʰ",
2479 |     "^{i}": "ⁱ",
2480 |     "^{j}": "ʲ",
2481 |     "^{k}": "ᵏ",
2482 |     "^{l}": "ˡ",
2483 |     "^{m}": "ᵐ",
2484 |     "^{n}": "ⁿ",
2485 |     "^{o}": "ᵒ",
2486 |     "^{p}": "ᵖ",
2487 |     "^{q}": "𐞥",
2488 |     "^{r}": "ʳ",
2489 |     "^{s}": "ˢ",
2490 |     "^{t}": "ᵗ",
2491 |     "^{u}": "ᵘ",
2492 |     "^{v}": "ᵛ",
2493 |     "^{w}": "ʷ",
2494 |     "^{x}": "ˣ",
2495 |     "^{y}": "ʸ",
2496 |     "^{z}": "ᶻ",
2497 |     "_{(}": "₍",
2498 |     "_{)}": "₎",
2499 |     "_{+}": "₊",
2500 |     "_{-}": "₋",
2501 |     "_{0}": "₀",
2502 |     "_{1}": "₁",
2503 |     "_{2}": "₂",
2504 |     "_{3}": "₃",
2505 |     "_{4}": "₄",
2506 |     "_{5}": "₅",
2507 |     "_{6}": "₆",
2508 |     "_{7}": "₇",
2509 |     "_{8}": "₈",
2510 |     "_{9}": "₉",
2511 |     "_{=}": "₌",
2512 |     "_{A}": "ₐ",
2513 |     "_{E}": "ₑ",
2514 |     "_{H}": "ₕ",
2515 |     "_{I}": "ᵢ",
2516 |     "_{J}": "ⱼ",
2517 |     "_{K}": "ₖ",
2518 |     "_{L}": "ₗ",
2519 |     "_{M}": "ₘ",
2520 |     "_{N}": "ₙ",
2521 |     "_{O}": "ₒ",
2522 |     "_{P}": "ₚ",
2523 |     "_{R}": "ᵣ",
2524 |     "_{S}": "ₛ",
2525 |     "_{T}": "ₜ",
2526 |     "_{U}": "ᵤ",
2527 |     "_{V}": "ᵥ",
2528 |     "_{X}": "ₓ",
2529 |     "_{\\beta}": "ᵦ",
2530 |     "_{\\chi}": "ᵪ",
2531 |     "_{\\gamma}": "ᵧ",
2532 |     "_{\\phi}": "ᵩ",
2533 |     "_{\\rho}": "ᵨ",
2534 |     "_{a}": "ₐ",
2535 |     "_{e}": "ₑ",
2536 |     "_{h}": "ₕ",
2537 |     "_{i}": "ᵢ",
2538 |     "_{j}": "ⱼ",
2539 |     "_{k}": "ₖ",
2540 |     "_{l}": "ₗ",
2541 |     "_{m}": "ₘ",
2542 |     "_{n}": "ₙ",
2543 |     "_{o}": "ₒ",
2544 |     "_{p}": "ₚ",
2545 |     "_{r}": "ᵣ",
2546 |     "_{s}": "ₛ",
2547 |     "_{t}": "ₜ",
2548 |     "_{u}": "ᵤ",
2549 |     "_{v}": "ᵥ",
2550 |     "_{x}": "ₓ",
2551 |     "a": "𝑎",
2552 |     "b": "𝑏",
2553 |     "c": "𝑐",
2554 |     "d": "𝑑",
2555 |     "e": "𝑒",
2556 |     "f": "𝑓",
2557 |     "g": "𝑔",
2558 |     "h": "ℎ",
2559 |     "i": "𝑖",
2560 |     "j": "𝑗",
2561 |     "k": "𝑘",
2562 |     "l": "𝑙",
2563 |     "m": "𝑚",
2564 |     "n": "𝑛",
2565 |     "o": "𝑜",
2566 |     "p": "𝑝",
2567 |     "q": "𝑞",
2568 |     "r": "𝑟",
2569 |     "s": "𝑠",
2570 |     "t": "𝑡",
2571 |     "u": "𝑢",
2572 |     "v": "𝑣",
2573 |     "w": "𝑤",
2574 |     "x": "𝑥",
2575 |     "y": "𝑦",
2576 |     "z": "𝑧",
2577 | }
2578 | 
2579 | 
2580 | HAS_ARG = {
2581 |     "\\Big",
2582 |     "\\Bigg",
2583 |     "\\LVec",
2584 |     "\\acute",
2585 |     "\\bar",
2586 |     "\\big",
2587 |     "\\breve",
2588 |     "\\check",
2589 |     "\\ddddot",
2590 |     "\\dddot",
2591 |     "\\ddot",
2592 |     "\\dot",
2593 |     "\\grave",
2594 |     "\\hat",
2595 |     "\\left",
2596 |     "\\lvec",
2597 |     "\\mathbb",
2598 |     "\\mathbf",
2599 |     "\\mathbfit",
2600 |     "\\mathcal",
2601 |     "\\mathfrak",
2602 |     "\\mathring",
2603 |     "\\mathrm",
2604 |     "\\mathsf",
2605 |     "\\mathsfbf",
2606 |     "\\mathsfbfit",
2607 |     "\\mathsfit",
2608 |     "\\mathtt",
2609 |     "\\not",
2610 |     "\\overleftrightarrow",
2611 |     "\\overline",
2612 |     "\\right",
2613 |     "\\slash",
2614 |     "\\spddot",
2615 |     "\\sqrt",
2616 |     "\\text",
2617 |     "\\tilde",
2618 |     "\\underbar",
2619 |     "\\underleftarrow",
2620 |     "\\underline",
2621 |     "\\underrightarrow",
2622 |     "\\utilde",
2623 |     "\\vec",
2624 |     "^",
2625 |     "_",
2626 | }
2627 | 


--------------------------------------------------------------------------------