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lib/unicodesymbols fixes and tests

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Unicode blocks 125, 152, and 246
This commit is contained in:
Günter Milde 2016-10-10 23:34:32 +02:00
parent ef4594c71e
commit 9c0f829d12
5 changed files with 3267 additions and 382 deletions
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212
autotests/export/latex/Unicode-characters/125_152-modifiers-presentation-utf8.lyx Normal file
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#LyX 2.3 created this file. For more info see http://www.lyx.org/
\lyxformat 512
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\font_sc false
\font_osf false
\font_sf_scale 100 100
\font_tt_scale 100 100
\use_microtype false
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\default_output_format pdf2
\output_sync 0
\bibtex_command default
\index_command default
\paperfontsize default
\spacing single
\use_hyperref false
\papersize default
\use_geometry false
\use_package amsmath 1
\use_package amssymb 1
\use_package cancel 1
\use_package esint 1
\use_package mathdots 1
\use_package mathtools 1
\use_package mhchem 1
\use_package stackrel 1
\use_package stmaryrd 1
\use_package undertilde 1
\cite_engine basic
\cite_engine_type default
\biblio_style plain
\use_bibtopic false
\use_indices false
\paperorientation portrait
\suppress_date false
\justification false
\use_refstyle 1
\branch na
\selected 0
\filename_suffix 0
\color #faf0e6
\end_branch
\index Index
\shortcut idx
\color #008000
\end_index
\secnumdepth 3
\tocdepth 3
\paragraph_separation indent
\paragraph_indentation default
\quotes_language english
\papercolumns 1
\papersides 1
\paperpagestyle default
\tracking_changes false
\output_changes false
\html_math_output 0
\html_css_as_file 0
\html_be_strict false
\end_header
\begin_body
\begin_layout Subsection*
125 Modifier tone letters
\end_layout
\begin_layout Labeling
\labelwidthstring 00.00.0000
A700
\begin_inset Branch na
inverted 0
status collapsed
\begin_layout Standard
꜀ ꜁ ꜂ ꜃ ꜄ ꜅ ꜆ ꜇ ꜈ ꜉ ꜊ ꜋ ꜌ ꜍ ꜎ ꜏
\end_layout
\end_inset
\end_layout
\begin_layout Labeling
\labelwidthstring 00.00.0000
A710
\begin_inset Branch na
inverted 0
status collapsed
\begin_layout Standard
꜐ ꜑ ꜒ ꜓ ꜔ ꜕ ꜖ ꜗ ꜘ ꜙ ꜚ
\end_layout
\end_inset
ꜛ ꜜ
\begin_inset Branch na
inverted 0
status collapsed
\begin_layout Standard
ꜝ ꜞ ꜟ
\end_layout
\end_inset
\end_layout
\begin_layout Subsection*
152 Alphabetic Presentation Forms
\end_layout
\begin_layout Labeling
\labelwidthstring 00.00.0000
FB00 ff fi fl ffi ffl
\begin_inset Branch na
inverted 0
status collapsed
\begin_layout Standard
ſt st
\end_layout
\end_inset
\end_layout
\begin_layout Labeling
\labelwidthstring 00.00.0000
FB10
\begin_inset Branch na
inverted 0
status collapsed
\begin_layout Standard
ﬓ ﬔ ﬕ ﬖ ﬗ יִ ﬞ ײַ
\end_layout
\end_inset
\end_layout
\begin_layout Labeling
\labelwidthstring 00.00.0000
FB20
\begin_inset Branch na
inverted 0
status collapsed
\begin_layout Standard
ﬠ ﬡ ﬢ ﬣ ﬤ ﬥ ﬦ ﬧ ﬨ ﬩ שׁ שׂ שּׁ שּׂ אַ אָ
\end_layout
\end_inset
\end_layout
\begin_layout Labeling
\labelwidthstring 00.00.0000
FB30
\begin_inset Branch na
inverted 0
status collapsed
\begin_layout Standard
אּ בּ גּ דּ הּ וּ זּ טּ יּ ךּ כּ לּ מּ
\end_layout
\end_inset
\end_layout
\begin_layout Labeling
\labelwidthstring 00.00.0000
FB40
\begin_inset Branch na
inverted 0
status collapsed
\begin_layout Standard
נּ סּ ףּ פּ צּ קּ רּ שּ תּ וֹ בֿ כֿ פֿ ﭏ
\end_layout
\end_inset
\end_layout
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212
autotests/export/latex/Unicode-characters/125_152-modifiers-presentation.lyx Normal file
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#LyX 2.3 created this file. For more info see http://www.lyx.org/
\lyxformat 512
\begin_document
\begin_header
\save_transient_properties true
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\textclass article
\use_default_options true
\maintain_unincluded_children false
\language english
\language_package default
\inputencoding ascii
\fontencoding global
\font_roman "lmodern" "default"
\font_sans "lmss" "default"
\font_typewriter "lmtt" "default"
\font_math "auto" "auto"
\font_default_family default
\use_non_tex_fonts false
\font_sc false
\font_osf false
\font_sf_scale 100 100
\font_tt_scale 100 100
\use_microtype false
\graphics default
\default_output_format pdf2
\output_sync 0
\bibtex_command default
\index_command default
\paperfontsize default
\spacing single
\use_hyperref false
\papersize default
\use_geometry false
\use_package amsmath 1
\use_package amssymb 1
\use_package cancel 1
\use_package esint 1
\use_package mathdots 1
\use_package mathtools 1
\use_package mhchem 1
\use_package stackrel 1
\use_package stmaryrd 1
\use_package undertilde 1
\cite_engine basic
\cite_engine_type default
\biblio_style plain
\use_bibtopic false
\use_indices false
\paperorientation portrait
\suppress_date false
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\use_refstyle 1
\branch na
\selected 0
\filename_suffix 0
\color #faf0e6
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\index Index
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\color #008000
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\secnumdepth 3
\tocdepth 3
\paragraph_separation indent
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\quotes_language english
\papercolumns 1
\papersides 1
\paperpagestyle default
\tracking_changes false
\output_changes false
\html_math_output 0
\html_css_as_file 0
\html_be_strict false
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\begin_body
\begin_layout Subsection*
125 Modifier tone letters
\end_layout
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A700
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꜀ ꜁ ꜂ ꜃ ꜄ ꜅ ꜆ ꜇ ꜈ ꜉ ꜊ ꜋ ꜌ ꜍ ꜎ ꜏
\end_layout
\end_inset
\end_layout
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\labelwidthstring 00.00.0000
A710
\begin_inset Branch na
inverted 0
status open
\begin_layout Standard
꜐ ꜑ ꜒ ꜓ ꜔ ꜕ ꜖ ꜗ ꜘ ꜙ ꜚ
\end_layout
\end_inset
ꜛ ꜜ
\begin_inset Branch na
inverted 0
status open
\begin_layout Standard
ꜝ ꜞ ꜟ
\end_layout
\end_inset
\end_layout
\begin_layout Subsection*
152 Alphabetic Presentation Forms
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\begin_layout Labeling
\labelwidthstring 00.00.0000
FB00 ff fi fl ffi ffl
\begin_inset Branch na
inverted 0
status open
\begin_layout Standard
ſt st
\end_layout
\end_inset
\end_layout
\begin_layout Labeling
\labelwidthstring 00.00.0000
FB10
\begin_inset Branch na
inverted 0
status open
\begin_layout Standard
ﬓ ﬔ ﬕ ﬖ ﬗ יִ ﬞ ײַ
\end_layout
\end_inset
\end_layout
\begin_layout Labeling
\labelwidthstring 00.00.0000
FB20
\begin_inset Branch na
inverted 0
status open
\begin_layout Standard
ﬠ ﬡ ﬢ ﬣ ﬤ ﬥ ﬦ ﬧ ﬨ ﬩ שׁ שׂ שּׁ שּׂ אַ אָ
\end_layout
\end_inset
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FB30
\begin_inset Branch na
inverted 0
status open
\begin_layout Standard
אּ בּ גּ דּ הּ וּ זּ טּ יּ ךּ כּ לּ מּ
\end_layout
\end_inset
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\begin_layout Labeling
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FB40
\begin_inset Branch na
inverted 0
status open
\begin_layout Standard
נּ סּ ףּ פּ צּ קּ רּ שּ תּ וֹ בֿ כֿ פֿ ﭏ
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765
lib/unicodesymbols
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@ -3649,12 +3649,12 @@
0x2afd "" "" "force=utf8" "\\sslash" "stmaryrd" # DOUBLE SOLIDUS OPERATOR 0x2afd "" "" "force=utf8" "\\sslash" "stmaryrd" # DOUBLE SOLIDUS OPERATOR
0x2afe "" "" "force=utf8" "\\talloblong" "stmaryrd" # WHITE VERTICAL BAR 0x2afe "" "" "force=utf8" "\\talloblong" "stmaryrd" # WHITE VERTICAL BAR
# #
# Modifier tone letters # 125 Modifier tone letters
# #
0xa71b "\\textupstep" "tipa" "" "" "" # MODIFIER LETTER RAISED UP ARROW 0xa71b "\\textupstep" "tipa" "force=utf8" "" "" # MODIFIER LETTER RAISED UP ARROW
0xa71c "\\textdownstep" "tipa" "" "" "" # MODIFIER LETTER RAISED DOWN ARROW 0xa71c "\\textdownstep" "tipa" "force=utf8" "" "" # MODIFIER LETTER RAISED DOWN ARROW
# #
# ligatures # 152 Alphabetic Presentation Forms
# #
0xfb00 "ff" "" "force,notermination=text" "" "" # LATIN SMALL LIGATURE FF 0xfb00 "ff" "" "force,notermination=text" "" "" # LATIN SMALL LIGATURE FF
0xfb01 "fi" "" "force,notermination=text" "" "" # LATIN SMALL LIGATURE FI 0xfb01 "fi" "" "force,notermination=text" "" "" # LATIN SMALL LIGATURE FI
@ -3662,382 +3662,383 @@
0xfb03 "ffi" "" "force,notermination=text" "" "" # LATIN SMALL LIGATURE FFI 0xfb03 "ffi" "" "force,notermination=text" "" "" # LATIN SMALL LIGATURE FFI
0xfb04 "ffl" "" "force,notermination=text" "" "" # LATIN SMALL LIGATURE FFL 0xfb04 "ffl" "" "force,notermination=text" "" "" # LATIN SMALL LIGATURE FFL
# #
# mathematical alphanumeric symbols # 246 Mathematical Alphanumeric Symbols
# #
0x1d400 "" "" "" "\\mathbf{A}" "" # 𝐀 MATHEMATICAL BOLD CAPITAL A 0x1d400 "" "" "force=utf8" "\\mathbf{A}" "" # 𝐀 MATHEMATICAL BOLD CAPITAL A
0x1d401 "" "" "" "\\mathbf{B}" "" # 𝐁 MATHEMATICAL BOLD CAPITAL B 0x1d401 "" "" "force=utf8" "\\mathbf{B}" "" # 𝐁 MATHEMATICAL BOLD CAPITAL B
0x1d402 "" "" "" "\\mathbf{C}" "" # 𝐂 MATHEMATICAL BOLD CAPITAL C 0x1d402 "" "" "force=utf8" "\\mathbf{C}" "" # 𝐂 MATHEMATICAL BOLD CAPITAL C
0x1d403 "" "" "" "\\mathbf{D}" "" # 𝐃 MATHEMATICAL BOLD CAPITAL D 0x1d403 "" "" "force=utf8" "\\mathbf{D}" "" # 𝐃 MATHEMATICAL BOLD CAPITAL D
0x1d404 "" "" "" "\\mathbf{E}" "" # 𝐄 MATHEMATICAL BOLD CAPITAL E 0x1d404 "" "" "force=utf8" "\\mathbf{E}" "" # 𝐄 MATHEMATICAL BOLD CAPITAL E
0x1d405 "" "" "" "\\mathbf{F}" "" # 𝐅 MATHEMATICAL BOLD CAPITAL F 0x1d405 "" "" "force=utf8" "\\mathbf{F}" "" # 𝐅 MATHEMATICAL BOLD CAPITAL F
0x1d406 "" "" "" "\\mathbf{G}" "" # 𝐆 MATHEMATICAL BOLD CAPITAL G 0x1d406 "" "" "force=utf8" "\\mathbf{G}" "" # 𝐆 MATHEMATICAL BOLD CAPITAL G
0x1d407 "" "" "" "\\mathbf{H}" "" # 𝐇 MATHEMATICAL BOLD CAPITAL H 0x1d407 "" "" "force=utf8" "\\mathbf{H}" "" # 𝐇 MATHEMATICAL BOLD CAPITAL H
0x1d408 "" "" "" "\\mathbf{I}" "" # 𝐈 MATHEMATICAL BOLD CAPITAL I 0x1d408 "" "" "force=utf8" "\\mathbf{I}" "" # 𝐈 MATHEMATICAL BOLD CAPITAL I
0x1d409 "" "" "" "\\mathbf{J}" "" # 𝐉 MATHEMATICAL BOLD CAPITAL J 0x1d409 "" "" "force=utf8" "\\mathbf{J}" "" # 𝐉 MATHEMATICAL BOLD CAPITAL J
0x1d40a "" "" "" "\\mathbf{K}" "" # 𝐊 MATHEMATICAL BOLD CAPITAL K 0x1d40a "" "" "force=utf8" "\\mathbf{K}" "" # 𝐊 MATHEMATICAL BOLD CAPITAL K
0x1d40b "" "" "" "\\mathbf{L}" "" # 𝐋 MATHEMATICAL BOLD CAPITAL L 0x1d40b "" "" "force=utf8" "\\mathbf{L}" "" # 𝐋 MATHEMATICAL BOLD CAPITAL L
0x1d40c "" "" "" "\\mathbf{M}" "" # 𝐌 MATHEMATICAL BOLD CAPITAL M 0x1d40c "" "" "force=utf8" "\\mathbf{M}" "" # 𝐌 MATHEMATICAL BOLD CAPITAL M
0x1d40d "" "" "" "\\mathbf{N}" "" # 𝐍 MATHEMATICAL BOLD CAPITAL N 0x1d40d "" "" "force=utf8" "\\mathbf{N}" "" # 𝐍 MATHEMATICAL BOLD CAPITAL N
0x1d40e "" "" "" "\\mathbf{O}" "" # 𝐎 MATHEMATICAL BOLD CAPITAL O 0x1d40e "" "" "force=utf8" "\\mathbf{O}" "" # 𝐎 MATHEMATICAL BOLD CAPITAL O
0x1d40f "" "" "" "\\mathbf{P}" "" # 𝐏 MATHEMATICAL BOLD CAPITAL P 0x1d40f "" "" "force=utf8" "\\mathbf{P}" "" # 𝐏 MATHEMATICAL BOLD CAPITAL P
0x1d410 "" "" "" "\\mathbf{Q}" "" # 𝐐 MATHEMATICAL BOLD CAPITAL Q 0x1d410 "" "" "force=utf8" "\\mathbf{Q}" "" # 𝐐 MATHEMATICAL BOLD CAPITAL Q
0x1d411 "" "" "" "\\mathbf{R}" "" # 𝐑 MATHEMATICAL BOLD CAPITAL R 0x1d411 "" "" "force=utf8" "\\mathbf{R}" "" # 𝐑 MATHEMATICAL BOLD CAPITAL R
0x1d412 "" "" "" "\\mathbf{S}" "" # 𝐒 MATHEMATICAL BOLD CAPITAL S 0x1d412 "" "" "force=utf8" "\\mathbf{S}" "" # 𝐒 MATHEMATICAL BOLD CAPITAL S
0x1d413 "" "" "" "\\mathbf{T}" "" # 𝐓 MATHEMATICAL BOLD CAPITAL T 0x1d413 "" "" "force=utf8" "\\mathbf{T}" "" # 𝐓 MATHEMATICAL BOLD CAPITAL T
0x1d414 "" "" "" "\\mathbf{U}" "" # 𝐔 MATHEMATICAL BOLD CAPITAL U 0x1d414 "" "" "force=utf8" "\\mathbf{U}" "" # 𝐔 MATHEMATICAL BOLD CAPITAL U
0x1d415 "" "" "" "\\mathbf{V}" "" # 𝐕 MATHEMATICAL BOLD CAPITAL V 0x1d415 "" "" "force=utf8" "\\mathbf{V}" "" # 𝐕 MATHEMATICAL BOLD CAPITAL V
0x1d416 "" "" "" "\\mathbf{W}" "" # 𝐖 MATHEMATICAL BOLD CAPITAL W 0x1d416 "" "" "force=utf8" "\\mathbf{W}" "" # 𝐖 MATHEMATICAL BOLD CAPITAL W
0x1d417 "" "" "" "\\mathbf{X}" "" # 𝐗 MATHEMATICAL BOLD CAPITAL X 0x1d417 "" "" "force=utf8" "\\mathbf{X}" "" # 𝐗 MATHEMATICAL BOLD CAPITAL X
0x1d418 "" "" "" "\\mathbf{Y}" "" # 𝐘 MATHEMATICAL BOLD CAPITAL Y 0x1d418 "" "" "force=utf8" "\\mathbf{Y}" "" # 𝐘 MATHEMATICAL BOLD CAPITAL Y
0x1d419 "" "" "" "\\mathbf{Z}" "" # 𝐙 MATHEMATICAL BOLD CAPITAL Z 0x1d419 "" "" "force=utf8" "\\mathbf{Z}" "" # 𝐙 MATHEMATICAL BOLD CAPITAL Z
0x1d41a "" "" "" "\\mathbf{a}" "" # 𝐚 MATHEMATICAL BOLD SMALL A 0x1d41a "" "" "force=utf8" "\\mathbf{a}" "" # 𝐚 MATHEMATICAL BOLD SMALL A
0x1d41b "" "" "" "\\mathbf{b}" "" # 𝐛 MATHEMATICAL BOLD SMALL B 0x1d41b "" "" "force=utf8" "\\mathbf{b}" "" # 𝐛 MATHEMATICAL BOLD SMALL B
0x1d41c "" "" "" "\\mathbf{c}" "" # 𝐜 MATHEMATICAL BOLD SMALL C 0x1d41c "" "" "force=utf8" "\\mathbf{c}" "" # 𝐜 MATHEMATICAL BOLD SMALL C
0x1d41d "" "" "" "\\mathbf{d}" "" # 𝐝 MATHEMATICAL BOLD SMALL D 0x1d41d "" "" "force=utf8" "\\mathbf{d}" "" # 𝐝 MATHEMATICAL BOLD SMALL D
0x1d41e "" "" "" "\\mathbf{e}" "" # 𝐞 MATHEMATICAL BOLD SMALL E 0x1d41e "" "" "force=utf8" "\\mathbf{e}" "" # 𝐞 MATHEMATICAL BOLD SMALL E
0x1d41f "" "" "" "\\mathbf{f}" "" # 𝐟 MATHEMATICAL BOLD SMALL F 0x1d41f "" "" "force=utf8" "\\mathbf{f}" "" # 𝐟 MATHEMATICAL BOLD SMALL F
0x1d420 "" "" "" "\\mathbf{g}" "" # 𝐠 MATHEMATICAL BOLD SMALL G 0x1d420 "" "" "force=utf8" "\\mathbf{g}" "" # 𝐠 MATHEMATICAL BOLD SMALL G
0x1d421 "" "" "" "\\mathbf{h}" "" # 𝐡 MATHEMATICAL BOLD SMALL H 0x1d421 "" "" "force=utf8" "\\mathbf{h}" "" # 𝐡 MATHEMATICAL BOLD SMALL H
0x1d422 "" "" "" "\\mathbf{i}" "" # 𝐢 MATHEMATICAL BOLD SMALL I 0x1d422 "" "" "force=utf8" "\\mathbf{i}" "" # 𝐢 MATHEMATICAL BOLD SMALL I
0x1d423 "" "" "" "\\mathbf{j}" "" # 𝐣 MATHEMATICAL BOLD SMALL J 0x1d423 "" "" "force=utf8" "\\mathbf{j}" "" # 𝐣 MATHEMATICAL BOLD SMALL J
0x1d424 "" "" "" "\\mathbf{k}" "" # 𝐤 MATHEMATICAL BOLD SMALL K 0x1d424 "" "" "force=utf8" "\\mathbf{k}" "" # 𝐤 MATHEMATICAL BOLD SMALL K
0x1d425 "" "" "" "\\mathbf{l}" "" # 𝐥 MATHEMATICAL BOLD SMALL L 0x1d425 "" "" "force=utf8" "\\mathbf{l}" "" # 𝐥 MATHEMATICAL BOLD SMALL L
0x1d426 "" "" "" "\\mathbf{m}" "" # 𝐦 MATHEMATICAL BOLD SMALL M 0x1d426 "" "" "force=utf8" "\\mathbf{m}" "" # 𝐦 MATHEMATICAL BOLD SMALL M
0x1d427 "" "" "" "\\mathbf{n}" "" # 𝐧 MATHEMATICAL BOLD SMALL N 0x1d427 "" "" "force=utf8" "\\mathbf{n}" "" # 𝐧 MATHEMATICAL BOLD SMALL N
0x1d428 "" "" "" "\\mathbf{o}" "" # 𝐨 MATHEMATICAL BOLD SMALL O 0x1d428 "" "" "force=utf8" "\\mathbf{o}" "" # 𝐨 MATHEMATICAL BOLD SMALL O
0x1d429 "" "" "" "\\mathbf{p}" "" # 𝐩 MATHEMATICAL BOLD SMALL P 0x1d429 "" "" "force=utf8" "\\mathbf{p}" "" # 𝐩 MATHEMATICAL BOLD SMALL P
0x1d42a "" "" "" "\\mathbf{q}" "" # 𝐪 MATHEMATICAL BOLD SMALL Q 0x1d42a "" "" "force=utf8" "\\mathbf{q}" "" # 𝐪 MATHEMATICAL BOLD SMALL Q
0x1d42b "" "" "" "\\mathbf{r}" "" # 𝐫 MATHEMATICAL BOLD SMALL R 0x1d42b "" "" "force=utf8" "\\mathbf{r}" "" # 𝐫 MATHEMATICAL BOLD SMALL R
0x1d42c "" "" "" "\\mathbf{s}" "" # 𝐬 MATHEMATICAL BOLD SMALL S 0x1d42c "" "" "force=utf8" "\\mathbf{s}" "" # 𝐬 MATHEMATICAL BOLD SMALL S
0x1d42d "" "" "" "\\mathbf{t}" "" # 𝐭 MATHEMATICAL BOLD SMALL T 0x1d42d "" "" "force=utf8" "\\mathbf{t}" "" # 𝐭 MATHEMATICAL BOLD SMALL T
0x1d42e "" "" "" "\\mathbf{u}" "" # 𝐮 MATHEMATICAL BOLD SMALL U 0x1d42e "" "" "force=utf8" "\\mathbf{u}" "" # 𝐮 MATHEMATICAL BOLD SMALL U
0x1d42f "" "" "" "\\mathbf{v}" "" # 𝐯 MATHEMATICAL BOLD SMALL V 0x1d42f "" "" "force=utf8" "\\mathbf{v}" "" # 𝐯 MATHEMATICAL BOLD SMALL V
0x1d430 "" "" "" "\\mathbf{w}" "" # 𝐰 MATHEMATICAL BOLD SMALL W 0x1d430 "" "" "force=utf8" "\\mathbf{w}" "" # 𝐰 MATHEMATICAL BOLD SMALL W
0x1d431 "" "" "" "\\mathbf{x}" "" # 𝐱 MATHEMATICAL BOLD SMALL X 0x1d431 "" "" "force=utf8" "\\mathbf{x}" "" # 𝐱 MATHEMATICAL BOLD SMALL X
0x1d432 "" "" "" "\\mathbf{y}" "" # 𝐲 MATHEMATICAL BOLD SMALL Y 0x1d432 "" "" "force=utf8" "\\mathbf{y}" "" # 𝐲 MATHEMATICAL BOLD SMALL Y
0x1d433 "" "" "" "\\mathbf{z}" "" # 𝐳 MATHEMATICAL BOLD SMALL Z 0x1d433 "" "" "force=utf8" "\\mathbf{z}" "" # 𝐳 MATHEMATICAL BOLD SMALL Z
0x1d434 "" "" "notermination=math" "A" "" # 𝐴 MATHEMATICAL ITALIC CAPITAL A 0x1d434 "" "" "force=utf8,notermination=math" "A" "" # 𝐴 MATHEMATICAL ITALIC CAPITAL A
0x1d435 "" "" "notermination=math" "B" "" # 𝐵 MATHEMATICAL ITALIC CAPITAL B 0x1d435 "" "" "force=utf8,notermination=math" "B" "" # 𝐵 MATHEMATICAL ITALIC CAPITAL B
0x1d436 "" "" "notermination=math" "C" "" # 𝐶 MATHEMATICAL ITALIC CAPITAL C 0x1d436 "" "" "force=utf8,notermination=math" "C" "" # 𝐶 MATHEMATICAL ITALIC CAPITAL C
0x1d437 "" "" "notermination=math" "D" "" # 𝐷 MATHEMATICAL ITALIC CAPITAL D 0x1d437 "" "" "force=utf8,notermination=math" "D" "" # 𝐷 MATHEMATICAL ITALIC CAPITAL D
0x1d438 "" "" "notermination=math" "E" "" # 𝐸 MATHEMATICAL ITALIC CAPITAL E 0x1d438 "" "" "force=utf8,notermination=math" "E" "" # 𝐸 MATHEMATICAL ITALIC CAPITAL E
0x1d439 "" "" "notermination=math" "F" "" # 𝐹 MATHEMATICAL ITALIC CAPITAL F 0x1d439 "" "" "force=utf8,notermination=math" "F" "" # 𝐹 MATHEMATICAL ITALIC CAPITAL F
0x1d43a "" "" "notermination=math" "G" "" # 𝐺 MATHEMATICAL ITALIC CAPITAL G 0x1d43a "" "" "force=utf8,notermination=math" "G" "" # 𝐺 MATHEMATICAL ITALIC CAPITAL G
0x1d43b "" "" "notermination=math" "H" "" # 𝐻 MATHEMATICAL ITALIC CAPITAL H 0x1d43b "" "" "force=utf8,notermination=math" "H" "" # 𝐻 MATHEMATICAL ITALIC CAPITAL H
0x1d43c "" "" "notermination=math" "I" "" # 𝐼 MATHEMATICAL ITALIC CAPITAL I 0x1d43c "" "" "force=utf8,notermination=math" "I" "" # 𝐼 MATHEMATICAL ITALIC CAPITAL I
0x1d43d "" "" "notermination=math" "J" "" # 𝐽 MATHEMATICAL ITALIC CAPITAL J 0x1d43d "" "" "force=utf8,notermination=math" "J" "" # 𝐽 MATHEMATICAL ITALIC CAPITAL J
0x1d43e "" "" "notermination=math" "K" "" # 𝐾 MATHEMATICAL ITALIC CAPITAL K 0x1d43e "" "" "force=utf8,notermination=math" "K" "" # 𝐾 MATHEMATICAL ITALIC CAPITAL K
0x1d43f "" "" "notermination=math" "L" "" # 𝐿 MATHEMATICAL ITALIC CAPITAL L 0x1d43f "" "" "force=utf8,notermination=math" "L" "" # 𝐿 MATHEMATICAL ITALIC CAPITAL L
0x1d440 "" "" "notermination=math" "M" "" # 𝑀 MATHEMATICAL ITALIC CAPITAL M 0x1d440 "" "" "force=utf8,notermination=math" "M" "" # 𝑀 MATHEMATICAL ITALIC CAPITAL M
0x1d441 "" "" "notermination=math" "N" "" # 𝑁 MATHEMATICAL ITALIC CAPITAL N 0x1d441 "" "" "force=utf8,notermination=math" "N" "" # 𝑁 MATHEMATICAL ITALIC CAPITAL N
0x1d442 "" "" "notermination=math" "O" "" # 𝑂 MATHEMATICAL ITALIC CAPITAL O 0x1d442 "" "" "force=utf8,notermination=math" "O" "" # 𝑂 MATHEMATICAL ITALIC CAPITAL O
0x1d443 "" "" "notermination=math" "P" "" # 𝑃 MATHEMATICAL ITALIC CAPITAL P 0x1d443 "" "" "force=utf8,notermination=math" "P" "" # 𝑃 MATHEMATICAL ITALIC CAPITAL P
0x1d444 "" "" "notermination=math" "Q" "" # 𝑄 MATHEMATICAL ITALIC CAPITAL Q 0x1d444 "" "" "force=utf8,notermination=math" "Q" "" # 𝑄 MATHEMATICAL ITALIC CAPITAL Q
0x1d445 "" "" "notermination=math" "R" "" # 𝑅 MATHEMATICAL ITALIC CAPITAL R 0x1d445 "" "" "force=utf8,notermination=math" "R" "" # 𝑅 MATHEMATICAL ITALIC CAPITAL R
0x1d446 "" "" "notermination=math" "S" "" # 𝑆 MATHEMATICAL ITALIC CAPITAL S 0x1d446 "" "" "force=utf8,notermination=math" "S" "" # 𝑆 MATHEMATICAL ITALIC CAPITAL S
0x1d447 "" "" "notermination=math" "T" "" # 𝑇 MATHEMATICAL ITALIC CAPITAL T 0x1d447 "" "" "force=utf8,notermination=math" "T" "" # 𝑇 MATHEMATICAL ITALIC CAPITAL T
0x1d448 "" "" "notermination=math" "U" "" # 𝑈 MATHEMATICAL ITALIC CAPITAL U 0x1d448 "" "" "force=utf8,notermination=math" "U" "" # 𝑈 MATHEMATICAL ITALIC CAPITAL U
0x1d449 "" "" "notermination=math" "V" "" # 𝑉 MATHEMATICAL ITALIC CAPITAL V 0x1d449 "" "" "force=utf8,notermination=math" "V" "" # 𝑉 MATHEMATICAL ITALIC CAPITAL V
0x1d44a "" "" "notermination=math" "W" "" # 𝑊 MATHEMATICAL ITALIC CAPITAL W 0x1d44a "" "" "force=utf8,notermination=math" "W" "" # 𝑊 MATHEMATICAL ITALIC CAPITAL W
0x1d44b "" "" "notermination=math" "X" "" # 𝑋 MATHEMATICAL ITALIC CAPITAL X 0x1d44b "" "" "force=utf8,notermination=math" "X" "" # 𝑋 MATHEMATICAL ITALIC CAPITAL X
0x1d44c "" "" "notermination=math" "Y" "" # 𝑌 MATHEMATICAL ITALIC CAPITAL Y 0x1d44c "" "" "force=utf8,notermination=math" "Y" "" # 𝑌 MATHEMATICAL ITALIC CAPITAL Y
0x1d44d "" "" "notermination=math" "Z" "" # 𝑍 MATHEMATICAL ITALIC CAPITAL Z 0x1d44d "" "" "force=utf8,notermination=math" "Z" "" # 𝑍 MATHEMATICAL ITALIC CAPITAL Z
0x1d44e "" "" "notermination=math" "a" "" # 𝑎 MATHEMATICAL ITALIC SMALL A 0x1d44e "" "" "force=utf8,notermination=math" "a" "" # 𝑎 MATHEMATICAL ITALIC SMALL A
0x1d44f "" "" "notermination=math" "b" "" # 𝑏 MATHEMATICAL ITALIC SMALL B 0x1d44f "" "" "force=utf8,notermination=math" "b" "" # 𝑏 MATHEMATICAL ITALIC SMALL B
0x1d450 "" "" "notermination=math" "c" "" # 𝑐 MATHEMATICAL ITALIC SMALL C 0x1d450 "" "" "force=utf8,notermination=math" "c" "" # 𝑐 MATHEMATICAL ITALIC SMALL C
0x1d451 "" "" "notermination=math" "d" "" # 𝑑 MATHEMATICAL ITALIC SMALL D 0x1d451 "" "" "force=utf8,notermination=math" "d" "" # 𝑑 MATHEMATICAL ITALIC SMALL D
0x1d452 "" "" "notermination=math" "e" "" # 𝑒 MATHEMATICAL ITALIC SMALL E 0x1d452 "" "" "force=utf8,notermination=math" "e" "" # 𝑒 MATHEMATICAL ITALIC SMALL E
0x1d453 "" "" "notermination=math" "f" "" # 𝑓 MATHEMATICAL ITALIC SMALL F 0x1d453 "" "" "force=utf8,notermination=math" "f" "" # 𝑓 MATHEMATICAL ITALIC SMALL F
0x1d454 "" "" "notermination=math" "g" "" # 𝑔 MATHEMATICAL ITALIC SMALL G 0x1d454 "" "" "force=utf8,notermination=math" "g" "" # 𝑔 MATHEMATICAL ITALIC SMALL G
0x1d456 "" "" "notermination=math" "i" "" # 𝑖 MATHEMATICAL ITALIC SMALL I 0x1d456 "" "" "force=utf8,notermination=math" "i" "" # 𝑖 MATHEMATICAL ITALIC SMALL I
0x1d457 "" "" "notermination=math" "j" "" # 𝑗 MATHEMATICAL ITALIC SMALL J 0x1d457 "" "" "force=utf8,notermination=math" "j" "" # 𝑗 MATHEMATICAL ITALIC SMALL J
0x1d458 "" "" "notermination=math" "k" "" # 𝑘 MATHEMATICAL ITALIC SMALL K 0x1d458 "" "" "force=utf8,notermination=math" "k" "" # 𝑘 MATHEMATICAL ITALIC SMALL K
0x1d459 "" "" "notermination=math" "l" "" # 𝑙 MATHEMATICAL ITALIC SMALL L 0x1d459 "" "" "force=utf8,notermination=math" "l" "" # 𝑙 MATHEMATICAL ITALIC SMALL L
0x1d45a "" "" "notermination=math" "m" "" # 𝑚 MATHEMATICAL ITALIC SMALL M 0x1d45a "" "" "force=utf8,notermination=math" "m" "" # 𝑚 MATHEMATICAL ITALIC SMALL M
0x1d45b "" "" "notermination=math" "n" "" # 𝑛 MATHEMATICAL ITALIC SMALL N 0x1d45b "" "" "force=utf8,notermination=math" "n" "" # 𝑛 MATHEMATICAL ITALIC SMALL N
0x1d45c "" "" "notermination=math" "o" "" # 𝑜 MATHEMATICAL ITALIC SMALL O 0x1d45c "" "" "force=utf8,notermination=math" "o" "" # 𝑜 MATHEMATICAL ITALIC SMALL O
0x1d45d "" "" "notermination=math" "p" "" # 𝑝 MATHEMATICAL ITALIC SMALL P 0x1d45d "" "" "force=utf8,notermination=math" "p" "" # 𝑝 MATHEMATICAL ITALIC SMALL P
0x1d45e "" "" "notermination=math" "q" "" # 𝑞 MATHEMATICAL ITALIC SMALL Q 0x1d45e "" "" "force=utf8,notermination=math" "q" "" # 𝑞 MATHEMATICAL ITALIC SMALL Q
0x1d45f "" "" "notermination=math" "r" "" # 𝑟 MATHEMATICAL ITALIC SMALL R 0x1d45f "" "" "force=utf8,notermination=math" "r" "" # 𝑟 MATHEMATICAL ITALIC SMALL R
0x1d460 "" "" "notermination=math" "s" "" # 𝑠 MATHEMATICAL ITALIC SMALL S 0x1d460 "" "" "force=utf8,notermination=math" "s" "" # 𝑠 MATHEMATICAL ITALIC SMALL S
0x1d461 "" "" "notermination=math" "t" "" # 𝑡 MATHEMATICAL ITALIC SMALL T 0x1d461 "" "" "force=utf8,notermination=math" "t" "" # 𝑡 MATHEMATICAL ITALIC SMALL T
0x1d462 "" "" "notermination=math" "u" "" # 𝑢 MATHEMATICAL ITALIC SMALL U 0x1d462 "" "" "force=utf8,notermination=math" "u" "" # 𝑢 MATHEMATICAL ITALIC SMALL U
0x1d463 "" "" "notermination=math" "v" "" # 𝑣 MATHEMATICAL ITALIC SMALL V 0x1d463 "" "" "force=utf8,notermination=math" "v" "" # 𝑣 MATHEMATICAL ITALIC SMALL V
0x1d464 "" "" "notermination=math" "w" "" # 𝑤 MATHEMATICAL ITALIC SMALL W 0x1d464 "" "" "force=utf8,notermination=math" "w" "" # 𝑤 MATHEMATICAL ITALIC SMALL W
0x1d465 "" "" "notermination=math" "x" "" # 𝑥 MATHEMATICAL ITALIC SMALL X 0x1d465 "" "" "force=utf8,notermination=math" "x" "" # 𝑥 MATHEMATICAL ITALIC SMALL X
0x1d466 "" "" "notermination=math" "y" "" # 𝑦 MATHEMATICAL ITALIC SMALL Y 0x1d466 "" "" "force=utf8,notermination=math" "y" "" # 𝑦 MATHEMATICAL ITALIC SMALL Y
0x1d467 "" "" "notermination=math" "z" "" # 𝑧 MATHEMATICAL ITALIC SMALL Z 0x1d467 "" "" "force=utf8,notermination=math" "z" "" # 𝑧 MATHEMATICAL ITALIC SMALL Z
0x1d49c "" "" "" "\\mathcal{A}" "" # 𝒜 MATHEMATICAL SCRIPT CAPITAL A 0x1d49c "" "" "force=utf8" "\\mathcal{A}" "" # 𝒜 MATHEMATICAL SCRIPT CAPITAL A
0x1d49e "" "" "" "\\mathcal{C}" "" # 𝒞 MATHEMATICAL SCRIPT CAPITAL C 0x1d49e "" "" "force=utf8" "\\mathcal{C}" "" # 𝒞 MATHEMATICAL SCRIPT CAPITAL C
0x1d49f "" "" "" "\\mathcal{D}" "" # 𝒟 MATHEMATICAL SCRIPT CAPITAL D 0x1d49f "" "" "force=utf8" "\\mathcal{D}" "" # 𝒟 MATHEMATICAL SCRIPT CAPITAL D
0x1d4a2 "" "" "" "\\mathcal{G}" "" # 𝒢 MATHEMATICAL SCRIPT CAPITAL G 0x1d4a2 "" "" "force=utf8" "\\mathcal{G}" "" # 𝒢 MATHEMATICAL SCRIPT CAPITAL G
0x1d4a5 "" "" "" "\\mathcal{J}" "" # 𝒥 MATHEMATICAL SCRIPT CAPITAL J 0x1d4a5 "" "" "force=utf8" "\\mathcal{J}" "" # 𝒥 MATHEMATICAL SCRIPT CAPITAL J
0x1d4a6 "" "" "" "\\mathcal{K}" "" # 𝒦 MATHEMATICAL SCRIPT CAPITAL K 0x1d4a6 "" "" "force=utf8" "\\mathcal{K}" "" # 𝒦 MATHEMATICAL SCRIPT CAPITAL K
0x1d4a9 "" "" "" "\\mathcal{N}" "" # 𝒩 MATHEMATICAL SCRIPT CAPITAL N 0x1d4a9 "" "" "force=utf8" "\\mathcal{N}" "" # 𝒩 MATHEMATICAL SCRIPT CAPITAL N
0x1d4aa "" "" "" "\\mathcal{O}" "" # 𝒪 MATHEMATICAL SCRIPT CAPITAL O 0x1d4aa "" "" "force=utf8" "\\mathcal{O}" "" # 𝒪 MATHEMATICAL SCRIPT CAPITAL O
0x1d4ab "" "" "" "\\mathcal{P}" "" # 𝒫 MATHEMATICAL SCRIPT CAPITAL P 0x1d4ab "" "" "force=utf8" "\\mathcal{P}" "" # 𝒫 MATHEMATICAL SCRIPT CAPITAL P
0x1d4ac "" "" "" "\\mathcal{Q}" "" # 𝒬 MATHEMATICAL SCRIPT CAPITAL Q 0x1d4ac "" "" "force=utf8" "\\mathcal{Q}" "" # 𝒬 MATHEMATICAL SCRIPT CAPITAL Q
0x1d4ae "" "" "" "\\mathcal{S}" "" # 𝒮 MATHEMATICAL SCRIPT CAPITAL S 0x1d4ae "" "" "force=utf8" "\\mathcal{S}" "" # 𝒮 MATHEMATICAL SCRIPT CAPITAL S
0x1d4af "" "" "" "\\mathcal{T}" "" # 𝒯 MATHEMATICAL SCRIPT CAPITAL T 0x1d4af "" "" "force=utf8" "\\mathcal{T}" "" # 𝒯 MATHEMATICAL SCRIPT CAPITAL T
0x1d4b0 "" "" "" "\\mathcal{U}" "" # 𝒰 MATHEMATICAL SCRIPT CAPITAL U 0x1d4b0 "" "" "force=utf8" "\\mathcal{U}" "" # 𝒰 MATHEMATICAL SCRIPT CAPITAL U
0x1d4b1 "" "" "" "\\mathcal{V}" "" # 𝒱 MATHEMATICAL SCRIPT CAPITAL V 0x1d4b1 "" "" "force=utf8" "\\mathcal{V}" "" # 𝒱 MATHEMATICAL SCRIPT CAPITAL V
0x1d4b2 "" "" "" "\\mathcal{W}" "" # 𝒲 MATHEMATICAL SCRIPT CAPITAL W 0x1d4b2 "" "" "force=utf8" "\\mathcal{W}" "" # 𝒲 MATHEMATICAL SCRIPT CAPITAL W
0x1d4b3 "" "" "" "\\mathcal{X}" "" # 𝒳 MATHEMATICAL SCRIPT CAPITAL X 0x1d4b3 "" "" "force=utf8" "\\mathcal{X}" "" # 𝒳 MATHEMATICAL SCRIPT CAPITAL X
0x1d4b4 "" "" "" "\\mathcal{Y}" "" # 𝒴 MATHEMATICAL SCRIPT CAPITAL Y 0x1d4b4 "" "" "force=utf8" "\\mathcal{Y}" "" # 𝒴 MATHEMATICAL SCRIPT CAPITAL Y
0x1d4b5 "" "" "" "\\mathcal{Z}" "" # 𝒵 MATHEMATICAL SCRIPT CAPITAL Z 0x1d4b5 "" "" "force=utf8" "\\mathcal{Z}" "" # 𝒵 MATHEMATICAL SCRIPT CAPITAL Z
0x1d504 "" "" "" "\\mathfrak{A}" "amssymb" # 𝔄 MATHEMATICAL FRAKTUR CAPITAL A 0x1d504 "" "" "force=utf8" "\\mathfrak{A}" "amssymb" # 𝔄 MATHEMATICAL FRAKTUR CAPITAL A
0x1d505 "" "" "" "\\mathfrak{B}" "amssymb" # 𝔅 MATHEMATICAL FRAKTUR CAPITAL B 0x1d505 "" "" "force=utf8" "\\mathfrak{B}" "amssymb" # 𝔅 MATHEMATICAL FRAKTUR CAPITAL B
0x1d507 "" "" "" "\\mathfrak{D}" "amssymb" # 𝔇 MATHEMATICAL FRAKTUR CAPITAL D 0x1d507 "" "" "force=utf8" "\\mathfrak{D}" "amssymb" # 𝔇 MATHEMATICAL FRAKTUR CAPITAL D
0x1d508 "" "" "" "\\mathfrak{E}" "amssymb" # 𝔈 MATHEMATICAL FRAKTUR CAPITAL E 0x1d508 "" "" "force=utf8" "\\mathfrak{E}" "amssymb" # 𝔈 MATHEMATICAL FRAKTUR CAPITAL E
0x1d509 "" "" "" "\\mathfrak{F}" "amssymb" # 𝔉 MATHEMATICAL FRAKTUR CAPITAL F 0x1d509 "" "" "force=utf8" "\\mathfrak{F}" "amssymb" # 𝔉 MATHEMATICAL FRAKTUR CAPITAL F
0x1d50a "" "" "" "\\mathfrak{G}" "amssymb" # 𝔊 MATHEMATICAL FRAKTUR CAPITAL G 0x1d50a "" "" "force=utf8" "\\mathfrak{G}" "amssymb" # 𝔊 MATHEMATICAL FRAKTUR CAPITAL G
0x1d50d "" "" "" "\\mathfrak{J}" "amssymb" # 𝔍 MATHEMATICAL FRAKTUR CAPITAL J 0x1d50d "" "" "force=utf8" "\\mathfrak{J}" "amssymb" # 𝔍 MATHEMATICAL FRAKTUR CAPITAL J
0x1d50e "" "" "" "\\mathfrak{K}" "amssymb" # 𝔎 MATHEMATICAL FRAKTUR CAPITAL K 0x1d50e "" "" "force=utf8" "\\mathfrak{K}" "amssymb" # 𝔎 MATHEMATICAL FRAKTUR CAPITAL K
0x1d50f "" "" "" "\\mathfrak{L}" "amssymb" # 𝔏 MATHEMATICAL FRAKTUR CAPITAL L 0x1d50f "" "" "force=utf8" "\\mathfrak{L}" "amssymb" # 𝔏 MATHEMATICAL FRAKTUR CAPITAL L
0x1d510 "" "" "" "\\mathfrak{M}" "amssymb" # 𝔐 MATHEMATICAL FRAKTUR CAPITAL M 0x1d510 "" "" "force=utf8" "\\mathfrak{M}" "amssymb" # 𝔐 MATHEMATICAL FRAKTUR CAPITAL M
0x1d511 "" "" "" "\\mathfrak{N}" "amssymb" # 𝔑 MATHEMATICAL FRAKTUR CAPITAL N 0x1d511 "" "" "force=utf8" "\\mathfrak{N}" "amssymb" # 𝔑 MATHEMATICAL FRAKTUR CAPITAL N
0x1d512 "" "" "" "\\mathfrak{O}" "amssymb" # 𝔒 MATHEMATICAL FRAKTUR CAPITAL O 0x1d512 "" "" "force=utf8" "\\mathfrak{O}" "amssymb" # 𝔒 MATHEMATICAL FRAKTUR CAPITAL O
0x1d513 "" "" "" "\\mathfrak{P}" "amssymb" # 𝔓 MATHEMATICAL FRAKTUR CAPITAL P 0x1d513 "" "" "force=utf8" "\\mathfrak{P}" "amssymb" # 𝔓 MATHEMATICAL FRAKTUR CAPITAL P
0x1d514 "" "" "" "\\mathfrak{Q}" "amssymb" # 𝔔 MATHEMATICAL FRAKTUR CAPITAL Q 0x1d514 "" "" "force=utf8" "\\mathfrak{Q}" "amssymb" # 𝔔 MATHEMATICAL FRAKTUR CAPITAL Q
0x1d516 "" "" "" "\\mathfrak{S}" "amssymb" # 𝔖 MATHEMATICAL FRAKTUR CAPITAL S 0x1d516 "" "" "force=utf8" "\\mathfrak{S}" "amssymb" # 𝔖 MATHEMATICAL FRAKTUR CAPITAL S
0x1d517 "" "" "" "\\mathfrak{T}" "amssymb" # 𝔗 MATHEMATICAL FRAKTUR CAPITAL T 0x1d517 "" "" "force=utf8" "\\mathfrak{T}" "amssymb" # 𝔗 MATHEMATICAL FRAKTUR CAPITAL T
0x1d518 "" "" "" "\\mathfrak{U}" "amssymb" # 𝔘 MATHEMATICAL FRAKTUR CAPITAL U 0x1d518 "" "" "force=utf8" "\\mathfrak{U}" "amssymb" # 𝔘 MATHEMATICAL FRAKTUR CAPITAL U
0x1d519 "" "" "" "\\mathfrak{V}" "amssymb" # 𝔙 MATHEMATICAL FRAKTUR CAPITAL V 0x1d519 "" "" "force=utf8" "\\mathfrak{V}" "amssymb" # 𝔙 MATHEMATICAL FRAKTUR CAPITAL V
0x1d51a "" "" "" "\\mathfrak{W}" "amssymb" # 𝔚 MATHEMATICAL FRAKTUR CAPITAL W 0x1d51a "" "" "force=utf8" "\\mathfrak{W}" "amssymb" # 𝔚 MATHEMATICAL FRAKTUR CAPITAL W
0x1d51b "" "" "" "\\mathfrak{X}" "amssymb" # 𝔛 MATHEMATICAL FRAKTUR CAPITAL X 0x1d51b "" "" "force=utf8" "\\mathfrak{X}" "amssymb" # 𝔛 MATHEMATICAL FRAKTUR CAPITAL X
0x1d51c "" "" "" "\\mathfrak{Y}" "amssymb" # 𝔜 MATHEMATICAL FRAKTUR CAPITAL Y 0x1d51c "" "" "force=utf8" "\\mathfrak{Y}" "amssymb" # 𝔜 MATHEMATICAL FRAKTUR CAPITAL Y
0x1d51e "" "" "" "\\mathfrak{a}" "amssymb" # 𝔞 MATHEMATICAL FRAKTUR SMALL A 0x1d51e "" "" "force=utf8" "\\mathfrak{a}" "amssymb" # 𝔞 MATHEMATICAL FRAKTUR SMALL A
0x1d51f "" "" "" "\\mathfrak{b}" "amssymb" # 𝔟 MATHEMATICAL FRAKTUR SMALL B 0x1d51f "" "" "force=utf8" "\\mathfrak{b}" "amssymb" # 𝔟 MATHEMATICAL FRAKTUR SMALL B
0x1d520 "" "" "" "\\mathfrak{c}" "amssymb" # 𝔠 MATHEMATICAL FRAKTUR SMALL C 0x1d520 "" "" "force=utf8" "\\mathfrak{c}" "amssymb" # 𝔠 MATHEMATICAL FRAKTUR SMALL C
0x1d521 "" "" "" "\\mathfrak{d}" "amssymb" # 𝔡 MATHEMATICAL FRAKTUR SMALL D 0x1d521 "" "" "force=utf8" "\\mathfrak{d}" "amssymb" # 𝔡 MATHEMATICAL FRAKTUR SMALL D
0x1d522 "" "" "" "\\mathfrak{e}" "amssymb" # 𝔢 MATHEMATICAL FRAKTUR SMALL E 0x1d522 "" "" "force=utf8" "\\mathfrak{e}" "amssymb" # 𝔢 MATHEMATICAL FRAKTUR SMALL E
0x1d523 "" "" "" "\\mathfrak{f}" "amssymb" # 𝔣 MATHEMATICAL FRAKTUR SMALL F 0x1d523 "" "" "force=utf8" "\\mathfrak{f}" "amssymb" # 𝔣 MATHEMATICAL FRAKTUR SMALL F
0x1d524 "" "" "" "\\mathfrak{g}" "amssymb" # 𝔤 MATHEMATICAL FRAKTUR SMALL G 0x1d524 "" "" "force=utf8" "\\mathfrak{g}" "amssymb" # 𝔤 MATHEMATICAL FRAKTUR SMALL G
0x1d525 "" "" "" "\\mathfrak{h}" "amssymb" # 𝔥 MATHEMATICAL FRAKTUR SMALL H 0x1d525 "" "" "force=utf8" "\\mathfrak{h}" "amssymb" # 𝔥 MATHEMATICAL FRAKTUR SMALL H
0x1d526 "" "" "" "\\mathfrak{i}" "amssymb" # 𝔦 MATHEMATICAL FRAKTUR SMALL I 0x1d526 "" "" "force=utf8" "\\mathfrak{i}" "amssymb" # 𝔦 MATHEMATICAL FRAKTUR SMALL I
0x1d527 "" "" "" "\\mathfrak{j}" "amssymb" # 𝔧 MATHEMATICAL FRAKTUR SMALL J 0x1d527 "" "" "force=utf8" "\\mathfrak{j}" "amssymb" # 𝔧 MATHEMATICAL FRAKTUR SMALL J
0x1d528 "" "" "" "\\mathfrak{k}" "amssymb" # 𝔨 MATHEMATICAL FRAKTUR SMALL K 0x1d528 "" "" "force=utf8" "\\mathfrak{k}" "amssymb" # 𝔨 MATHEMATICAL FRAKTUR SMALL K
0x1d529 "" "" "" "\\mathfrak{l}" "amssymb" # 𝔩 MATHEMATICAL FRAKTUR SMALL L 0x1d529 "" "" "force=utf8" "\\mathfrak{l}" "amssymb" # 𝔩 MATHEMATICAL FRAKTUR SMALL L
0x1d52a "" "" "" "\\mathfrak{m}" "amssymb" # 𝔪 MATHEMATICAL FRAKTUR SMALL M 0x1d52a "" "" "force=utf8" "\\mathfrak{m}" "amssymb" # 𝔪 MATHEMATICAL FRAKTUR SMALL M
0x1d52b "" "" "" "\\mathfrak{n}" "amssymb" # 𝔫 MATHEMATICAL FRAKTUR SMALL N 0x1d52b "" "" "force=utf8" "\\mathfrak{n}" "amssymb" # 𝔫 MATHEMATICAL FRAKTUR SMALL N
0x1d52c "" "" "" "\\mathfrak{o}" "amssymb" # 𝔬 MATHEMATICAL FRAKTUR SMALL O 0x1d52c "" "" "force=utf8" "\\mathfrak{o}" "amssymb" # 𝔬 MATHEMATICAL FRAKTUR SMALL O
0x1d52d "" "" "" "\\mathfrak{p}" "amssymb" # 𝔭 MATHEMATICAL FRAKTUR SMALL P 0x1d52d "" "" "force=utf8" "\\mathfrak{p}" "amssymb" # 𝔭 MATHEMATICAL FRAKTUR SMALL P
0x1d52e "" "" "" "\\mathfrak{q}" "amssymb" # 𝔮 MATHEMATICAL FRAKTUR SMALL Q 0x1d52e "" "" "force=utf8" "\\mathfrak{q}" "amssymb" # 𝔮 MATHEMATICAL FRAKTUR SMALL Q
0x1d52f "" "" "" "\\mathfrak{r}" "amssymb" # 𝔯 MATHEMATICAL FRAKTUR SMALL R 0x1d52f "" "" "force=utf8" "\\mathfrak{r}" "amssymb" # 𝔯 MATHEMATICAL FRAKTUR SMALL R
0x1d530 "" "" "" "\\mathfrak{s}" "amssymb" # 𝔰 MATHEMATICAL FRAKTUR SMALL S 0x1d530 "" "" "force=utf8" "\\mathfrak{s}" "amssymb" # 𝔰 MATHEMATICAL FRAKTUR SMALL S
0x1d531 "" "" "" "\\mathfrak{t}" "amssymb" # 𝔱 MATHEMATICAL FRAKTUR SMALL T 0x1d531 "" "" "force=utf8" "\\mathfrak{t}" "amssymb" # 𝔱 MATHEMATICAL FRAKTUR SMALL T
0x1d532 "" "" "" "\\mathfrak{u}" "amssymb" # 𝔲 MATHEMATICAL FRAKTUR SMALL U 0x1d532 "" "" "force=utf8" "\\mathfrak{u}" "amssymb" # 𝔲 MATHEMATICAL FRAKTUR SMALL U
0x1d533 "" "" "" "\\mathfrak{v}" "amssymb" # 𝔳 MATHEMATICAL FRAKTUR SMALL V 0x1d533 "" "" "force=utf8" "\\mathfrak{v}" "amssymb" # 𝔳 MATHEMATICAL FRAKTUR SMALL V
0x1d534 "" "" "" "\\mathfrak{w}" "amssymb" # 𝔴 MATHEMATICAL FRAKTUR SMALL W 0x1d534 "" "" "force=utf8" "\\mathfrak{w}" "amssymb" # 𝔴 MATHEMATICAL FRAKTUR SMALL W
0x1d535 "" "" "" "\\mathfrak{x}" "amssymb" # 𝔵 MATHEMATICAL FRAKTUR SMALL X 0x1d535 "" "" "force=utf8" "\\mathfrak{x}" "amssymb" # 𝔵 MATHEMATICAL FRAKTUR SMALL X
0x1d536 "" "" "" "\\mathfrak{y}" "amssymb" # 𝔶 MATHEMATICAL FRAKTUR SMALL Y 0x1d536 "" "" "force=utf8" "\\mathfrak{y}" "amssymb" # 𝔶 MATHEMATICAL FRAKTUR SMALL Y
0x1d537 "" "" "" "\\mathfrak{z}" "amssymb" # 𝔷 MATHEMATICAL FRAKTUR SMALL Z 0x1d537 "" "" "force=utf8" "\\mathfrak{z}" "amssymb" # 𝔷 MATHEMATICAL FRAKTUR SMALL Z
0x1d538 "" "" "" "\\mathbb{A}" "amssymb" # 𝔸 MATHEMATICAL DOUBLE-STRUCK CAPITAL A 0x1d538 "" "" "force=utf8" "\\mathbb{A}" "amssymb" # 𝔸 MATHEMATICAL DOUBLE-STRUCK CAPITAL A
0x1d539 "" "" "" "\\mathbb{B}" "amssymb" # 𝔹 MATHEMATICAL DOUBLE-STRUCK CAPITAL B 0x1d539 "" "" "force=utf8" "\\mathbb{B}" "amssymb" # 𝔹 MATHEMATICAL DOUBLE-STRUCK CAPITAL B
0x1d53b "" "" "" "\\mathbb{D}" "amssymb" # 𝔻 MATHEMATICAL DOUBLE-STRUCK CAPITAL D 0x1d53b "" "" "force=utf8" "\\mathbb{D}" "amssymb" # 𝔻 MATHEMATICAL DOUBLE-STRUCK CAPITAL D
0x1d53c "" "" "" "\\mathbb{E}" "amssymb" # 𝔼 MATHEMATICAL DOUBLE-STRUCK CAPITAL E 0x1d53c "" "" "force=utf8" "\\mathbb{E}" "amssymb" # 𝔼 MATHEMATICAL DOUBLE-STRUCK CAPITAL E
0x1d53d "" "" "" "\\mathbb{F}" "amssymb" # 𝔽 MATHEMATICAL DOUBLE-STRUCK CAPITAL F 0x1d53d "" "" "force=utf8" "\\mathbb{F}" "amssymb" # 𝔽 MATHEMATICAL DOUBLE-STRUCK CAPITAL F
0x1d53e "" "" "" "\\mathbb{G}" "amssymb" # 𝔾 MATHEMATICAL DOUBLE-STRUCK CAPITAL G 0x1d53e "" "" "force=utf8" "\\mathbb{G}" "amssymb" # 𝔾 MATHEMATICAL DOUBLE-STRUCK CAPITAL G
0x1d540 "" "" "" "\\mathbb{I}" "amssymb" # 𝕀 MATHEMATICAL DOUBLE-STRUCK CAPITAL I 0x1d540 "" "" "force=utf8" "\\mathbb{I}" "amssymb" # 𝕀 MATHEMATICAL DOUBLE-STRUCK CAPITAL I
0x1d541 "" "" "" "\\mathbb{J}" "amssymb" # 𝕁 MATHEMATICAL DOUBLE-STRUCK CAPITAL J 0x1d541 "" "" "force=utf8" "\\mathbb{J}" "amssymb" # 𝕁 MATHEMATICAL DOUBLE-STRUCK CAPITAL J
0x1d542 "" "" "" "\\mathbb{K}" "amssymb" # 𝕂 MATHEMATICAL DOUBLE-STRUCK CAPITAL K 0x1d542 "" "" "force=utf8" "\\mathbb{K}" "amssymb" # 𝕂 MATHEMATICAL DOUBLE-STRUCK CAPITAL K
0x1d543 "" "" "" "\\mathbb{L}" "amssymb" # 𝕃 MATHEMATICAL DOUBLE-STRUCK CAPITAL L 0x1d543 "" "" "force=utf8" "\\mathbb{L}" "amssymb" # 𝕃 MATHEMATICAL DOUBLE-STRUCK CAPITAL L
0x1d544 "" "" "" "\\mathbb{M}" "amssymb" # 𝕄 MATHEMATICAL DOUBLE-STRUCK CAPITAL M 0x1d544 "" "" "force=utf8" "\\mathbb{M}" "amssymb" # 𝕄 MATHEMATICAL DOUBLE-STRUCK CAPITAL M
0x1d546 "" "" "" "\\mathbb{O}" "amssymb" # 𝕆 MATHEMATICAL DOUBLE-STRUCK CAPITAL O 0x1d546 "" "" "force=utf8" "\\mathbb{O}" "amssymb" # 𝕆 MATHEMATICAL DOUBLE-STRUCK CAPITAL O
0x1d54a "" "" "" "\\mathbb{S}" "amssymb" # 𝕊 MATHEMATICAL DOUBLE-STRUCK CAPITAL S 0x1d547 "" "" "force=utf8" "\\mathbb{P}" "amssymb" # 𝕆 MATHEMATICAL DOUBLE-STRUCK CAPITAL P
0x1d54b "" "" "" "\\mathbb{T}" "amssymb" # 𝕋 MATHEMATICAL DOUBLE-STRUCK CAPITAL T 0x1d54a "" "" "force=utf8" "\\mathbb{S}" "amssymb" # 𝕊 MATHEMATICAL DOUBLE-STRUCK CAPITAL S
0x1d54c "" "" "" "\\mathbb{U}" "amssymb" # 𝕌 MATHEMATICAL DOUBLE-STRUCK CAPITAL U 0x1d54b "" "" "force=utf8" "\\mathbb{T}" "amssymb" # 𝕋 MATHEMATICAL DOUBLE-STRUCK CAPITAL T
0x1d54d "" "" "" "\\mathbb{V}" "amssymb" # 𝕍 MATHEMATICAL DOUBLE-STRUCK CAPITAL V 0x1d54c "" "" "force=utf8" "\\mathbb{U}" "amssymb" # 𝕌 MATHEMATICAL DOUBLE-STRUCK CAPITAL U
0x1d54e "" "" "" "\\mathbb{W}" "amssymb" # 𝕎 MATHEMATICAL DOUBLE-STRUCK CAPITAL W 0x1d54d "" "" "force=utf8" "\\mathbb{V}" "amssymb" # 𝕍 MATHEMATICAL DOUBLE-STRUCK CAPITAL V
0x1d54f "" "" "" "\\mathbb{X}" "amssymb" # 𝕏 MATHEMATICAL DOUBLE-STRUCK CAPITAL X 0x1d54e "" "" "force=utf8" "\\mathbb{W}" "amssymb" # 𝕎 MATHEMATICAL DOUBLE-STRUCK CAPITAL W
0x1d550 "" "" "" "\\mathbb{Y}" "amssymb" # 𝕐 MATHEMATICAL DOUBLE-STRUCK CAPITAL Y 0x1d54f "" "" "force=utf8" "\\mathbb{X}" "amssymb" # 𝕏 MATHEMATICAL DOUBLE-STRUCK CAPITAL X
0x1d55c "" "" "" "\\Bbbk" "amssymb" # 𝕜 MATHEMATICAL DOUBLE-STRUCK SMALL K 0x1d550 "" "" "force=utf8" "\\mathbb{Y}" "amssymb" # 𝕐 MATHEMATICAL DOUBLE-STRUCK CAPITAL Y
0x1d5a0 "" "" "" "\\mathsf{A}" "" # 𝖠 MATHEMATICAL SANS-SERIF CAPITAL A 0x1d55c "" "" "force=utf8" "\\Bbbk" "amssymb" # 𝕜 MATHEMATICAL DOUBLE-STRUCK SMALL K
0x1d5a1 "" "" "" "\\mathsf{B}" "" # 𝖡 MATHEMATICAL SANS-SERIF CAPITAL B 0x1d5a0 "" "" "force=utf8" "\\mathsf{A}" "" # 𝖠 MATHEMATICAL SANS-SERIF CAPITAL A
0x1d5a2 "" "" "" "\\mathsf{C}" "" # 𝖢 MATHEMATICAL SANS-SERIF CAPITAL C 0x1d5a1 "" "" "force=utf8" "\\mathsf{B}" "" # 𝖡 MATHEMATICAL SANS-SERIF CAPITAL B
0x1d5a3 "" "" "" "\\mathsf{D}" "" # 𝖣 MATHEMATICAL SANS-SERIF CAPITAL D 0x1d5a2 "" "" "force=utf8" "\\mathsf{C}" "" # 𝖢 MATHEMATICAL SANS-SERIF CAPITAL C
0x1d5a4 "" "" "" "\\mathsf{E}" "" # 𝖤 MATHEMATICAL SANS-SERIF CAPITAL E 0x1d5a3 "" "" "force=utf8" "\\mathsf{D}" "" # 𝖣 MATHEMATICAL SANS-SERIF CAPITAL D
0x1d5a5 "" "" "" "\\mathsf{F}" "" # 𝖥 MATHEMATICAL SANS-SERIF CAPITAL F 0x1d5a4 "" "" "force=utf8" "\\mathsf{E}" "" # 𝖤 MATHEMATICAL SANS-SERIF CAPITAL E
0x1d5a6 "" "" "" "\\mathsf{G}" "" # 𝖦 MATHEMATICAL SANS-SERIF CAPITAL G 0x1d5a5 "" "" "force=utf8" "\\mathsf{F}" "" # 𝖥 MATHEMATICAL SANS-SERIF CAPITAL F
0x1d5a7 "" "" "" "\\mathsf{H}" "" # 𝖧 MATHEMATICAL SANS-SERIF CAPITAL H 0x1d5a6 "" "" "force=utf8" "\\mathsf{G}" "" # 𝖦 MATHEMATICAL SANS-SERIF CAPITAL G
0x1d5a8 "" "" "" "\\mathsf{I}" "" # 𝖨 MATHEMATICAL SANS-SERIF CAPITAL I 0x1d5a7 "" "" "force=utf8" "\\mathsf{H}" "" # 𝖧 MATHEMATICAL SANS-SERIF CAPITAL H
0x1d5a9 "" "" "" "\\mathsf{J}" "" # 𝖩 MATHEMATICAL SANS-SERIF CAPITAL J 0x1d5a8 "" "" "force=utf8" "\\mathsf{I}" "" # 𝖨 MATHEMATICAL SANS-SERIF CAPITAL I
0x1d5aa "" "" "" "\\mathsf{K}" "" # 𝖪 MATHEMATICAL SANS-SERIF CAPITAL K 0x1d5a9 "" "" "force=utf8" "\\mathsf{J}" "" # 𝖩 MATHEMATICAL SANS-SERIF CAPITAL J
0x1d5ab "" "" "" "\\mathsf{L}" "" # 𝖫 MATHEMATICAL SANS-SERIF CAPITAL L 0x1d5aa "" "" "force=utf8" "\\mathsf{K}" "" # 𝖪 MATHEMATICAL SANS-SERIF CAPITAL K
0x1d5ac "" "" "" "\\mathsf{M}" "" # 𝖬 MATHEMATICAL SANS-SERIF CAPITAL M 0x1d5ab "" "" "force=utf8" "\\mathsf{L}" "" # 𝖫 MATHEMATICAL SANS-SERIF CAPITAL L
0x1d5ad "" "" "" "\\mathsf{N}" "" # 𝖭 MATHEMATICAL SANS-SERIF CAPITAL N 0x1d5ac "" "" "force=utf8" "\\mathsf{M}" "" # 𝖬 MATHEMATICAL SANS-SERIF CAPITAL M
0x1d5ae "" "" "" "\\mathsf{O}" "" # 𝖮 MATHEMATICAL SANS-SERIF CAPITAL O 0x1d5ad "" "" "force=utf8" "\\mathsf{N}" "" # 𝖭 MATHEMATICAL SANS-SERIF CAPITAL N
0x1d5af "" "" "" "\\mathsf{P}" "" # 𝖯 MATHEMATICAL SANS-SERIF CAPITAL P 0x1d5ae "" "" "force=utf8" "\\mathsf{O}" "" # 𝖮 MATHEMATICAL SANS-SERIF CAPITAL O
0x1d5b0 "" "" "" "\\mathsf{Q}" "" # 𝖰 MATHEMATICAL SANS-SERIF CAPITAL Q 0x1d5af "" "" "force=utf8" "\\mathsf{P}" "" # 𝖯 MATHEMATICAL SANS-SERIF CAPITAL P
0x1d5b1 "" "" "" "\\mathsf{R}" "" # 𝖱 MATHEMATICAL SANS-SERIF CAPITAL R 0x1d5b0 "" "" "force=utf8" "\\mathsf{Q}" "" # 𝖰 MATHEMATICAL SANS-SERIF CAPITAL Q
0x1d5b2 "" "" "" "\\mathsf{S}" "" # 𝖲 MATHEMATICAL SANS-SERIF CAPITAL S 0x1d5b1 "" "" "force=utf8" "\\mathsf{R}" "" # 𝖱 MATHEMATICAL SANS-SERIF CAPITAL R
0x1d5b3 "" "" "" "\\mathsf{T}" "" # 𝖳 MATHEMATICAL SANS-SERIF CAPITAL T 0x1d5b2 "" "" "force=utf8" "\\mathsf{S}" "" # 𝖲 MATHEMATICAL SANS-SERIF CAPITAL S
0x1d5b4 "" "" "" "\\mathsf{U}" "" # 𝖴 MATHEMATICAL SANS-SERIF CAPITAL U 0x1d5b3 "" "" "force=utf8" "\\mathsf{T}" "" # 𝖳 MATHEMATICAL SANS-SERIF CAPITAL T
0x1d5b5 "" "" "" "\\mathsf{V}" "" # 𝖵 MATHEMATICAL SANS-SERIF CAPITAL V 0x1d5b4 "" "" "force=utf8" "\\mathsf{U}" "" # 𝖴 MATHEMATICAL SANS-SERIF CAPITAL U
0x1d5b6 "" "" "" "\\mathsf{W}" "" # 𝖶 MATHEMATICAL SANS-SERIF CAPITAL W 0x1d5b5 "" "" "force=utf8" "\\mathsf{V}" "" # 𝖵 MATHEMATICAL SANS-SERIF CAPITAL V
0x1d5b7 "" "" "" "\\mathsf{X}" "" # 𝖷 MATHEMATICAL SANS-SERIF CAPITAL X 0x1d5b6 "" "" "force=utf8" "\\mathsf{W}" "" # 𝖶 MATHEMATICAL SANS-SERIF CAPITAL W
0x1d5b8 "" "" "" "\\mathsf{Y}" "" # 𝖸 MATHEMATICAL SANS-SERIF CAPITAL Y 0x1d5b7 "" "" "force=utf8" "\\mathsf{X}" "" # 𝖷 MATHEMATICAL SANS-SERIF CAPITAL X
0x1d5b9 "" "" "" "\\mathsf{Z}" "" # 𝖹 MATHEMATICAL SANS-SERIF CAPITAL Z 0x1d5b8 "" "" "force=utf8" "\\mathsf{Y}" "" # 𝖸 MATHEMATICAL SANS-SERIF CAPITAL Y
0x1d5ba "" "" "" "\\mathsf{a}" "" # 𝖺 MATHEMATICAL SANS-SERIF SMALL A 0x1d5b9 "" "" "force=utf8" "\\mathsf{Z}" "" # 𝖹 MATHEMATICAL SANS-SERIF CAPITAL Z
0x1d5bb "" "" "" "\\mathsf{b}" "" # 𝖻 MATHEMATICAL SANS-SERIF SMALL B 0x1d5ba "" "" "force=utf8" "\\mathsf{a}" "" # 𝖺 MATHEMATICAL SANS-SERIF SMALL A
0x1d5bc "" "" "" "\\mathsf{c}" "" # 𝖼 MATHEMATICAL SANS-SERIF SMALL C 0x1d5bb "" "" "force=utf8" "\\mathsf{b}" "" # 𝖻 MATHEMATICAL SANS-SERIF SMALL B
0x1d5bd "" "" "" "\\mathsf{d}" "" # 𝖽 MATHEMATICAL SANS-SERIF SMALL D 0x1d5bc "" "" "force=utf8" "\\mathsf{c}" "" # 𝖼 MATHEMATICAL SANS-SERIF SMALL C
0x1d5be "" "" "" "\\mathsf{e}" "" # 𝖾 MATHEMATICAL SANS-SERIF SMALL E 0x1d5bd "" "" "force=utf8" "\\mathsf{d}" "" # 𝖽 MATHEMATICAL SANS-SERIF SMALL D
0x1d5bf "" "" "" "\\mathsf{f}" "" # 𝖿 MATHEMATICAL SANS-SERIF SMALL F 0x1d5be "" "" "force=utf8" "\\mathsf{e}" "" # 𝖾 MATHEMATICAL SANS-SERIF SMALL E
0x1d5c0 "" "" "" "\\mathsf{g}" "" # 𝗀 MATHEMATICAL SANS-SERIF SMALL G 0x1d5bf "" "" "force=utf8" "\\mathsf{f}" "" # 𝖿 MATHEMATICAL SANS-SERIF SMALL F
0x1d5c1 "" "" "" "\\mathsf{h}" "" # 𝗁 MATHEMATICAL SANS-SERIF SMALL H 0x1d5c0 "" "" "force=utf8" "\\mathsf{g}" "" # 𝗀 MATHEMATICAL SANS-SERIF SMALL G
0x1d5c2 "" "" "" "\\mathsf{i}" "" # 𝗂 MATHEMATICAL SANS-SERIF SMALL I 0x1d5c1 "" "" "force=utf8" "\\mathsf{h}" "" # 𝗁 MATHEMATICAL SANS-SERIF SMALL H
0x1d5c3 "" "" "" "\\mathsf{j}" "" # 𝗃 MATHEMATICAL SANS-SERIF SMALL J 0x1d5c2 "" "" "force=utf8" "\\mathsf{i}" "" # 𝗂 MATHEMATICAL SANS-SERIF SMALL I
0x1d5c4 "" "" "" "\\mathsf{k}" "" # 𝗄 MATHEMATICAL SANS-SERIF SMALL K 0x1d5c3 "" "" "force=utf8" "\\mathsf{j}" "" # 𝗃 MATHEMATICAL SANS-SERIF SMALL J
0x1d5c5 "" "" "" "\\mathsf{l}" "" # 𝗅 MATHEMATICAL SANS-SERIF SMALL L 0x1d5c4 "" "" "force=utf8" "\\mathsf{k}" "" # 𝗄 MATHEMATICAL SANS-SERIF SMALL K
0x1d5c6 "" "" "" "\\mathsf{m}" "" # 𝗆 MATHEMATICAL SANS-SERIF SMALL M 0x1d5c5 "" "" "force=utf8" "\\mathsf{l}" "" # 𝗅 MATHEMATICAL SANS-SERIF SMALL L
0x1d5c7 "" "" "" "\\mathsf{n}" "" # 𝗇 MATHEMATICAL SANS-SERIF SMALL N 0x1d5c6 "" "" "force=utf8" "\\mathsf{m}" "" # 𝗆 MATHEMATICAL SANS-SERIF SMALL M
0x1d5c8 "" "" "" "\\mathsf{o}" "" # 𝗈 MATHEMATICAL SANS-SERIF SMALL O 0x1d5c7 "" "" "force=utf8" "\\mathsf{n}" "" # 𝗇 MATHEMATICAL SANS-SERIF SMALL N
0x1d5c9 "" "" "" "\\mathsf{p}" "" # 𝗉 MATHEMATICAL SANS-SERIF SMALL P 0x1d5c8 "" "" "force=utf8" "\\mathsf{o}" "" # 𝗈 MATHEMATICAL SANS-SERIF SMALL O
0x1d5ca "" "" "" "\\mathsf{q}" "" # 𝗊 MATHEMATICAL SANS-SERIF SMALL Q 0x1d5c9 "" "" "force=utf8" "\\mathsf{p}" "" # 𝗉 MATHEMATICAL SANS-SERIF SMALL P
0x1d5cb "" "" "" "\\mathsf{r}" "" # 𝗋 MATHEMATICAL SANS-SERIF SMALL R 0x1d5ca "" "" "force=utf8" "\\mathsf{q}" "" # 𝗊 MATHEMATICAL SANS-SERIF SMALL Q
0x1d5cc "" "" "" "\\mathsf{s}" "" # 𝗌 MATHEMATICAL SANS-SERIF SMALL S 0x1d5cb "" "" "force=utf8" "\\mathsf{r}" "" # 𝗋 MATHEMATICAL SANS-SERIF SMALL R
0x1d5cd "" "" "" "\\mathsf{t}" "" # 𝗍 MATHEMATICAL SANS-SERIF SMALL T 0x1d5cc "" "" "force=utf8" "\\mathsf{s}" "" # 𝗌 MATHEMATICAL SANS-SERIF SMALL S
0x1d5ce "" "" "" "\\mathsf{u}" "" # 𝗎 MATHEMATICAL SANS-SERIF SMALL U 0x1d5cd "" "" "force=utf8" "\\mathsf{t}" "" # 𝗍 MATHEMATICAL SANS-SERIF SMALL T
0x1d5cf "" "" "" "\\mathsf{v}" "" # 𝗏 MATHEMATICAL SANS-SERIF SMALL V 0x1d5ce "" "" "force=utf8" "\\mathsf{u}" "" # 𝗎 MATHEMATICAL SANS-SERIF SMALL U
0x1d5d0 "" "" "" "\\mathsf{w}" "" # 𝗐 MATHEMATICAL SANS-SERIF SMALL W 0x1d5cf "" "" "force=utf8" "\\mathsf{v}" "" # 𝗏 MATHEMATICAL SANS-SERIF SMALL V
0x1d5d1 "" "" "" "\\mathsf{x}" "" # 𝗑 MATHEMATICAL SANS-SERIF SMALL X 0x1d5d0 "" "" "force=utf8" "\\mathsf{w}" "" # 𝗐 MATHEMATICAL SANS-SERIF SMALL W
0x1d5d2 "" "" "" "\\mathsf{y}" "" # 𝗒 MATHEMATICAL SANS-SERIF SMALL Y 0x1d5d1 "" "" "force=utf8" "\\mathsf{x}" "" # 𝗑 MATHEMATICAL SANS-SERIF SMALL X
0x1d5d3 "" "" "" "\\mathsf{z}" "" # 𝗓 MATHEMATICAL SANS-SERIF SMALL Z 0x1d5d2 "" "" "force=utf8" "\\mathsf{y}" "" # 𝗒 MATHEMATICAL SANS-SERIF SMALL Y
0x1d670 "" "" "" "\\mathtt{A}" "" # 𝙰 MATHEMATICAL MONOSPACE CAPITAL A 0x1d5d3 "" "" "force=utf8" "\\mathsf{z}" "" # 𝗓 MATHEMATICAL SANS-SERIF SMALL Z
0x1d671 "" "" "" "\\mathtt{B}" "" # 𝙱 MATHEMATICAL MONOSPACE CAPITAL B 0x1d670 "" "" "force=utf8" "\\mathtt{A}" "" # 𝙰 MATHEMATICAL MONOSPACE CAPITAL A
0x1d672 "" "" "" "\\mathtt{C}" "" # 𝙲 MATHEMATICAL MONOSPACE CAPITAL C 0x1d671 "" "" "force=utf8" "\\mathtt{B}" "" # 𝙱 MATHEMATICAL MONOSPACE CAPITAL B
0x1d673 "" "" "" "\\mathtt{D}" "" # 𝙳 MATHEMATICAL MONOSPACE CAPITAL D 0x1d672 "" "" "force=utf8" "\\mathtt{C}" "" # 𝙲 MATHEMATICAL MONOSPACE CAPITAL C
0x1d674 "" "" "" "\\mathtt{E}" "" # 𝙴 MATHEMATICAL MONOSPACE CAPITAL E 0x1d673 "" "" "force=utf8" "\\mathtt{D}" "" # 𝙳 MATHEMATICAL MONOSPACE CAPITAL D
0x1d675 "" "" "" "\\mathtt{F}" "" # 𝙵 MATHEMATICAL MONOSPACE CAPITAL F 0x1d674 "" "" "force=utf8" "\\mathtt{E}" "" # 𝙴 MATHEMATICAL MONOSPACE CAPITAL E
0x1d676 "" "" "" "\\mathtt{G}" "" # 𝙶 MATHEMATICAL MONOSPACE CAPITAL G 0x1d675 "" "" "force=utf8" "\\mathtt{F}" "" # 𝙵 MATHEMATICAL MONOSPACE CAPITAL F
0x1d677 "" "" "" "\\mathtt{H}" "" # 𝙷 MATHEMATICAL MONOSPACE CAPITAL H 0x1d676 "" "" "force=utf8" "\\mathtt{G}" "" # 𝙶 MATHEMATICAL MONOSPACE CAPITAL G
0x1d678 "" "" "" "\\mathtt{I}" "" # 𝙸 MATHEMATICAL MONOSPACE CAPITAL I 0x1d677 "" "" "force=utf8" "\\mathtt{H}" "" # 𝙷 MATHEMATICAL MONOSPACE CAPITAL H
0x1d679 "" "" "" "\\mathtt{J}" "" # 𝙹 MATHEMATICAL MONOSPACE CAPITAL J 0x1d678 "" "" "force=utf8" "\\mathtt{I}" "" # 𝙸 MATHEMATICAL MONOSPACE CAPITAL I
0x1d67a "" "" "" "\\mathtt{K}" "" # 𝙺 MATHEMATICAL MONOSPACE CAPITAL K 0x1d679 "" "" "force=utf8" "\\mathtt{J}" "" # 𝙹 MATHEMATICAL MONOSPACE CAPITAL J
0x1d67b "" "" "" "\\mathtt{L}" "" # 𝙻 MATHEMATICAL MONOSPACE CAPITAL L 0x1d67a "" "" "force=utf8" "\\mathtt{K}" "" # 𝙺 MATHEMATICAL MONOSPACE CAPITAL K
0x1d67c "" "" "" "\\mathtt{M}" "" # 𝙼 MATHEMATICAL MONOSPACE CAPITAL M 0x1d67b "" "" "force=utf8" "\\mathtt{L}" "" # 𝙻 MATHEMATICAL MONOSPACE CAPITAL L
0x1d67d "" "" "" "\\mathtt{N}" "" # 𝙽 MATHEMATICAL MONOSPACE CAPITAL N 0x1d67c "" "" "force=utf8" "\\mathtt{M}" "" # 𝙼 MATHEMATICAL MONOSPACE CAPITAL M
0x1d67e "" "" "" "\\mathtt{O}" "" # 𝙾 MATHEMATICAL MONOSPACE CAPITAL O 0x1d67d "" "" "force=utf8" "\\mathtt{N}" "" # 𝙽 MATHEMATICAL MONOSPACE CAPITAL N
0x1d67f "" "" "" "\\mathtt{P}" "" # 𝙿 MATHEMATICAL MONOSPACE CAPITAL P 0x1d67e "" "" "force=utf8" "\\mathtt{O}" "" # 𝙾 MATHEMATICAL MONOSPACE CAPITAL O
0x1d680 "" "" "" "\\mathtt{Q}" "" # 𝚀 MATHEMATICAL MONOSPACE CAPITAL Q 0x1d67f "" "" "force=utf8" "\\mathtt{P}" "" # 𝙿 MATHEMATICAL MONOSPACE CAPITAL P
0x1d681 "" "" "" "\\mathtt{R}" "" # 𝚁 MATHEMATICAL MONOSPACE CAPITAL R 0x1d680 "" "" "force=utf8" "\\mathtt{Q}" "" # 𝚀 MATHEMATICAL MONOSPACE CAPITAL Q
0x1d682 "" "" "" "\\mathtt{S}" "" # 𝚂 MATHEMATICAL MONOSPACE CAPITAL S 0x1d681 "" "" "force=utf8" "\\mathtt{R}" "" # 𝚁 MATHEMATICAL MONOSPACE CAPITAL R
0x1d683 "" "" "" "\\mathtt{T}" "" # 𝚃 MATHEMATICAL MONOSPACE CAPITAL T 0x1d682 "" "" "force=utf8" "\\mathtt{S}" "" # 𝚂 MATHEMATICAL MONOSPACE CAPITAL S
0x1d684 "" "" "" "\\mathtt{U}" "" # 𝚄 MATHEMATICAL MONOSPACE CAPITAL U 0x1d683 "" "" "force=utf8" "\\mathtt{T}" "" # 𝚃 MATHEMATICAL MONOSPACE CAPITAL T
0x1d685 "" "" "" "\\mathtt{V}" "" # 𝚅 MATHEMATICAL MONOSPACE CAPITAL V 0x1d684 "" "" "force=utf8" "\\mathtt{U}" "" # 𝚄 MATHEMATICAL MONOSPACE CAPITAL U
0x1d686 "" "" "" "\\mathtt{W}" "" # 𝚆 MATHEMATICAL MONOSPACE CAPITAL W 0x1d685 "" "" "force=utf8" "\\mathtt{V}" "" # 𝚅 MATHEMATICAL MONOSPACE CAPITAL V
0x1d687 "" "" "" "\\mathtt{X}" "" # 𝚇 MATHEMATICAL MONOSPACE CAPITAL X 0x1d686 "" "" "force=utf8" "\\mathtt{W}" "" # 𝚆 MATHEMATICAL MONOSPACE CAPITAL W
0x1d688 "" "" "" "\\mathtt{Y}" "" # 𝚈 MATHEMATICAL MONOSPACE CAPITAL Y 0x1d687 "" "" "force=utf8" "\\mathtt{X}" "" # 𝚇 MATHEMATICAL MONOSPACE CAPITAL X
0x1d689 "" "" "" "\\mathtt{Z}" "" # 𝚉 MATHEMATICAL MONOSPACE CAPITAL Z 0x1d688 "" "" "force=utf8" "\\mathtt{Y}" "" # 𝚈 MATHEMATICAL MONOSPACE CAPITAL Y
0x1d68a "" "" "" "\\mathtt{a}" "" # 𝚊 MATHEMATICAL MONOSPACE SMALL A 0x1d689 "" "" "force=utf8" "\\mathtt{Z}" "" # 𝚉 MATHEMATICAL MONOSPACE CAPITAL Z
0x1d68b "" "" "" "\\mathtt{b}" "" # 𝚋 MATHEMATICAL MONOSPACE SMALL B 0x1d68a "" "" "force=utf8" "\\mathtt{a}" "" # 𝚊 MATHEMATICAL MONOSPACE SMALL A
0x1d68c "" "" "" "\\mathtt{c}" "" # 𝚌 MATHEMATICAL MONOSPACE SMALL C 0x1d68b "" "" "force=utf8" "\\mathtt{b}" "" # 𝚋 MATHEMATICAL MONOSPACE SMALL B
0x1d68d "" "" "" "\\mathtt{d}" "" # 𝚍 MATHEMATICAL MONOSPACE SMALL D 0x1d68c "" "" "force=utf8" "\\mathtt{c}" "" # 𝚌 MATHEMATICAL MONOSPACE SMALL C
0x1d68e "" "" "" "\\mathtt{e}" "" # 𝚎 MATHEMATICAL MONOSPACE SMALL E 0x1d68d "" "" "force=utf8" "\\mathtt{d}" "" # 𝚍 MATHEMATICAL MONOSPACE SMALL D
0x1d68f "" "" "" "\\mathtt{f}" "" # 𝚏 MATHEMATICAL MONOSPACE SMALL F 0x1d68e "" "" "force=utf8" "\\mathtt{e}" "" # 𝚎 MATHEMATICAL MONOSPACE SMALL E
0x1d690 "" "" "" "\\mathtt{g}" "" # 𝚐 MATHEMATICAL MONOSPACE SMALL G 0x1d68f "" "" "force=utf8" "\\mathtt{f}" "" # 𝚏 MATHEMATICAL MONOSPACE SMALL F
0x1d691 "" "" "" "\\mathtt{h}" "" # 𝚑 MATHEMATICAL MONOSPACE SMALL H 0x1d690 "" "" "force=utf8" "\\mathtt{g}" "" # 𝚐 MATHEMATICAL MONOSPACE SMALL G
0x1d692 "" "" "" "\\mathtt{i}" "" # 𝚒 MATHEMATICAL MONOSPACE SMALL I 0x1d691 "" "" "force=utf8" "\\mathtt{h}" "" # 𝚑 MATHEMATICAL MONOSPACE SMALL H
0x1d693 "" "" "" "\\mathtt{j}" "" # 𝚓 MATHEMATICAL MONOSPACE SMALL J 0x1d692 "" "" "force=utf8" "\\mathtt{i}" "" # 𝚒 MATHEMATICAL MONOSPACE SMALL I
0x1d694 "" "" "" "\\mathtt{k}" "" # 𝚔 MATHEMATICAL MONOSPACE SMALL K 0x1d693 "" "" "force=utf8" "\\mathtt{j}" "" # 𝚓 MATHEMATICAL MONOSPACE SMALL J
0x1d695 "" "" "" "\\mathtt{l}" "" # 𝚕 MATHEMATICAL MONOSPACE SMALL L 0x1d694 "" "" "force=utf8" "\\mathtt{k}" "" # 𝚔 MATHEMATICAL MONOSPACE SMALL K
0x1d696 "" "" "" "\\mathtt{m}" "" # 𝚖 MATHEMATICAL MONOSPACE SMALL M 0x1d695 "" "" "force=utf8" "\\mathtt{l}" "" # 𝚕 MATHEMATICAL MONOSPACE SMALL L
0x1d697 "" "" "" "\\mathtt{n}" "" # 𝚗 MATHEMATICAL MONOSPACE SMALL N 0x1d696 "" "" "force=utf8" "\\mathtt{m}" "" # 𝚖 MATHEMATICAL MONOSPACE SMALL M
0x1d698 "" "" "" "\\mathtt{o}" "" # 𝚘 MATHEMATICAL MONOSPACE SMALL O 0x1d697 "" "" "force=utf8" "\\mathtt{n}" "" # 𝚗 MATHEMATICAL MONOSPACE SMALL N
0x1d699 "" "" "" "\\mathtt{p}" "" # 𝚙 MATHEMATICAL MONOSPACE SMALL P 0x1d698 "" "" "force=utf8" "\\mathtt{o}" "" # 𝚘 MATHEMATICAL MONOSPACE SMALL O
0x1d69a "" "" "" "\\mathtt{q}" "" # 𝚚 MATHEMATICAL MONOSPACE SMALL Q 0x1d699 "" "" "force=utf8" "\\mathtt{p}" "" # 𝚙 MATHEMATICAL MONOSPACE SMALL P
0x1d69b "" "" "" "\\mathtt{r}" "" # 𝚛 MATHEMATICAL MONOSPACE SMALL R 0x1d69a "" "" "force=utf8" "\\mathtt{q}" "" # 𝚚 MATHEMATICAL MONOSPACE SMALL Q
0x1d69c "" "" "" "\\mathtt{s}" "" # 𝚜 MATHEMATICAL MONOSPACE SMALL S 0x1d69b "" "" "force=utf8" "\\mathtt{r}" "" # 𝚛 MATHEMATICAL MONOSPACE SMALL R
0x1d69d "" "" "" "\\mathtt{t}" "" # 𝚝 MATHEMATICAL MONOSPACE SMALL T 0x1d69c "" "" "force=utf8" "\\mathtt{s}" "" # 𝚜 MATHEMATICAL MONOSPACE SMALL S
0x1d69e "" "" "" "\\mathtt{u}" "" # 𝚞 MATHEMATICAL MONOSPACE SMALL U 0x1d69d "" "" "force=utf8" "\\mathtt{t}" "" # 𝚝 MATHEMATICAL MONOSPACE SMALL T
0x1d69f "" "" "" "\\mathtt{v}" "" # 𝚟 MATHEMATICAL MONOSPACE SMALL V 0x1d69e "" "" "force=utf8" "\\mathtt{u}" "" # 𝚞 MATHEMATICAL MONOSPACE SMALL U
0x1d6a0 "" "" "" "\\mathtt{w}" "" # 𝚠 MATHEMATICAL MONOSPACE SMALL W 0x1d69f "" "" "force=utf8" "\\mathtt{v}" "" # 𝚟 MATHEMATICAL MONOSPACE SMALL V
0x1d6a1 "" "" "" "\\mathtt{x}" "" # 𝚡 MATHEMATICAL MONOSPACE SMALL X 0x1d6a0 "" "" "force=utf8" "\\mathtt{w}" "" # 𝚠 MATHEMATICAL MONOSPACE SMALL W
0x1d6a2 "" "" "" "\\mathtt{y}" "" # 𝚢 MATHEMATICAL MONOSPACE SMALL Y 0x1d6a1 "" "" "force=utf8" "\\mathtt{x}" "" # 𝚡 MATHEMATICAL MONOSPACE SMALL X
0x1d6a3 "" "" "" "\\mathtt{z}" "" # 𝚣 MATHEMATICAL MONOSPACE SMALL Z 0x1d6a2 "" "" "force=utf8" "\\mathtt{y}" "" # 𝚢 MATHEMATICAL MONOSPACE SMALL Y
0x1d6a4 "" "" "" "\\imath" "" # 𝚤 MATHEMATICAL ITALIC SMALL DOTLESS I 0x1d6a3 "" "" "force=utf8" "\\mathtt{z}" "" # 𝚣 MATHEMATICAL MONOSPACE SMALL Z
0x1d6a5 "" "" "" "\\jmath" "" # 𝚥 MATHEMATICAL ITALIC SMALL DOTLESS J 0x1d6a4 "" "" "force=utf8" "\\imath" "" # 𝚤 MATHEMATICAL ITALIC SMALL DOTLESS I
0x1d6aa "" "" "" "\\mathbf{\\Gamma}" "" # 𝚪 MATHEMATICAL BOLD CAPITAL GAMMA 0x1d6a5 "" "" "force=utf8" "\\jmath" "" # 𝚥 MATHEMATICAL ITALIC SMALL DOTLESS J
0x1d6ab "" "" "" "\\mathbf{\\Delta}" "" # 𝚫 MATHEMATICAL BOLD CAPITAL DELTA 0x1d6aa "" "" "force=utf8" "\\mathbf{\\Gamma}" "" # 𝚪 MATHEMATICAL BOLD CAPITAL GAMMA
0x1d6af "" "" "" "\\mathbf{\\Theta}" "" # 𝚯 MATHEMATICAL BOLD CAPITAL THETA 0x1d6ab "" "" "force=utf8" "\\mathbf{\\Delta}" "" # 𝚫 MATHEMATICAL BOLD CAPITAL DELTA
0x1d6b2 "" "" "" "\\mathbf{\\Lambda}" "" # 𝚲 MATHEMATICAL BOLD CAPITAL LAMDA 0x1d6af "" "" "force=utf8" "\\mathbf{\\Theta}" "" # 𝚯 MATHEMATICAL BOLD CAPITAL THETA
0x1d6b5 "" "" "" "\\mathbf{\\Xi}" "" # 𝚵 MATHEMATICAL BOLD CAPITAL XI 0x1d6b2 "" "" "force=utf8" "\\mathbf{\\Lambda}" "" # 𝚲 MATHEMATICAL BOLD CAPITAL LAMDA
0x1d6b7 "" "" "" "\\mathbf{\\Pi}" "" # 𝚷 MATHEMATICAL BOLD CAPITAL PI 0x1d6b5 "" "" "force=utf8" "\\mathbf{\\Xi}" "" # 𝚵 MATHEMATICAL BOLD CAPITAL XI
0x1d6ba "" "" "" "\\mathbf{\\Sigma}" "" # 𝚺 MATHEMATICAL BOLD CAPITAL SIGMA 0x1d6b7 "" "" "force=utf8" "\\mathbf{\\Pi}" "" # 𝚷 MATHEMATICAL BOLD CAPITAL PI
0x1d6bc "" "" "" "\\mathbf{\\Upsilon}" "" # 𝚼 MATHEMATICAL BOLD CAPITAL UPSILON 0x1d6ba "" "" "force=utf8" "\\mathbf{\\Sigma}" "" # 𝚺 MATHEMATICAL BOLD CAPITAL SIGMA
0x1d6bd "" "" "" "\\mathbf{\\Phi}" "" # 𝚽 MATHEMATICAL BOLD CAPITAL PHI 0x1d6bc "" "" "force=utf8" "\\mathbf{\\Upsilon}" "" # 𝚼 MATHEMATICAL BOLD CAPITAL UPSILON
0x1d6bf "" "" "" "\\mathbf{\\Psi}" "" # 𝚿 MATHEMATICAL BOLD CAPITAL PSI 0x1d6bd "" "" "force=utf8" "\\mathbf{\\Phi}" "" # 𝚽 MATHEMATICAL BOLD CAPITAL PHI
0x1d6c0 "" "" "" "\\mathbf{\\Omega}" "" # 𝛀 MATHEMATICAL BOLD CAPITAL OMEGA 0x1d6bf "" "" "force=utf8" "\\mathbf{\\Psi}" "" # 𝚿 MATHEMATICAL BOLD CAPITAL PSI
0x1d6e4 "" "" "" "\\mathit{\\Gamma}" "" # 𝛤 MATHEMATICAL ITALIC CAPITAL GAMMA 0x1d6c0 "" "" "force=utf8" "\\mathbf{\\Omega}" "" # 𝛀 MATHEMATICAL BOLD CAPITAL OMEGA
0x1d6e5 "" "" "" "\\mathit{\\Delta}" "" # 𝛥 MATHEMATICAL ITALIC CAPITAL DELTA 0x1d6e4 "" "" "force=utf8" "\\mathit{\\Gamma}" "" # 𝛤 MATHEMATICAL ITALIC CAPITAL GAMMA
0x1d6e9 "" "" "" "\\mathit{\\Theta}" "" # 𝛩 MATHEMATICAL ITALIC CAPITAL THETA 0x1d6e5 "" "" "force=utf8" "\\mathit{\\Delta}" "" # 𝛥 MATHEMATICAL ITALIC CAPITAL DELTA
0x1d6ec "" "" "" "\\mathit{\\Lambda}" "" # 𝛬 MATHEMATICAL ITALIC CAPITAL LAMDA 0x1d6e9 "" "" "force=utf8" "\\mathit{\\Theta}" "" # 𝛩 MATHEMATICAL ITALIC CAPITAL THETA
0x1d6ef "" "" "" "\\mathit{\\Xi}" "" # 𝛯 MATHEMATICAL ITALIC CAPITAL XI 0x1d6ec "" "" "force=utf8" "\\mathit{\\Lambda}" "" # 𝛬 MATHEMATICAL ITALIC CAPITAL LAMDA
0x1d6f1 "" "" "" "\\mathit{\\Pi}" "" # 𝛱 MATHEMATICAL ITALIC CAPITAL PI 0x1d6ef "" "" "force=utf8" "\\mathit{\\Xi}" "" # 𝛯 MATHEMATICAL ITALIC CAPITAL XI
0x1d6f4 "" "" "" "\\mathit{\\Sigma}" "" # 𝛴 MATHEMATICAL ITALIC CAPITAL SIGMA 0x1d6f1 "" "" "force=utf8" "\\mathit{\\Pi}" "" # 𝛱 MATHEMATICAL ITALIC CAPITAL PI
0x1d6f6 "" "" "" "\\mathit{\\Upsilon}" "" # 𝛶 MATHEMATICAL ITALIC CAPITAL UPSILON 0x1d6f4 "" "" "force=utf8" "\\mathit{\\Sigma}" "" # 𝛴 MATHEMATICAL ITALIC CAPITAL SIGMA
0x1d6f7 "" "" "" "\\mathit{\\Phi}" "" # 𝛷 MATHEMATICAL ITALIC CAPITAL PHI 0x1d6f6 "" "" "force=utf8" "\\mathit{\\Upsilon}" "" # 𝛶 MATHEMATICAL ITALIC CAPITAL UPSILON
0x1d6f9 "" "" "" "\\mathit{\\Psi}" "" # 𝛹 MATHEMATICAL ITALIC CAPITAL PSI 0x1d6f7 "" "" "force=utf8" "\\mathit{\\Phi}" "" # 𝛷 MATHEMATICAL ITALIC CAPITAL PHI
0x1d6fa "" "" "" "\\mathit{\\Omega}" "" # 𝛺 MATHEMATICAL ITALIC CAPITAL OMEGA 0x1d6f9 "" "" "force=utf8" "\\mathit{\\Psi}" "" # 𝛹 MATHEMATICAL ITALIC CAPITAL PSI
0x1d6fc "" "" "" "\\alpha" "" # 𝛼 MATHEMATICAL ITALIC SMALL ALPHA 0x1d6fa "" "" "force=utf8" "\\mathit{\\Omega}" "" # 𝛺 MATHEMATICAL ITALIC CAPITAL OMEGA
0x1d6fd "" "" "" "\\beta" "" # 𝛽 MATHEMATICAL ITALIC SMALL BETA 0x1d6fc "" "" "force=utf8" "\\alpha" "" # 𝛼 MATHEMATICAL ITALIC SMALL ALPHA
0x1d6fe "" "" "" "\\gamma" "" # 𝛾 MATHEMATICAL ITALIC SMALL GAMMA 0x1d6fd "" "" "force=utf8" "\\beta" "" # 𝛽 MATHEMATICAL ITALIC SMALL BETA
0x1d6ff "" "" "" "\\delta" "" # 𝛿 MATHEMATICAL ITALIC SMALL DELTA 0x1d6fe "" "" "force=utf8" "\\gamma" "" # 𝛾 MATHEMATICAL ITALIC SMALL GAMMA
0x1d700 "" "" "" "\\varepsilon" "" # 𝜀 MATHEMATICAL ITALIC SMALL EPSILON 0x1d6ff "" "" "force=utf8" "\\delta" "" # 𝛿 MATHEMATICAL ITALIC SMALL DELTA
0x1d701 "" "" "" "\\zeta" "" # 𝜁 MATHEMATICAL ITALIC SMALL ZETA 0x1d700 "" "" "force=utf8" "\\varepsilon" "" # 𝜀 MATHEMATICAL ITALIC SMALL EPSILON
0x1d702 "" "" "" "\\eta" "" # 𝜂 MATHEMATICAL ITALIC SMALL ETA 0x1d701 "" "" "force=utf8" "\\zeta" "" # 𝜁 MATHEMATICAL ITALIC SMALL ZETA
0x1d703 "" "" "" "\\theta" "" # 𝜃 MATHEMATICAL ITALIC SMALL THETA 0x1d702 "" "" "force=utf8" "\\eta" "" # 𝜂 MATHEMATICAL ITALIC SMALL ETA
0x1d704 "" "" "" "\\iota" "" # 𝜄 MATHEMATICAL ITALIC SMALL IOTA 0x1d703 "" "" "force=utf8" "\\theta" "" # 𝜃 MATHEMATICAL ITALIC SMALL THETA
0x1d705 "" "" "" "\\kappa" "" # 𝜅 MATHEMATICAL ITALIC SMALL KAPPA 0x1d704 "" "" "force=utf8" "\\iota" "" # 𝜄 MATHEMATICAL ITALIC SMALL IOTA
0x1d706 "" "" "" "\\lambda" "" # 𝜆 MATHEMATICAL ITALIC SMALL LAMDA 0x1d705 "" "" "force=utf8" "\\kappa" "" # 𝜅 MATHEMATICAL ITALIC SMALL KAPPA
0x1d707 "" "" "" "\\mu" "" # 𝜇 MATHEMATICAL ITALIC SMALL MU 0x1d706 "" "" "force=utf8" "\\lambda" "" # 𝜆 MATHEMATICAL ITALIC SMALL LAMDA
0x1d708 "" "" "" "\\nu" "" # 𝜈 MATHEMATICAL ITALIC SMALL NU 0x1d707 "" "" "force=utf8" "\\mu" "" # 𝜇 MATHEMATICAL ITALIC SMALL MU
0x1d709 "" "" "" "\\xi" "" # 𝜉 MATHEMATICAL ITALIC SMALL XI 0x1d708 "" "" "force=utf8" "\\nu" "" # 𝜈 MATHEMATICAL ITALIC SMALL NU
0x1d70b "" "" "" "\\pi" "" # 𝜋 MATHEMATICAL ITALIC SMALL PI 0x1d709 "" "" "force=utf8" "\\xi" "" # 𝜉 MATHEMATICAL ITALIC SMALL XI
0x1d70c "" "" "" "\\rho" "" # 𝜌 MATHEMATICAL ITALIC SMALL RHO 0x1d70b "" "" "force=utf8" "\\pi" "" # 𝜋 MATHEMATICAL ITALIC SMALL PI
0x1d70d "" "" "" "\\varsigma" "" # 𝜍 MATHEMATICAL ITALIC SMALL FINAL SIGMA 0x1d70c "" "" "force=utf8" "\\rho" "" # 𝜌 MATHEMATICAL ITALIC SMALL RHO
0x1d70e "" "" "" "\\sigma" "" # 𝜎 MATHEMATICAL ITALIC SMALL SIGMA 0x1d70d "" "" "force=utf8" "\\varsigma" "" # 𝜍 MATHEMATICAL ITALIC SMALL FINAL SIGMA
0x1d70f "" "" "" "\\tau" "" # 𝜏 MATHEMATICAL ITALIC SMALL TAU 0x1d70e "" "" "force=utf8" "\\sigma" "" # 𝜎 MATHEMATICAL ITALIC SMALL SIGMA
0x1d710 "" "" "" "\\upsilon" "" # 𝜐 MATHEMATICAL ITALIC SMALL UPSILON 0x1d70f "" "" "force=utf8" "\\tau" "" # 𝜏 MATHEMATICAL ITALIC SMALL TAU
0x1d711 "" "" "" "\\varphi" "" # 𝜑 MATHEMATICAL ITALIC SMALL PHI 0x1d710 "" "" "force=utf8" "\\upsilon" "" # 𝜐 MATHEMATICAL ITALIC SMALL UPSILON
0x1d712 "" "" "" "\\chi" "" # 𝜒 MATHEMATICAL ITALIC SMALL CHI 0x1d711 "" "" "force=utf8" "\\varphi" "" # 𝜑 MATHEMATICAL ITALIC SMALL PHI
0x1d713 "" "" "" "\\psi" "" # 𝜓 MATHEMATICAL ITALIC SMALL PSI 0x1d712 "" "" "force=utf8" "\\chi" "" # 𝜒 MATHEMATICAL ITALIC SMALL CHI
0x1d714 "" "" "" "\\omega" "" # 𝜔 MATHEMATICAL ITALIC SMALL OMEGA 0x1d713 "" "" "force=utf8" "\\psi" "" # 𝜓 MATHEMATICAL ITALIC SMALL PSI
0x1d715 "" "" "" "\\partial" "" # 𝜕 MATHEMATICAL ITALIC PARTIAL DIFFERENTIAL 0x1d714 "" "" "force=utf8" "\\omega" "" # 𝜔 MATHEMATICAL ITALIC SMALL OMEGA
0x1d716 "" "" "" "\\epsilon" "" # 𝜖 MATHEMATICAL ITALIC EPSILON SYMBOL 0x1d715 "" "" "force=utf8" "\\partial" "" # 𝜕 MATHEMATICAL ITALIC PARTIAL DIFFERENTIAL
0x1d717 "" "" "" "\\vartheta" "" # 𝜗 MATHEMATICAL ITALIC THETA SYMBOL 0x1d716 "" "" "force=utf8" "\\epsilon" "" # 𝜖 MATHEMATICAL ITALIC EPSILON SYMBOL
0x1d718 "" "" "" "\\varkappa" "amssymb" # 𝜘 MATHEMATICAL ITALIC KAPPA SYMBOL 0x1d717 "" "" "force=utf8" "\\vartheta" "" # 𝜗 MATHEMATICAL ITALIC THETA SYMBOL
0x1d719 "" "" "" "\\phi" "" # 𝜙 MATHEMATICAL ITALIC PHI SYMBOL 0x1d718 "" "" "force=utf8" "\\varkappa" "amssymb" # 𝜘 MATHEMATICAL ITALIC KAPPA SYMBOL
0x1d71a "" "" "" "\\varrho" "" # 𝜚 MATHEMATICAL ITALIC RHO SYMBOL 0x1d719 "" "" "force=utf8" "\\phi" "" # 𝜙 MATHEMATICAL ITALIC PHI SYMBOL
0x1d71b "" "" "" "\\varpi" "" # 𝜛 MATHEMATICAL ITALIC PI SYMBOL 0x1d71a "" "" "force=utf8" "\\varrho" "" # 𝜚 MATHEMATICAL ITALIC RHO SYMBOL
0x1d7ce "" "" "" "\\mathbf{0}" "" # 𝟎 MATHEMATICAL BOLD DIGIT ZERO 0x1d71b "" "" "force=utf8" "\\varpi" "" # 𝜛 MATHEMATICAL ITALIC PI SYMBOL
0x1d7cf "" "" "" "\\mathbf{1}" "" # 𝟏 MATHEMATICAL BOLD DIGIT ONE 0x1d7ce "" "" "force=utf8" "\\mathbf{0}" "" # 𝟎 MATHEMATICAL BOLD DIGIT ZERO
0x1d7d0 "" "" "" "\\mathbf{2}" "" # 𝟐 MATHEMATICAL BOLD DIGIT TWO 0x1d7cf "" "" "force=utf8" "\\mathbf{1}" "" # 𝟏 MATHEMATICAL BOLD DIGIT ONE
0x1d7d1 "" "" "" "\\mathbf{3}" "" # 𝟑 MATHEMATICAL BOLD DIGIT THREE 0x1d7d0 "" "" "force=utf8" "\\mathbf{2}" "" # 𝟐 MATHEMATICAL BOLD DIGIT TWO
0x1d7d2 "" "" "" "\\mathbf{4}" "" # 𝟒 MATHEMATICAL BOLD DIGIT FOUR 0x1d7d1 "" "" "force=utf8" "\\mathbf{3}" "" # 𝟑 MATHEMATICAL BOLD DIGIT THREE
0x1d7d3 "" "" "" "\\mathbf{5}" "" # 𝟓 MATHEMATICAL BOLD DIGIT FIVE 0x1d7d2 "" "" "force=utf8" "\\mathbf{4}" "" # 𝟒 MATHEMATICAL BOLD DIGIT FOUR
0x1d7d4 "" "" "" "\\mathbf{6}" "" # 𝟔 MATHEMATICAL BOLD DIGIT SIX 0x1d7d3 "" "" "force=utf8" "\\mathbf{5}" "" # 𝟓 MATHEMATICAL BOLD DIGIT FIVE
0x1d7d5 "" "" "" "\\mathbf{7}" "" # 𝟕 MATHEMATICAL BOLD DIGIT SEVEN 0x1d7d4 "" "" "force=utf8" "\\mathbf{6}" "" # 𝟔 MATHEMATICAL BOLD DIGIT SIX
0x1d7d6 "" "" "" "\\mathbf{8}" "" # 𝟖 MATHEMATICAL BOLD DIGIT EIGHT 0x1d7d5 "" "" "force=utf8" "\\mathbf{7}" "" # 𝟕 MATHEMATICAL BOLD DIGIT SEVEN
0x1d7d7 "" "" "" "\\mathbf{9}" "" # 𝟗 MATHEMATICAL BOLD DIGIT NINE 0x1d7d6 "" "" "force=utf8" "\\mathbf{8}" "" # 𝟖 MATHEMATICAL BOLD DIGIT EIGHT
0x1d7e2 "" "" "" "\\mathsf{0}" "" # 𝟢 MATHEMATICAL SANS-SERIF DIGIT ZERO 0x1d7d7 "" "" "force=utf8" "\\mathbf{9}" "" # 𝟗 MATHEMATICAL BOLD DIGIT NINE
0x1d7e3 "" "" "" "\\mathsf{1}" "" # 𝟣 MATHEMATICAL SANS-SERIF DIGIT ONE 0x1d7e2 "" "" "force=utf8" "\\mathsf{0}" "" # 𝟢 MATHEMATICAL SANS-SERIF DIGIT ZERO
0x1d7e4 "" "" "" "\\mathsf{2}" "" # 𝟤 MATHEMATICAL SANS-SERIF DIGIT TWO 0x1d7e3 "" "" "force=utf8" "\\mathsf{1}" "" # 𝟣 MATHEMATICAL SANS-SERIF DIGIT ONE
0x1d7e5 "" "" "" "\\mathsf{3}" "" # 𝟥 MATHEMATICAL SANS-SERIF DIGIT THREE 0x1d7e4 "" "" "force=utf8" "\\mathsf{2}" "" # 𝟤 MATHEMATICAL SANS-SERIF DIGIT TWO
0x1d7e6 "" "" "" "\\mathsf{4}" "" # 𝟦 MATHEMATICAL SANS-SERIF DIGIT FOUR 0x1d7e5 "" "" "force=utf8" "\\mathsf{3}" "" # 𝟥 MATHEMATICAL SANS-SERIF DIGIT THREE
0x1d7e7 "" "" "" "\\mathsf{5}" "" # 𝟧 MATHEMATICAL SANS-SERIF DIGIT FIVE 0x1d7e6 "" "" "force=utf8" "\\mathsf{4}" "" # 𝟦 MATHEMATICAL SANS-SERIF DIGIT FOUR
0x1d7e8 "" "" "" "\\mathsf{6}" "" # 𝟨 MATHEMATICAL SANS-SERIF DIGIT SIX 0x1d7e7 "" "" "force=utf8" "\\mathsf{5}" "" # 𝟧 MATHEMATICAL SANS-SERIF DIGIT FIVE
0x1d7e9 "" "" "" "\\mathsf{7}" "" # 𝟩 MATHEMATICAL SANS-SERIF DIGIT SEVEN 0x1d7e8 "" "" "force=utf8" "\\mathsf{6}" "" # 𝟨 MATHEMATICAL SANS-SERIF DIGIT SIX
0x1d7ea "" "" "" "\\mathsf{8}" "" # 𝟪 MATHEMATICAL SANS-SERIF DIGIT EIGHT 0x1d7e9 "" "" "force=utf8" "\\mathsf{7}" "" # 𝟩 MATHEMATICAL SANS-SERIF DIGIT SEVEN
0x1d7eb "" "" "" "\\mathsf{9}" "" # 𝟫 MATHEMATICAL SANS-SERIF DIGIT NINE 0x1d7ea "" "" "force=utf8" "\\mathsf{8}" "" # 𝟪 MATHEMATICAL SANS-SERIF DIGIT EIGHT
0x1d7f6 "" "" "" "\\mathtt{0}" "" # 𝟶 MATHEMATICAL MONOSPACE DIGIT ZERO 0x1d7eb "" "" "force=utf8" "\\mathsf{9}" "" # 𝟫 MATHEMATICAL SANS-SERIF DIGIT NINE
0x1d7f7 "" "" "" "\\mathtt{1}" "" # 𝟷 MATHEMATICAL MONOSPACE DIGIT ONE 0x1d7f6 "" "" "force=utf8" "\\mathtt{0}" "" # 𝟶 MATHEMATICAL MONOSPACE DIGIT ZERO
0x1d7f8 "" "" "" "\\mathtt{2}" "" # 𝟸 MATHEMATICAL MONOSPACE DIGIT TWO 0x1d7f7 "" "" "force=utf8" "\\mathtt{1}" "" # 𝟷 MATHEMATICAL MONOSPACE DIGIT ONE
0x1d7f9 "" "" "" "\\mathtt{3}" "" # 𝟹 MATHEMATICAL MONOSPACE DIGIT THREE 0x1d7f8 "" "" "force=utf8" "\\mathtt{2}" "" # 𝟸 MATHEMATICAL MONOSPACE DIGIT TWO
0x1d7fa "" "" "" "\\mathtt{4}" "" # 𝟺 MATHEMATICAL MONOSPACE DIGIT FOUR 0x1d7f9 "" "" "force=utf8" "\\mathtt{3}" "" # 𝟹 MATHEMATICAL MONOSPACE DIGIT THREE
0x1d7fb "" "" "" "\\mathtt{5}" "" # 𝟻 MATHEMATICAL MONOSPACE DIGIT FIVE 0x1d7fa "" "" "force=utf8" "\\mathtt{4}" "" # 𝟺 MATHEMATICAL MONOSPACE DIGIT FOUR
0x1d7fc "" "" "" "\\mathtt{6}" "" # 𝟼 MATHEMATICAL MONOSPACE DIGIT SIX 0x1d7fb "" "" "force=utf8" "\\mathtt{5}" "" # 𝟻 MATHEMATICAL MONOSPACE DIGIT FIVE
0x1d7fd "" "" "" "\\mathtt{7}" "" # 𝟽 MATHEMATICAL MONOSPACE DIGIT SEVEN 0x1d7fc "" "" "force=utf8" "\\mathtt{6}" "" # 𝟼 MATHEMATICAL MONOSPACE DIGIT SIX
0x1d7fe "" "" "" "\\mathtt{8}" "" # 𝟾 MATHEMATICAL MONOSPACE DIGIT EIGHT 0x1d7fd "" "" "force=utf8" "\\mathtt{7}" "" # 𝟽 MATHEMATICAL MONOSPACE DIGIT SEVEN
0x1d7ff "" "" "" "\\mathtt{9}" "" # 𝟿 MATHEMATICAL MONOSPACE DIGIT NINE 0x1d7fe "" "" "force=utf8" "\\mathtt{8}" "" # 𝟾 MATHEMATICAL MONOSPACE DIGIT EIGHT
0x1d7ff "" "" "force=utf8" "\\mathtt{9}" "" # 𝟿 MATHEMATICAL MONOSPACE DIGIT NINE