% % Copyright 2022 TeX Users Group. % Released under LPPL 1.3c+. % See tex4ht-cpright.tex for license text. % % Compile using: % etex {nameofthefile.tex} % Copyright (C) 2022 TeX Users Group \input tex4ht.sty \Preamble{xhtml,th4,sections+} \EndPreamble \input ProTex.sty %\AlProTex{c,<<<>>>,`,title,list,ClearCode,_^} \AlProTex{c,<<<>>>,`,title,list,`,ClearCode,_^} \def\HOME{./tex4ht.dir/} \def\DTDS{./dtd.dir/} \def\SOURCE{./html.dir/} \def\MYdir{\HOME texmf/tex4ht/ht-fonts} \newwrite\dbcs \newwrite\unicode \def\AddFont{\futurelet\ext\AddFontA} \def\AddFontA{% \if [\ext \def\ext[##1]{\def\ext{##1}\AddFontB}% \else \def\ext{\def\ext{htf}\AddFontB}\fi \ext} \def\AddFontB#1#2{% \Comment{}{}\OutputCode[\ext]\<#1\>% \let\StartDir=\empty \def\EndDir{#2}\MakeDir \ifx \WWWdir\Undef \else \Needs{"cp #1.\ext\space \WWWdir /#2.\ext"}% \Needs{"chmod 644 \WWWdir /#2.\ext"}% \fi \Needs{"mv #1.\ext\space \MYdir /#2.\ext"}% } \def\MakeDir{\relax \expandafter \ifx \csname !\StartDir\endcsname\relax \expandafter\let\csname !\StartDir\endcsname=\empty \Needs{"mkdir -p \MYdir/\StartDir"}% \ifx \WWWdir\Undef \else \Needs{"mkdir -p \MYdir/\StartDir"}% \Needs{"chmod 711 \WWWdir /StartDir"}% \fi \fi \ifx \EndDir\empty \else \expandafter\AppendDir \EndDir////*% \expandafter\MakeDir \fi } \def\AppendDir#1/#2/#3/*{% \def\temp{#2}\ifx \temp\empty \let\EndDir=\empty \else \edef\StartDir{\ifx \StartDir\empty\else \StartDir/\fi #1}\def\EndDir{#2/#3}% \fi } % writing stix2-mathbb.htf hash: 6d18d1904c0ac24a2136d30304dc8a72 \<<< stix2-mathbb 0 255 'ℾ' '' uni213E 0 % generated from stix2-mathbb.tfm, 2023-02-09-16:37 '' '' % Copyright 2023 TeX Users Group '' '' % '' '' % This work may be distributed and/or modified under the '' '' % conditions of the LaTeX Project Public License, either 'ℿ' '' uni213F 5 % version 1.3c of this license or (at your option) any '' '' % later version. The latest version of this license is in '' '' % http://www.latex-project.org/lppl.txt '' '' % and version 1.3c or later is part of all distributions '' '' % of LaTeX version 2005/12/01 or later. '' '' % '' '' % This work has the LPPL maintenance status "maintained". '' '' % 'ℽ' '' uni213D 13 % The Current Maintainer of this work '' '' % is the TeX4ht Project . '' '' % '' '' % If you modify this program, changing the '' '' % version identification would be appreciated. '' '' '' '' '' '' '' '' '' '' '' '' '' '' 'ℼ' '' uni213C 25 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '⪲' '' uni2AB2 38 '⪳' '' uni2AB3 39 '⪴' '' uni2AB4 40 '⪵' '' uni2AB5 41 '⪶' '' uni2AB6 42 '⪷' '' uni2AB7 43 '⪸' '' uni2AB8 44 '⪹' '' uni2AB9 45 '⪺' '' uni2ABA 46 '⪻' '' uni2ABB 47 '𝟘' '' u1D7D8 48 '𝟙' '' u1D7D9 49 '𝟚' '' u1D7DA 50 '𝟛' '' u1D7DB 51 '𝟜' '' u1D7DC 52 '𝟝' '' u1D7DD 53 '𝟞' '' u1D7DE 54 '𝟟' '' u1D7DF 55 '𝟠' '' u1D7E0 56 '𝟡' '' u1D7E1 57 '⪼' '' uni2ABC 58 '⪽' '' uni2ABD 59 '⪾' '' uni2ABE 60 '⪿' '' uni2ABF 61 '⫀' '' uni2AC0 62 '⫁' '' uni2AC1 63 '⫂' '' uni2AC2 64 '𝔸' '' u1D538 65 '𝔹' '' u1D539 66 'ℂ' '' uni2102 67 '𝔻' '' u1D53B 68 '𝔼' '' u1D53C 69 '𝔽' '' u1D53D 70 '𝔾' '' u1D53E 71 'ℍ' '' uni210D 72 '𝕀' '' u1D540 73 '𝕁' '' u1D541 74 '𝕂' '' u1D542 75 '𝕃' '' u1D543 76 '𝕄' '' u1D544 77 'ℕ' '' uni2115 78 '𝕆' '' u1D546 79 'ℙ' '' uni2119 80 'ℚ' '' uni211A 81 'ℝ' '' uni211D 82 '𝕊' '' u1D54A 83 '𝕋' '' u1D54B 84 '𝕌' '' u1D54C 85 '𝕍' '' u1D54D 86 '𝕎' '' u1D54E 87 '𝕏' '' u1D54F 88 '𝕐' '' u1D550 89 'ℤ' '' uni2124 90 '⫃' '' uni2AC3 91 '⫄' '' uni2AC4 92 '⫅' '' uni2AC5 93 '⫆' '' uni2AC6 94 '⫇' '' uni2AC7 95 '⫈' '' uni2AC8 96 '𝕒' '' u1D552 97 '𝕓' '' u1D553 98 '𝕔' '' u1D554 99 '𝕕' '' u1D555 100 '𝕖' '' u1D556 101 '𝕗' '' u1D557 102 '𝕘' '' u1D558 103 '𝕙' '' u1D559 104 '𝕚' '' u1D55A 105 '𝕛' '' u1D55B 106 '𝕜' '' u1D55C 107 '𝕝' '' u1D55D 108 '𝕞' '' u1D55E 109 '𝕟' '' u1D55F 110 '𝕠' '' u1D560 111 '𝕡' '' u1D561 112 '𝕢' '' u1D562 113 '𝕣' '' u1D563 114 '𝕤' '' u1D564 115 '𝕥' '' u1D565 116 '𝕦' '' u1D566 117 '𝕧' '' u1D567 118 '𝕨' '' u1D568 119 '𝕩' '' u1D569 120 '𝕪' '' u1D56A 121 '𝕫' '' u1D56B 122 '𝕚' '' u1D55A.dotless 123 '𝕛' '' u1D55B.dotless 124 '⫉' '' uni2AC9 125 '⫊' '' uni2ACA 126 '⁀' '' uni2040 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '⩉' '' uni2A49 153 '⩊' '' uni2A4A 154 '⩋' '' uni2A4B 155 '⩌' '' uni2A4C 156 '⩍' '' uni2A4D 157 '⩎' '' uni2A4E 158 '⩏' '' uni2A4F 159 '⩐' '' uni2A50 160 '⩑' '' uni2A51 161 '⩒' '' uni2A52 162 '⩓' '' uni2A53 163 '⩔' '' uni2A54 164 '⩕' '' uni2A55 165 '⩖' '' uni2A56 166 '⩗' '' uni2A57 167 '⩘' '' uni2A58 168 '⩙' '' uni2A59 169 '⩚' '' uni2A5A 170 '⩛' '' uni2A5B 171 '⩜' '' uni2A5C 172 '⩝' '' uni2A5D 173 '⩞' '' uni2A5E 174 '⩟' '' uni2A5F 175 '⩠' '' uni2A60 176 '⩡' '' uni2A61 177 '⩢' '' uni2A62 178 '⩣' '' uni2A63 179 '⩤' '' uni2A64 180 '⩥' '' uni2A65 181 '⩦' '' uni2A66 182 '⩧' '' uni2A67 183 '⩨' '' uni2A68 184 '⩩' '' uni2A69 185 '⩪' '' uni2A6A 186 '⩫' '' uni2A6B 187 '⩬' '' uni2A6C 188 '⩭' '' uni2A6D 189 '⩮' '' uni2A6E 190 '⩯' '' uni2A6F 191 '⩰' '' uni2A70 192 '⩱' '' uni2A71 193 '⩲' '' uni2A72 194 '⩳' '' uni2A73 195 '⩴' '' uni2A74 196 '⩵' '' uni2A75 197 '⩶' '' uni2A76 198 '⩷' '' uni2A77 199 '⩸' '' uni2A78 200 '⩹' '' uni2A79 201 '⩺' '' uni2A7A 202 '⩻' '' uni2A7B 203 '⩼' '' uni2A7C 204 '⩽' '' uni2A7D 205 '⩾' '' uni2A7E 206 '⩿' '' uni2A7F 207 '⪀' '' uni2A80 208 '⪁' '' uni2A81 209 '⪂' '' uni2A82 210 '⪃' '' uni2A83 211 '⪄' '' uni2A84 212 '⪅' '' uni2A85 213 '⪆' '' uni2A86 214 '⪇' '' uni2A87 215 '⪈' '' uni2A88 216 '⪉' '' uni2A89 217 '⪊' '' uni2A8A 218 '⪋' '' uni2A8B 219 '⪌' '' uni2A8C 220 '⪍' '' uni2A8D 221 '⪎' '' uni2A8E 222 '⪏' '' uni2A8F 223 '⪐' '' uni2A90 224 '⪑' '' uni2A91 225 '⪒' '' uni2A92 226 '⪓' '' uni2A93 227 '⪔' '' uni2A94 228 '⪕' '' uni2A95 229 '⪖' '' uni2A96 230 '⪗' '' uni2A97 231 '⪘' '' uni2A98 232 '⪙' '' uni2A99 233 '⪚' '' uni2A9A 234 '⪛' '' uni2A9B 235 '⪜' '' uni2A9C 236 '⪝' '' uni2A9D 237 '⪞' '' uni2A9E 238 '⪟' '' uni2A9F 239 '⪠' '' uni2AA0 240 '⪡' '' uni2AA1 241 '⪢' '' uni2AA2 242 '⪣' '' uni2AA3 243 '⪤' '' uni2AA4 244 '⪥' '' uni2AA5 245 '⪦' '' uni2AA6 246 '⪧' '' uni2AA7 247 '⪨' '' uni2AA8 248 '⪩' '' uni2AA9 249 '⪪' '' uni2AAA 250 '⪫' '' uni2AAB 251 '⪬' '' uni2AAC 252 '⪭' '' uni2AAD 253 '⪮' '' uni2AAE 254 '⪱' '' uni2AB1 255 stix2-mathbb 0 255 htfcss: stix2-mathbb font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathbb}{unicode/STIX_Two/stix2-mathbb}{} % writing stix2-mathbbit.htf hash: 0f36f76e8d20a26afea6c6f29ca6b6fe \<<< stix2-mathbbit 0 255 '' '' uniE004.nu 0 % generated from stix2-mathbbit.tfm, 2023-02-09-16:37 '' '' uniE005.nu 1 % Copyright 2023 TeX Users Group '' '' uniE00E.nu 2 % '' '' uniE00F.nu 3 % This work may be distributed and/or modified under the '' '' uniE010.nu 4 % conditions of the LaTeX Project Public License, either '' '' uniE011.nu 5 % version 1.3c of this license or (at your option) any '' '' uniE016.nu 6 % later version. The latest version of this license is in '' '' uniE018.nu 7 % http://www.latex-project.org/lppl.txt '' '' uniE01E.nu 8 % and version 1.3c or later is part of all distributions '' '' uniE023.nu 9 % of LaTeX version 2005/12/01 or later. '' '' uniE025.nu 10 % '' '' uniE028.nu 11 % This work has the LPPL maintenance status "maintained". '' '' uniE029.nu 12 % '' '' uniE02A.nu 13 % The Current Maintainer of this work '' '' uniE02B.nu 14 % is the TeX4ht Project . '' '' uniE035.nu 15 % '' '' uniE03A.nu 16 % If you modify this program, changing the '' '' uniE03B.nu 17 % version identification would be appreciated. '' '' uniE03C.nu 18 '' '' uniE03D.nu 19 '' '' uniE045.nu 20 '' '' uniE046.nu 21 '' '' uniE04B.nu 22 '' '' uniE04C.nu 23 '' '' uniE04E.nu 24 '' '' uniE04F.nu 25 '' '' uniE050.nu 26 '' '' uniE051.nu 27 '' '' uniE052.nu 28 '' '' uniE059.nu 29 '' '' uniE05A.nu 30 '' '' uniE05B.nu 31 '' '' uniE05C.nu 32 '' '' uniE06D.nu 33 '' '' uniE06E.nu 34 '' '' uniE075.nu 35 '' '' uniE07C.nu 36 '' '' uniE082.nu 37 '' '' uniE083.nu 38 '' '' uniE086.nu 39 '' '' uniE087.nu 40 '' '' uniE094.nu 41 '' '' uniE095.nu 42 '' '' uniE098.nu 43 '' '' uniE14C.nu 44 '' '' uniE14D.nu 45 '' '' uniE14E.nu 46 '' '' uniE14F.nu 47 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '£' '' sterling 125 '' '' '⁀' '' uni2040 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '⫋' '' uni2ACB 153 '⫌' '' uni2ACC 154 '⫍' '' uni2ACD 155 '⫎' '' uni2ACE 156 '⫏' '' uni2ACF 157 '⫐' '' uni2AD0 158 '⫑' '' uni2AD1 159 '⫒' '' uni2AD2 160 '⫓' '' uni2AD3 161 '⫔' '' uni2AD4 162 '⫕' '' uni2AD5 163 '⫖' '' uni2AD6 164 '⫗' '' uni2AD7 165 '⫘' '' uni2AD8 166 '⫙' '' uni2AD9 167 '⫚' '' uni2ADA 168 '⫛' '' uni2ADB 169 '⫝̸' '' uni2ADC 170 '⫝' '' uni2ADD 171 '⫞' '' uni2ADE 172 '⫟' '' uni2ADF 173 '⫠' '' uni2AE0 174 '⫡' '' uni2AE1 175 '⫢' '' uni2AE2 176 '⫣' '' uni2AE3 177 '⫤' '' uni2AE4 178 '⫥' '' uni2AE5 179 '⫦' '' uni2AE6 180 '⫧' '' uni2AE7 181 '⫨' '' uni2AE8 182 '⫩' '' uni2AE9 183 '⫪' '' uni2AEA 184 '⫫' '' uni2AEB 185 '⫬' '' uni2AEC 186 '⫭' '' uni2AED 187 '⫮' '' uni2AEE 188 '⫯' '' uni2AEF 189 '⫰' '' uni2AF0 190 '⫱' '' uni2AF1 191 '⫲' '' uni2AF2 192 '⫳' '' uni2AF3 193 '⫴' '' uni2AF4 194 '⫵' '' uni2AF5 195 '⫶' '' uni2AF6 196 '⫷' '' uni2AF7 197 '⫸' '' uni2AF8 198 '⫹' '' uni2AF9 199 '⫺' '' uni2AFA 200 '⫻' '' uni2AFB 201 '⫼' '' uni2AFC 202 '⫽' '' uni2AFD 203 '⫾' '' uni2AFE 204 '⬒' '' uni2B12 205 '⬓' '' uni2B13 206 '⬔' '' uni2B14 207 '⬕' '' uni2B15 208 '⬖' '' uni2B16 209 '⬗' '' uni2B17 210 '⬘' '' uni2B18 211 '⬙' '' uni2B19 212 '⬚' '' uni2B1A 213 '⬛' '' uni2B1B 214 '⬜' '' uni2B1C 215 '⬝' '' uni2B1D 216 '⬞' '' uni2B1E 217 '⬟' '' uni2B1F 218 '⬠' '' uni2B20 219 '⬡' '' uni2B21 220 '⬢' '' uni2B22 221 '⬣' '' uni2B23 222 '⬤' '' uni2B24 223 '⬥' '' uni2B25 224 '⬦' '' uni2B26 225 '⬧' '' uni2B27 226 '⬨' '' uni2B28 227 '⬩' '' uni2B29 228 '⬪' '' uni2B2A 229 '⬫' '' uni2B2B 230 '⬬' '' uni2B2C 231 '⬭' '' uni2B2D 232 '⬮' '' uni2B2E 233 '⬯' '' uni2B2F 234 '⭐' '' uni2B50 235 '⭑' '' uni2B51 236 '⭒' '' uni2B52 237 '⭓' '' uni2B53 238 '⭔' '' uni2B54 239 '〒' '' uni3012 240 '〰' '' uni3030 241 '⎶' '' uni23B6 242 '⏠' '' uni23E0 243 '⏡' '' uni23E1 244 '☉' '' uni2609 245 '☡' '' uni2621 246 '☻' '' uni263B 247 '☼' '' uni263C 248 '☽' '' uni263D 249 '☾' '' uni263E 250 '♀' '' uni2640 251 '♂' '' uni2642 252 '♤' '' uni2664 253 '♥' '' uni2665 254 '♦' '' uni2666 255 stix2-mathbbit 0 255 htfcss: stix2-mathbbit font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathbbit}{unicode/STIX_Two/stix2-mathbbit}{} % writing stix2-mathrm.htf hash: 077b087818eb47ff64621f9a20c587c8 \<<< stix2-mathrm 0 255 'Γ' '' Gamma 0 % generated from stix2-mathrm.tfm, 2023-02-09-16:37 '∆' '' Delta 1 % Copyright 2023 TeX Users Group 'Θ' '' Theta 2 % 'Λ' '' Lambda 3 % This work may be distributed and/or modified under the 'Ξ' '' Xi 4 % conditions of the LaTeX Project Public License, either 'Π' '' Pi 5 % version 1.3c of this license or (at your option) any 'Σ' '' Sigma 6 % later version. The latest version of this license is in 'Υ' '' Upsilon 7 % http://www.latex-project.org/lppl.txt 'Φ' '' Phi 8 % and version 1.3c or later is part of all distributions 'Ψ' '' Psi 9 % of LaTeX version 2005/12/01 or later. 'Ω' '' Omega 10 % 'α' '' alpha 11 % This work has the LPPL maintenance status "maintained". 'β' '' beta 12 % 'γ' '' gamma 13 % The Current Maintainer of this work 'δ' '' delta 14 % is the TeX4ht Project . 'ϵ' '' uni03F5 15 % 'ζ' '' zeta 16 % If you modify this program, changing the 'η' '' eta 17 % version identification would be appreciated. 'θ' '' theta 18 'ι' '' iota 19 'κ' '' kappa 20 'λ' '' lambda 21 'µ' '' mu 22 'ν' '' nu 23 'ξ' '' xi 24 'π' '' pi 25 'ρ' '' rho 26 'σ' '' sigma 27 'τ' '' tau 28 'υ' '' upsilon 29 'ϕ' '' uni03D5 30 'χ' '' chi 31 'ψ' '' psi 32 'ω' '' omega 33 'ε' '' epsilon 34 'ϑ' '' uni03D1 35 'ϖ' '' uni03D6 36 'ϱ' '' uni03F1 37 'ς' '' uni03C2 38 'ϕ' '' phi 39 '∇' '' uni2207 40 '∂' '' partialdiff 41 '−' '' uni2212 42 '+' '' plus 43 '±' '' plusminus 44 '∓' '' uni2213 45 '(' '' parenleft 46 ')' '' parenright 47 '0' '' zero 48 '1' '' one 49 '2' '' two 50 '3' '' three 51 '4' '' four 52 '5' '' five 53 '6' '' six 54 '7' '' seven 55 '8' '' eight 56 '9' '' nine 57 '∶' '' uni2236 58 ';' '' semicolon 59 '∗' '' uni2217 60 '=' '' equal 61 '$' '' dollar 62 '?' '' question 63 '!' '' exclam 64 'A' '' A 65 'B' '' B 66 'C' '' C 67 'D' '' D 68 'E' '' E 69 'F' '' F 70 'G' '' G 71 'H' '' H 72 'I' '' I 73 'J' '' J 74 'K' '' K 75 'L' '' L 76 'M' '' M 77 'N' '' N 78 'O' '' O 79 'P' '' P 80 'Q' '' Q 81 'R' '' R 82 'S' '' S 83 'T' '' T 84 'U' '' U 85 'V' '' V 86 'W' '' W 87 'X' '' X 88 'Y' '' Y 89 'Z' '' Z 90 '[' '' bracketleft 91 '∖' '' uni2216.var 92 ']' '' bracketright 93 '{' '' braceleft 94 '∕' '' uni2215 95 '}' '' braceright 96 'a' '' a 97 'b' '' b 98 'c' '' c 99 'd' '' d 100 'e' '' e 101 'f' '' f 102 'g' '' g 103 'h' '' h 104 'i' '' i 105 'j' '' j 106 'k' '' k 107 'l' '' l 108 'm' '' m 109 'n' '' n 110 'o' '' o 111 'p' '' p 112 'q' '' q 113 'r' '' r 114 's' '' s 115 't' '' t 116 'u' '' u 117 'v' '' v 118 'w' '' w 119 'x' '' x 120 'y' '' y 121 'z' '' z 122 'ı' '' dotlessi 123 'ȷ' '' uni0237 124 '#' '' numbersign 125 '%' '' percent 126 '’' '' quoteright 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '&' '' ampersand 153 '@' '' at 154 '¬' '' logicalnot 155 '·' '' periodcentered 156 '×' '' multiply 157 '⪯' '' uni2AAF 158 '÷' '' divide 159 'Ƶ' '' uni01B5 160 '̸' '' uni0338 161 '϶' '' uni03F6 162 '†' '' dagger 163 '‡' '' daggerdbl 164 '•' '' bullet 165 '‥' '' twodotenleader 166 '…' '' ellipsis 167 '′' '' minute.var 168 '″' '' second.var 169 '' '' primetriple.var 170 '­' '' primequad.var 171 '‵' '' primereversed.var 172 '' '' primedblreversed.var 173 '‸' '' uni2038 174 '‼' '' exclamdbl 175 '⁃' '' uni2043 176 '⁄' '' fraction 177 '⁇' '' uni2047 178 '⁐' '' uni2050 179 '' '' primetriplereversed.var 180 '⃒' '' uni20D2 181 '⃝' '' uni20DD 182 '⃞' '' uni20DE 183 '⃟' '' uni20DF 184 '⃤' '' uni20E4 185 'ℇ' '' uni2107 186 '℧' '' uni2127 187 '℩' '' uni2129 188 'Å' '' uni212B 189 'Ⅎ' '' uni2132 190 '⅁' '' uni2141 191 '⅂' '' uni2142 192 '⅃' '' uni2143 193 '⅄' '' uni2144 194 '⅊' '' uni214A 195 '⅋' '' uni214B 196 '∀' '' uni2200 197 '∁' '' uni2201 198 '∃' '' uni2203 199 '∄' '' uni2204 200 '∅' '' uni2205 201 '∆' '' uni2206 202 '∈' '' uni2208 203 '∉' '' uni2209 204 '∊' '' uni220A 205 '∋' '' uni220B 206 '∌' '' uni220C 207 '∍' '' uni220D 208 '∎' '' uni220E 209 '∔' '' uni2214 210 '⪰' '' uni2AB0 211 '∖' '' uni2216 212 '∘' '' uni2218 213 '∙' '' uni2219 214 '∝' '' uni221D 215 '∞' '' uni221E 216 '∟' '' uni221F 217 '∠' '' uni2220 218 '∡' '' uni2221 219 '∢' '' uni2222 220 '∣' '' uni2223 221 '∤' '' uni2224 222 '∥' '' uni2225 223 '∦' '' uni2226 224 '∧' '' uni2227 225 '∨' '' uni2228 226 '∩' '' uni2229 227 '∪' '' uni222A 228 '∴' '' uni2234 229 '∵' '' uni2235 230 '∅' '' uni2205.var 231 '∷' '' uni2237 232 '∸' '' uni2238 233 '∹' '' uni2239 234 '∺' '' uni223A 235 '∻' '' uni223B 236 '∼' '' uni223C 237 '∽' '' uni223D 238 '∾' '' uni223E 239 '∿' '' uni223F 240 '≀' '' uni2240 241 '≁' '' uni2241 242 '≂' '' uni2242 243 '≃' '' uni2243 244 '≄' '' uni2244 245 '≅' '' uni2245 246 '≆' '' uni2246 247 '≇' '' uni2247 248 '≈' '' uni2248 249 '≉' '' uni2249 250 '≊' '' uni224A 251 '≋' '' uni224B 252 '≌' '' uni224C 253 '≍' '' uni224D 254 '≎' '' uni224E 255 stix2-mathrm 0 255 htfcss: stix2-mathrm font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathrm}{unicode/STIX_Two/stix2-mathrm}{} Missing glyph primetriple.var Missing glyph primedblreversed.var Missing glyph primetriplereversed.var % writing stix2-mathit.htf hash: 4f71d3ec8fc0c2463d984fb9fd251ff7 \<<< stix2-mathit 0 255 '𝛤' '' u1D6E4 0 % generated from stix2-mathit.tfm, 2023-02-09-16:37 '𝛥' '' u1D6E5 1 % Copyright 2023 TeX Users Group '𝛩' '' u1D6E9 2 % '𝛬' '' u1D6EC 3 % This work may be distributed and/or modified under the '𝛯' '' u1D6EF 4 % conditions of the LaTeX Project Public License, either '𝛱' '' u1D6F1 5 % version 1.3c of this license or (at your option) any '𝛴' '' u1D6F4 6 % later version. The latest version of this license is in '𝛶' '' u1D6F6 7 % http://www.latex-project.org/lppl.txt '𝛷' '' u1D6F7 8 % and version 1.3c or later is part of all distributions '𝛹' '' u1D6F9 9 % of LaTeX version 2005/12/01 or later. '𝛺' '' u1D6FA 10 % '𝛼' '' u1D6FC 11 % This work has the LPPL maintenance status "maintained". '𝛽' '' u1D6FD 12 % '𝛾' '' u1D6FE 13 % The Current Maintainer of this work '𝛿' '' u1D6FF 14 % is the TeX4ht Project . '𝜖' '' u1D716 15 % '𝜁' '' u1D701 16 % If you modify this program, changing the '𝜂' '' u1D702 17 % version identification would be appreciated. '𝜃' '' u1D703 18 '𝜄' '' u1D704 19 '𝜅' '' u1D705 20 '𝜆' '' u1D706 21 '𝜇' '' u1D707 22 '𝜈' '' u1D708 23 '𝜉' '' u1D709 24 '𝜋' '' u1D70B 25 '𝜌' '' u1D70C 26 '𝜎' '' u1D70E 27 '𝜏' '' u1D70F 28 '𝜐' '' u1D710 29 '𝜙' '' u1D719 30 '𝜒' '' u1D712 31 '𝜓' '' u1D713 32 '𝜔' '' u1D714 33 '𝜀' '' u1D700 34 '𝜗' '' u1D717 35 '𝜛' '' u1D71B 36 '𝜚' '' u1D71A 37 '𝜍' '' u1D70D 38 '𝜑' '' u1D711 39 '𝛻' '' u1D6FB 40 '𝜕' '' u1D715 41 'ℵ' '' uni2135 42 'ℶ' '' uni2136 43 'ℷ' '' uni2137 44 'ℸ' '' uni2138 45 '⊳' '' uni22B3 46 '⊲' '' uni22B2 47 '0' '' zero 48 '1' '' one 49 '2' '' two 50 '3' '' three 51 '4' '' four 52 '5' '' five 53 '6' '' six 54 '7' '' seven 55 '8' '' eight 56 '9' '' nine 57 '.' '' period 58 ',' '' comma 59 '<' '' less 60 'ℏ' '' uni210F 61 '>' '' greater 62 '⋆' '' uni22C6 63 '≨' '' uni2268 64 '𝐴' '' u1D434 65 '𝐵' '' u1D435 66 '𝐶' '' u1D436 67 '𝐷' '' u1D437 68 '𝐸' '' u1D438 69 '𝐹' '' u1D439 70 '𝐺' '' u1D43A 71 '𝐻' '' u1D43B 72 '𝐼' '' u1D43C 73 '𝐽' '' u1D43D 74 '𝐾' '' u1D43E 75 '𝐿' '' u1D43F 76 '𝑀' '' u1D440 77 '𝑁' '' u1D441 78 '𝑂' '' u1D442 79 '𝑃' '' u1D443 80 '𝑄' '' u1D444 81 '𝑅' '' u1D445 82 '𝑆' '' u1D446 83 '𝑇' '' u1D447 84 '𝑈' '' u1D448 85 '𝑉' '' u1D449 86 '𝑊' '' u1D44A 87 '𝑋' '' u1D44B 88 '𝑌' '' u1D44C 89 '𝑍' '' u1D44D 90 '♭' '' uni266D 91 '♮' '' uni266E 92 '♯' '' uni266F 93 '⌣' '' uni2323 94 '⌢' '' uni2322 95 'ℏ' '' uni210F.var 96 '𝑎' '' u1D44E 97 '𝑏' '' u1D44F 98 '𝑐' '' u1D450 99 '𝑑' '' u1D451 100 '𝑒' '' u1D452 101 '𝑓' '' u1D453 102 '𝑔' '' u1D454 103 'ℎ' '' uni210E 104 '𝑖' '' u1D456 105 '𝑗' '' u1D457 106 '𝑘' '' u1D458 107 '𝑙' '' u1D459 108 '𝑚' '' u1D45A 109 '𝑛' '' u1D45B 110 '𝑜' '' u1D45C 111 '𝑝' '' u1D45D 112 '𝑞' '' u1D45E 113 '𝑟' '' u1D45F 114 '𝑠' '' u1D460 115 '𝑡' '' u1D461 116 '𝑢' '' u1D462 117 '𝑣' '' u1D463 118 '𝑤' '' u1D464 119 '𝑥' '' u1D465 120 '𝑦' '' u1D466 121 '𝑧' '' u1D467 122 '𝚤' '' u1D6A4 123 '𝚥' '' u1D6A5 124 '≩' '' uni2269 125 '≪' '' uni226A 126 '⁀' '' uni2040 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '⃖' '' uni20D6.x 153 'ˆ' '' circumflex.s1 154 '˜' '' tilde.s1 155 '̌' '' caroncomb.s1 156 'ˆ' '' circumflex.s2 157 '˜' '' tilde.s2 158 '̌' '' caroncomb.s2 159 'ˆ' '' circumflex.s3 160 '˜' '' tilde.s3 161 '̌' '' caroncomb.s3 162 'ˆ' '' circumflex.s4 163 '˜' '' tilde.s4 164 '̌' '' caroncomb.s4 165 'ˆ' '' circumflex.s5 166 '˜' '' tilde.s5 167 '̌' '' caroncomb.s5 168 '⏞' '' uni23DE.l 169 '⏞' '' uni23DE.r 170 '⏟' '' uni23DF.l 171 '⏟' '' uni23DF.r 172 '⎴' '' uni23B4.x 173 '⏞' '' uni23DE.m 174 '⏟' '' uni23DF.m 175 '⏜' '' uni23DC.l 176 '⏜' '' uni23DC.r 177 '⏝' '' uni23DD.l 178 '⏝' '' uni23DD.r 179 '⎴' '' uni23B4.l 180 '⎴' '' uni23B4.r 181 '⎵' '' uni23B5.l 182 '⎵' '' uni23B5.r 183 '≫' '' uni226B 184 '≬' '' uni226C 185 '≭' '' uni226D 186 '≮' '' uni226E 187 '≯' '' uni226F 188 '≰' '' uni2270 189 '≱' '' uni2271 190 '≲' '' uni2272 191 '≳' '' uni2273 192 '≴' '' uni2274 193 '≵' '' uni2275 194 '≶' '' uni2276 195 '≷' '' uni2277 196 '≸' '' uni2278 197 '≹' '' uni2279 198 '≺' '' uni227A 199 '≻' '' uni227B 200 '≼' '' uni227C 201 '≽' '' uni227D 202 '≾' '' uni227E 203 '≿' '' uni227F 204 '⊀' '' uni2280 205 '⊁' '' uni2281 206 '⊂' '' uni2282 207 '⊃' '' uni2283 208 '⊄' '' uni2284 209 '⊅' '' uni2285 210 '⊆' '' uni2286 211 '⊇' '' uni2287 212 '⊈' '' uni2288 213 '⊉' '' uni2289 214 '⊊' '' uni228A 215 '⊋' '' uni228B 216 '⊌' '' uni228C 217 '⊍' '' uni228D 218 '⊎' '' uni228E 219 '⊏' '' uni228F 220 '⊐' '' uni2290 221 '⊑' '' uni2291 222 '⊒' '' uni2292 223 '⊓' '' uni2293 224 '⊔' '' uni2294 225 '⊕' '' uni2295 226 '⊖' '' uni2296 227 '⊗' '' uni2297 228 '⊘' '' uni2298 229 '⊙' '' uni2299 230 '⊚' '' uni229A 231 '⊛' '' uni229B 232 '⊜' '' uni229C 233 '⊝' '' uni229D 234 '⊞' '' uni229E 235 '⊟' '' uni229F 236 '⊠' '' uni22A0 237 '⊡' '' uni22A1 238 '⊢' '' uni22A2 239 '⊣' '' uni22A3 240 '⊤' '' uni22A4 241 '⊥' '' uni22A5 242 '⊦' '' uni22A6 243 '⊧' '' uni22A7 244 '⊨' '' uni22A8 245 '⊩' '' uni22A9 246 '⊪' '' uni22AA 247 '⊫' '' uni22AB 248 '⊬' '' uni22AC 249 '⊭' '' uni22AD 250 '⊮' '' uni22AE 251 '⊯' '' uni22AF 252 '⊰' '' uni22B0 253 '⊱' '' uni22B1 254 '⊴' '' uni22B4 255 stix2-mathit 0 255 htfcss: stix2-mathit font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathit}{unicode/STIX_Two/stix2-mathit}{} % writing stix2-mathrm-bold.htf hash: b29c921baa2a8033df7d46fdd08edfd2 \<<< stix2-mathrm-bold 0 255 '𝚪' '' u1D6AA 0 % generated from stix2-mathrm-bold.tfm, 2023-02-09-16:37 '𝚫' '' u1D6AB 1 % Copyright 2023 TeX Users Group '𝚯' '' u1D6AF 2 % '𝚲' '' u1D6B2 3 % This work may be distributed and/or modified under the '𝚵' '' u1D6B5 4 % conditions of the LaTeX Project Public License, either '𝚷' '' u1D6B7 5 % version 1.3c of this license or (at your option) any '𝚺' '' u1D6BA 6 % later version. The latest version of this license is in '𝚼' '' u1D6BC 7 % http://www.latex-project.org/lppl.txt '𝚽' '' u1D6BD 8 % and version 1.3c or later is part of all distributions '𝚿' '' u1D6BF 9 % of LaTeX version 2005/12/01 or later. '𝛀' '' u1D6C0 10 % '𝛂' '' u1D6C2 11 % This work has the LPPL maintenance status "maintained". '𝛃' '' u1D6C3 12 % '𝛄' '' u1D6C4 13 % The Current Maintainer of this work '𝛅' '' u1D6C5 14 % is the TeX4ht Project . '𝛜' '' u1D6DC 15 % '𝛇' '' u1D6C7 16 % If you modify this program, changing the '𝛈' '' u1D6C8 17 % version identification would be appreciated. '𝛉' '' u1D6C9 18 '𝛊' '' u1D6CA 19 '𝛋' '' u1D6CB 20 '𝛌' '' u1D6CC 21 '𝛍' '' u1D6CD 22 '𝛎' '' u1D6CE 23 '𝛏' '' u1D6CF 24 '𝛑' '' u1D6D1 25 '𝛒' '' u1D6D2 26 '𝛔' '' u1D6D4 27 '𝛕' '' u1D6D5 28 '𝛖' '' u1D6D6 29 '𝛟' '' u1D6DF 30 '𝛘' '' u1D6D8 31 '𝛙' '' u1D6D9 32 '𝛚' '' u1D6DA 33 '𝛆' '' u1D6C6 34 '𝛝' '' u1D6DD 35 '𝛡' '' u1D6E1 36 '𝛠' '' u1D6E0 37 '𝛓' '' u1D6D3 38 '𝛗' '' u1D6D7 39 '𝛁' '' u1D6C1 40 '𝛛' '' u1D6DB 41 '−' '' uni2212 42 '+' '' plus 43 '±' '' plusminus 44 '∓' '' uni2213 45 '(' '' parenleft 46 ')' '' parenright 47 '𝟎' '' u1D7CE 48 '𝟏' '' u1D7CF 49 '𝟐' '' u1D7D0 50 '𝟑' '' u1D7D1 51 '𝟒' '' u1D7D2 52 '𝟓' '' u1D7D3 53 '𝟔' '' u1D7D4 54 '𝟕' '' u1D7D5 55 '𝟖' '' u1D7D6 56 '𝟗' '' u1D7D7 57 '∶' '' uni2236 58 ';' '' semicolon 59 '∗' '' uni2217 60 '=' '' equal 61 '$' '' dollar 62 '?' '' question 63 '!' '' exclam 64 '𝐀' '' u1D400 65 '𝐁' '' u1D401 66 '𝐂' '' u1D402 67 '𝐃' '' u1D403 68 '𝐄' '' u1D404 69 '𝐅' '' u1D405 70 '𝐆' '' u1D406 71 '𝐇' '' u1D407 72 '𝐈' '' u1D408 73 '𝐉' '' u1D409 74 '𝐊' '' u1D40A 75 '𝐋' '' u1D40B 76 '𝐌' '' u1D40C 77 '𝐍' '' u1D40D 78 '𝐎' '' u1D40E 79 '𝐏' '' u1D40F 80 '𝐐' '' u1D410 81 '𝐑' '' u1D411 82 '𝐒' '' u1D412 83 '𝐓' '' u1D413 84 '𝐔' '' u1D414 85 '𝐕' '' u1D415 86 '𝐖' '' u1D416 87 '𝐗' '' u1D417 88 '𝐘' '' u1D418 89 '𝐙' '' u1D419 90 '[' '' bracketleft 91 '∖' '' uni2216.var 92 ']' '' bracketright 93 '{' '' braceleft 94 '∕' '' uni2215 95 '}' '' braceright 96 '𝐚' '' u1D41A 97 '𝐛' '' u1D41B 98 '𝐜' '' u1D41C 99 '𝐝' '' u1D41D 100 '𝐞' '' u1D41E 101 '𝐟' '' u1D41F 102 '𝐠' '' u1D420 103 '𝐡' '' u1D421 104 '𝐢' '' u1D422 105 '𝐣' '' u1D423 106 '𝐤' '' u1D424 107 '𝐥' '' u1D425 108 '𝐦' '' u1D426 109 '𝐧' '' u1D427 110 '𝐨' '' u1D428 111 '𝐩' '' u1D429 112 '𝐪' '' u1D42A 113 '𝐫' '' u1D42B 114 '𝐬' '' u1D42C 115 '𝐭' '' u1D42D 116 '𝐮' '' u1D42E 117 '𝐯' '' u1D42F 118 '𝐰' '' u1D430 119 '𝐱' '' u1D431 120 '𝐲' '' u1D432 121 '𝐳' '' u1D433 122 '𝐢' '' u1D422.dotless 123 '𝐣' '' u1D423.dotless 124 '#' '' numbersign 125 '%' '' percent 126 '’' '' quoteright 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '&' '' ampersand 153 '@' '' at 154 '¬' '' logicalnot 155 '·' '' periodcentered 156 '×' '' multiply 157 '⪯' '' uni2AAF 158 '÷' '' divide 159 'Ƶ' '' uni01B5 160 '̸' '' uni0338 161 '϶' '' uni03F6 162 '†' '' dagger 163 '‡' '' daggerdbl 164 '•' '' bullet 165 '‥' '' twodotenleader 166 '…' '' ellipsis 167 '′' '' minute.var 168 '″' '' second.var 169 '' '' primetriple.var 170 '­' '' primequad.var 171 '‵' '' primereversed.var 172 '' '' primedblreversed.var 173 '‸' '' uni2038 174 '‼' '' exclamdbl 175 '⁃' '' uni2043 176 '⁄' '' fraction 177 '⁇' '' uni2047 178 '⁐' '' uni2050 179 '' '' primetriplereversed.var 180 '⃒' '' uni20D2 181 '⃝' '' uni20DD 182 '⃞' '' uni20DE 183 '⃟' '' uni20DF 184 '⃤' '' uni20E4 185 'ℇ' '' uni2107 186 '℧' '' uni2127 187 '℩' '' uni2129 188 'Å' '' uni212B 189 'Ⅎ' '' uni2132 190 '⅁' '' uni2141 191 '⅂' '' uni2142 192 '⅃' '' uni2143 193 '⅄' '' uni2144 194 '⅊' '' uni214A 195 '⅋' '' uni214B 196 '∀' '' uni2200 197 '∁' '' uni2201 198 '∃' '' uni2203 199 '∄' '' uni2204 200 '∅' '' uni2205 201 '∆' '' uni2206 202 '∈' '' uni2208 203 '∉' '' uni2209 204 '∊' '' uni220A 205 '∋' '' uni220B 206 '∌' '' uni220C 207 '∍' '' uni220D 208 '∎' '' uni220E 209 '∔' '' uni2214 210 '⪰' '' uni2AB0 211 '∖' '' uni2216 212 '∘' '' uni2218 213 '∙' '' uni2219 214 '∝' '' uni221D 215 '∞' '' uni221E 216 '∟' '' uni221F 217 '∠' '' uni2220 218 '∡' '' uni2221 219 '∢' '' uni2222 220 '∣' '' uni2223 221 '∤' '' uni2224 222 '∥' '' uni2225 223 '∦' '' uni2226 224 '∧' '' uni2227 225 '∨' '' uni2228 226 '∩' '' uni2229 227 '∪' '' uni222A 228 '∴' '' uni2234 229 '∵' '' uni2235 230 '∅' '' uni2205.var 231 '∷' '' uni2237 232 '∸' '' uni2238 233 '∹' '' uni2239 234 '∺' '' uni223A 235 '∻' '' uni223B 236 '∼' '' uni223C 237 '∽' '' uni223D 238 '∾' '' uni223E 239 '∿' '' uni223F 240 '≀' '' uni2240 241 '≁' '' uni2241 242 '≂' '' uni2242 243 '≃' '' uni2243 244 '≄' '' uni2244 245 '≅' '' uni2245 246 '≆' '' uni2246 247 '≇' '' uni2247 248 '≈' '' uni2248 249 '≉' '' uni2249 250 '≊' '' uni224A 251 '≋' '' uni224B 252 '≌' '' uni224C 253 '≍' '' uni224D 254 '≎' '' uni224E 255 stix2-mathrm-bold 0 255 htfcss: stix2-mathrm-bold font-weight: bold; font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathrm-bold}{unicode/STIX_Two/stix2-mathrm-bold}{} Missing glyph primetriple.var Missing glyph primedblreversed.var Missing glyph primetriplereversed.var % writing stix2-mathit-bold.htf hash: d9136e593912ae2a6187e864c7d39fe8 \<<< stix2-mathit-bold 0 255 '𝜞' '' u1D71E 0 % generated from stix2-mathit-bold.tfm, 2023-02-09-16:37 '𝜟' '' u1D71F 1 % Copyright 2023 TeX Users Group '𝜣' '' u1D723 2 % '𝜦' '' u1D726 3 % This work may be distributed and/or modified under the '𝜩' '' u1D729 4 % conditions of the LaTeX Project Public License, either '𝜫' '' u1D72B 5 % version 1.3c of this license or (at your option) any '𝜮' '' u1D72E 6 % later version. The latest version of this license is in '𝜰' '' u1D730 7 % http://www.latex-project.org/lppl.txt '𝜱' '' u1D731 8 % and version 1.3c or later is part of all distributions '𝜳' '' u1D733 9 % of LaTeX version 2005/12/01 or later. '𝜴' '' u1D734 10 % '𝜶' '' u1D736 11 % This work has the LPPL maintenance status "maintained". '𝜷' '' u1D737 12 % '𝜸' '' u1D738 13 % The Current Maintainer of this work '𝜹' '' u1D739 14 % is the TeX4ht Project . '𝝐' '' u1D750 15 % '𝜻' '' u1D73B 16 % If you modify this program, changing the '𝜼' '' u1D73C 17 % version identification would be appreciated. '𝜽' '' u1D73D 18 '𝜾' '' u1D73E 19 '𝜿' '' u1D73F 20 '𝝀' '' u1D740 21 '𝝁' '' u1D741 22 '𝝂' '' u1D742 23 '𝝃' '' u1D743 24 '𝝅' '' u1D745 25 '𝝆' '' u1D746 26 '𝝈' '' u1D748 27 '𝝉' '' u1D749 28 '𝝊' '' u1D74A 29 '𝝓' '' u1D753 30 '𝝌' '' u1D74C 31 '𝝍' '' u1D74D 32 '𝝎' '' u1D74E 33 '𝜺' '' u1D73A 34 '𝝑' '' u1D751 35 '𝝕' '' u1D755 36 '𝝔' '' u1D754 37 '𝝇' '' u1D747 38 '𝝋' '' u1D74B 39 '𝜵' '' u1D735 40 '𝝏' '' u1D74F 41 'ℵ' '' uni2135 42 'ℶ' '' uni2136 43 'ℷ' '' uni2137 44 'ℸ' '' uni2138 45 '⊳' '' uni22B3 46 '⊲' '' uni22B2 47 '𝟎' '' u1D7CE 48 '𝟏' '' u1D7CF 49 '𝟐' '' u1D7D0 50 '𝟑' '' u1D7D1 51 '𝟒' '' u1D7D2 52 '𝟓' '' u1D7D3 53 '𝟔' '' u1D7D4 54 '𝟕' '' u1D7D5 55 '𝟖' '' u1D7D6 56 '𝟗' '' u1D7D7 57 '.' '' period 58 ',' '' comma 59 '<' '' less 60 'ℏ' '' uni210F 61 '>' '' greater 62 '⋆' '' uni22C6 63 '≨' '' uni2268 64 '𝑨' '' u1D468 65 '𝑩' '' u1D469 66 '𝑪' '' u1D46A 67 '𝑫' '' u1D46B 68 '𝑬' '' u1D46C 69 '𝑭' '' u1D46D 70 '𝑮' '' u1D46E 71 '𝑯' '' u1D46F 72 '𝑰' '' u1D470 73 '𝑱' '' u1D471 74 '𝑲' '' u1D472 75 '𝑳' '' u1D473 76 '𝑴' '' u1D474 77 '𝑵' '' u1D475 78 '𝑶' '' u1D476 79 '𝑷' '' u1D477 80 '𝑸' '' u1D478 81 '𝑹' '' u1D479 82 '𝑺' '' u1D47A 83 '𝑻' '' u1D47B 84 '𝑼' '' u1D47C 85 '𝑽' '' u1D47D 86 '𝑾' '' u1D47E 87 '𝑿' '' u1D47F 88 '𝒀' '' u1D480 89 '𝒁' '' u1D481 90 '♭' '' uni266D 91 '♮' '' uni266E 92 '♯' '' uni266F 93 '⌣' '' uni2323 94 '⌢' '' uni2322 95 'ℏ' '' uni210F.var 96 '𝒂' '' u1D482 97 '𝒃' '' u1D483 98 '𝒄' '' u1D484 99 '𝒅' '' u1D485 100 '𝒆' '' u1D486 101 '𝒇' '' u1D487 102 '𝒈' '' u1D488 103 '𝒉' '' u1D489 104 '𝒊' '' u1D48A 105 '𝒋' '' u1D48B 106 '𝒌' '' u1D48C 107 '𝒍' '' u1D48D 108 '𝒎' '' u1D48E 109 '𝒏' '' u1D48F 110 '𝒐' '' u1D490 111 '𝒑' '' u1D491 112 '𝒒' '' u1D492 113 '𝒓' '' u1D493 114 '𝒔' '' u1D494 115 '𝒕' '' u1D495 116 '𝒖' '' u1D496 117 '𝒗' '' u1D497 118 '𝒘' '' u1D498 119 '𝒙' '' u1D499 120 '𝒚' '' u1D49A 121 '𝒛' '' u1D49B 122 '𝒊' '' u1D48A.dotless 123 '𝒋' '' u1D48B.dotless 124 '≩' '' uni2269 125 '≪' '' uni226A 126 '⁀' '' uni2040 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '⃖' '' uni20D6.x 153 'ˆ' '' circumflex.s1 154 '˜' '' tilde.s1 155 '̌' '' caroncomb.s1 156 'ˆ' '' circumflex.s2 157 '˜' '' tilde.s2 158 '̌' '' caroncomb.s2 159 'ˆ' '' circumflex.s3 160 '˜' '' tilde.s3 161 '̌' '' caroncomb.s3 162 'ˆ' '' circumflex.s4 163 '˜' '' tilde.s4 164 '̌' '' caroncomb.s4 165 'ˆ' '' circumflex.s5 166 '˜' '' tilde.s5 167 '̌' '' caroncomb.s5 168 '⏞' '' uni23DE.l 169 '⏞' '' uni23DE.r 170 '⏟' '' uni23DF.l 171 '⏟' '' uni23DF.r 172 '⎴' '' uni23B4.x 173 '⏞' '' uni23DE.m 174 '⏟' '' uni23DF.m 175 '⏜' '' uni23DC.l 176 '⏜' '' uni23DC.r 177 '⏝' '' uni23DD.l 178 '⏝' '' uni23DD.r 179 '⎴' '' uni23B4.l 180 '⎴' '' uni23B4.r 181 '⎵' '' uni23B5.l 182 '⎵' '' uni23B5.r 183 '≫' '' uni226B 184 '≬' '' uni226C 185 '≭' '' uni226D 186 '≮' '' uni226E 187 '≯' '' uni226F 188 '≰' '' uni2270 189 '≱' '' uni2271 190 '≲' '' uni2272 191 '≳' '' uni2273 192 '≴' '' uni2274 193 '≵' '' uni2275 194 '≶' '' uni2276 195 '≷' '' uni2277 196 '≸' '' uni2278 197 '≹' '' uni2279 198 '≺' '' uni227A 199 '≻' '' uni227B 200 '≼' '' uni227C 201 '≽' '' uni227D 202 '≾' '' uni227E 203 '≿' '' uni227F 204 '⊀' '' uni2280 205 '⊁' '' uni2281 206 '⊂' '' uni2282 207 '⊃' '' uni2283 208 '⊄' '' uni2284 209 '⊅' '' uni2285 210 '⊆' '' uni2286 211 '⊇' '' uni2287 212 '⊈' '' uni2288 213 '⊉' '' uni2289 214 '⊊' '' uni228A 215 '⊋' '' uni228B 216 '⊌' '' uni228C 217 '⊍' '' uni228D 218 '⊎' '' uni228E 219 '⊏' '' uni228F 220 '⊐' '' uni2290 221 '⊑' '' uni2291 222 '⊒' '' uni2292 223 '⊓' '' uni2293 224 '⊔' '' uni2294 225 '⊕' '' uni2295 226 '⊖' '' uni2296 227 '⊗' '' uni2297 228 '⊘' '' uni2298 229 '⊙' '' uni2299 230 '⊚' '' uni229A 231 '⊛' '' uni229B 232 '⊜' '' uni229C 233 '⊝' '' uni229D 234 '⊞' '' uni229E 235 '⊟' '' uni229F 236 '⊠' '' uni22A0 237 '⊡' '' uni22A1 238 '⊢' '' uni22A2 239 '⊣' '' uni22A3 240 '⊤' '' uni22A4 241 '⊥' '' uni22A5 242 '⊦' '' uni22A6 243 '⊧' '' uni22A7 244 '⊨' '' uni22A8 245 '⊩' '' uni22A9 246 '⊪' '' uni22AA 247 '⊫' '' uni22AB 248 '⊬' '' uni22AC 249 '⊭' '' uni22AD 250 '⊮' '' uni22AE 251 '⊯' '' uni22AF 252 '⊰' '' uni22B0 253 '⊱' '' uni22B1 254 '⊴' '' uni22B4 255 stix2-mathit-bold 0 255 htfcss: stix2-mathit-bold font-weight: bold; font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathit-bold}{unicode/STIX_Two/stix2-mathit-bold}{} % writing stix2-mathfrak.htf hash: 3abece83fc2b6f97c91cb291b4974af9 \<<< stix2-mathfrak 0 255 '♾' '' uni267E 0 % generated from stix2-mathfrak.tfm, 2023-02-09-16:37 '➛' '' uni279B 1 % Copyright 2023 TeX Users Group '⟀' '' uni27C0 2 % '⟁' '' uni27C1 3 % This work may be distributed and/or modified under the '⟂' '' uni27C2 4 % conditions of the LaTeX Project Public License, either '⟃' '' uni27C3 5 % version 1.3c of this license or (at your option) any '⟄' '' uni27C4 6 % later version. The latest version of this license is in '⟅' '' uni27C5 7 % http://www.latex-project.org/lppl.txt '⟆' '' uni27C6 8 % and version 1.3c or later is part of all distributions '⟇' '' uni27C7 9 % of LaTeX version 2005/12/01 or later. '⟈' '' uni27C8 10 % '⟉' '' uni27C9 11 % This work has the LPPL maintenance status "maintained". '⟐' '' uni27D0 12 % '⟑' '' uni27D1 13 % The Current Maintainer of this work '⟒' '' uni27D2 14 % is the TeX4ht Project . '⟓' '' uni27D3 15 % '⟔' '' uni27D4 16 % If you modify this program, changing the '⟕' '' uni27D5 17 % version identification would be appreciated. '⟖' '' uni27D6 18 '⟗' '' uni27D7 19 '⟘' '' uni27D8 20 '⟙' '' uni27D9 21 '⟚' '' uni27DA 22 '⟛' '' uni27DB 23 '⟜' '' uni27DC 24 '⟝' '' uni27DD 25 '⟞' '' uni27DE 26 '⟟' '' uni27DF 27 '⟠' '' uni27E0 28 '⟡' '' uni27E1 29 '⟢' '' uni27E2 30 '⟣' '' uni27E3 31 '⟤' '' uni27E4 32 '⟥' '' uni27E5 33 '⟬' '' uni27EC 34 '⟭' '' uni27ED 35 '⦁' '' uni2981 36 '⦂' '' uni2982 37 '⦇' '' uni2987 38 '⦈' '' uni2988 39 '⦉' '' uni2989 40 '⦊' '' uni298A 41 '⦋' '' uni298B 42 '⦌' '' uni298C 43 '⦍' '' uni298D 44 '⦎' '' uni298E 45 '⦏' '' uni298F 46 '⦐' '' uni2990 47 '⦑' '' uni2991 48 '⦒' '' uni2992 49 '⦓' '' uni2993 50 '⦔' '' uni2994 51 '⦕' '' uni2995 52 '⦖' '' uni2996 53 '⦗' '' uni2997 54 '⦘' '' uni2998 55 '⦙' '' uni2999 56 '⦚' '' uni299A 57 '⦛' '' uni299B 58 '⦜' '' uni299C 59 '⦝' '' uni299D 60 '⦞' '' uni299E 61 '⦟' '' uni299F 62 '⦠' '' uni29A0 63 '⦡' '' uni29A1 64 '𝔄' '' u1D504 65 '𝔅' '' u1D505 66 'ℭ' '' uni212D 67 '𝔇' '' u1D507 68 '𝔈' '' u1D508 69 '𝔉' '' u1D509 70 '𝔊' '' u1D50A 71 'ℌ' '' uni210C 72 'ℑ' '' Ifraktur 73 '𝔍' '' u1D50D 74 '𝔎' '' u1D50E 75 '𝔏' '' u1D50F 76 '𝔐' '' u1D510 77 '𝔑' '' u1D511 78 '𝔒' '' u1D512 79 '𝔓' '' u1D513 80 '𝔔' '' u1D514 81 'ℜ' '' Rfraktur 82 '𝔖' '' u1D516 83 '𝔗' '' u1D517 84 '𝔘' '' u1D518 85 '𝔙' '' u1D519 86 '𝔚' '' u1D51A 87 '𝔛' '' u1D51B 88 '𝔜' '' u1D51C 89 'ℨ' '' uni2128 90 '⦢' '' uni29A2 91 '⦣' '' uni29A3 92 '⦤' '' uni29A4 93 '⦥' '' uni29A5 94 '⦦' '' uni29A6 95 '⦧' '' uni29A7 96 '𝔞' '' u1D51E 97 '𝔟' '' u1D51F 98 '𝔠' '' u1D520 99 '𝔡' '' u1D521 100 '𝔢' '' u1D522 101 '𝔣' '' u1D523 102 '𝔤' '' u1D524 103 '𝔥' '' u1D525 104 '𝔦' '' u1D526 105 '𝔧' '' u1D527 106 '𝔨' '' u1D528 107 '𝔩' '' u1D529 108 '𝔪' '' u1D52A 109 '𝔫' '' u1D52B 110 '𝔬' '' u1D52C 111 '𝔭' '' u1D52D 112 '𝔮' '' u1D52E 113 '𝔯' '' u1D52F 114 '𝔰' '' u1D530 115 '𝔱' '' u1D531 116 '𝔲' '' u1D532 117 '𝔳' '' u1D533 118 '𝔴' '' u1D534 119 '𝔵' '' u1D535 120 '𝔶' '' u1D536 121 '𝔷' '' u1D537 122 '𝔦' '' u1D526.dotless 123 '𝔧' '' u1D527.dotless 124 '⦨' '' uni29A8 125 '⦩' '' uni29A9 126 '⁀' '' uni2040 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '⦪' '' uni29AA 153 '⦫' '' uni29AB 154 '⦬' '' uni29AC 155 '⦭' '' uni29AD 156 '⦮' '' uni29AE 157 '⦯' '' uni29AF 158 '⦰' '' uni29B0 159 '⦱' '' uni29B1 160 '⦲' '' uni29B2 161 '⦳' '' uni29B3 162 '⦴' '' uni29B4 163 '⦵' '' uni29B5 164 '⦶' '' uni29B6 165 '⦷' '' uni29B7 166 '⦸' '' uni29B8 167 '⦹' '' uni29B9 168 '⦺' '' uni29BA 169 '⦻' '' uni29BB 170 '⦼' '' uni29BC 171 '⦽' '' uni29BD 172 '⦾' '' uni29BE 173 '⦿' '' uni29BF 174 '⧀' '' uni29C0 175 '⧁' '' uni29C1 176 '⧂' '' uni29C2 177 '⧃' '' uni29C3 178 '⧄' '' uni29C4 179 '⧅' '' uni29C5 180 '⧆' '' uni29C6 181 '⧇' '' uni29C7 182 '⧈' '' uni29C8 183 '⧉' '' uni29C9 184 '⧊' '' uni29CA 185 '⧋' '' uni29CB 186 '⧌' '' uni29CC 187 '⧍' '' uni29CD 188 '⧎' '' uni29CE 189 '⧏' '' uni29CF 190 '⧐' '' uni29D0 191 '⧑' '' uni29D1 192 '⧒' '' uni29D2 193 '⧓' '' uni29D3 194 '⧔' '' uni29D4 195 '⧕' '' uni29D5 196 '⧖' '' uni29D6 197 '⧗' '' uni29D7 198 '⧘' '' uni29D8 199 '⧙' '' uni29D9 200 '⧚' '' uni29DA 201 '⧛' '' uni29DB 202 '⧜' '' uni29DC 203 '⧝' '' uni29DD 204 '⧞' '' uni29DE 205 '⧟' '' uni29DF 206 '⧠' '' uni29E0 207 '⧡' '' uni29E1 208 '⧢' '' uni29E2 209 '⧣' '' uni29E3 210 '⧤' '' uni29E4 211 '⧥' '' uni29E5 212 '⧦' '' uni29E6 213 '⧧' '' uni29E7 214 '⧨' '' uni29E8 215 '⧩' '' uni29E9 216 '⧪' '' uni29EA 217 '⧫' '' uni29EB 218 '⧬' '' uni29EC 219 '⧭' '' uni29ED 220 '⧮' '' uni29EE 221 '⧯' '' uni29EF 222 '⧰' '' uni29F0 223 '⧱' '' uni29F1 224 '⧲' '' uni29F2 225 '⧳' '' uni29F3 226 '⧴' '' uni29F4 227 '⧵' '' uni29F5 228 '⧶' '' uni29F6 229 '⧷' '' uni29F7 230 '⧺' '' uni29FA 231 '⧻' '' uni29FB 232 '⧼' '' uni29FC 233 '⧽' '' uni29FD 234 '⧾' '' uni29FE 235 '⧿' '' uni29FF 236 '⨝' '' uni2A1D 237 '⨞' '' uni2A1E 238 '⨟' '' uni2A1F 239 '⨠' '' uni2A20 240 '⨡' '' uni2A21 241 '⨢' '' uni2A22 242 '⨣' '' uni2A23 243 '⨤' '' uni2A24 244 '⨥' '' uni2A25 245 '⨦' '' uni2A26 246 '⨧' '' uni2A27 247 '⨨' '' uni2A28 248 '⨩' '' uni2A29 249 '⨪' '' uni2A2A 250 '⨫' '' uni2A2B 251 '⨬' '' uni2A2C 252 '⨭' '' uni2A2D 253 '⨮' '' uni2A2E 254 '⨯' '' uni2A2F 255 stix2-mathfrak 0 255 htfcss: stix2-mathfrak font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathfrak}{unicode/STIX_Two/stix2-mathfrak}{} % writing stix2-mathfrak-bold.htf hash: 4c624dfebb3f1d344d1c4b88002bb0ae \<<< stix2-mathfrak-bold 0 255 '♾' '' uni267E 0 % generated from stix2-mathfrak-bold.tfm, 2023-02-09-16:37 '➛' '' uni279B 1 % Copyright 2023 TeX Users Group '⟀' '' uni27C0 2 % '⟁' '' uni27C1 3 % This work may be distributed and/or modified under the '⟂' '' uni27C2 4 % conditions of the LaTeX Project Public License, either '⟃' '' uni27C3 5 % version 1.3c of this license or (at your option) any '⟄' '' uni27C4 6 % later version. The latest version of this license is in '⟅' '' uni27C5 7 % http://www.latex-project.org/lppl.txt '⟆' '' uni27C6 8 % and version 1.3c or later is part of all distributions '⟇' '' uni27C7 9 % of LaTeX version 2005/12/01 or later. '⟈' '' uni27C8 10 % '⟉' '' uni27C9 11 % This work has the LPPL maintenance status "maintained". '⟐' '' uni27D0 12 % '⟑' '' uni27D1 13 % The Current Maintainer of this work '⟒' '' uni27D2 14 % is the TeX4ht Project . '⟓' '' uni27D3 15 % '⟔' '' uni27D4 16 % If you modify this program, changing the '⟕' '' uni27D5 17 % version identification would be appreciated. '⟖' '' uni27D6 18 '⟗' '' uni27D7 19 '⟘' '' uni27D8 20 '⟙' '' uni27D9 21 '⟚' '' uni27DA 22 '⟛' '' uni27DB 23 '⟜' '' uni27DC 24 '⟝' '' uni27DD 25 '⟞' '' uni27DE 26 '⟟' '' uni27DF 27 '⟠' '' uni27E0 28 '⟡' '' uni27E1 29 '⟢' '' uni27E2 30 '⟣' '' uni27E3 31 '⟤' '' uni27E4 32 '⟥' '' uni27E5 33 '⟬' '' uni27EC 34 '⟭' '' uni27ED 35 '⦁' '' uni2981 36 '⦂' '' uni2982 37 '⦇' '' uni2987 38 '⦈' '' uni2988 39 '⦉' '' uni2989 40 '⦊' '' uni298A 41 '⦋' '' uni298B 42 '⦌' '' uni298C 43 '⦍' '' uni298D 44 '⦎' '' uni298E 45 '⦏' '' uni298F 46 '⦐' '' uni2990 47 '⦑' '' uni2991 48 '⦒' '' uni2992 49 '⦓' '' uni2993 50 '⦔' '' uni2994 51 '⦕' '' uni2995 52 '⦖' '' uni2996 53 '⦗' '' uni2997 54 '⦘' '' uni2998 55 '⦙' '' uni2999 56 '⦚' '' uni299A 57 '⦛' '' uni299B 58 '⦜' '' uni299C 59 '⦝' '' uni299D 60 '⦞' '' uni299E 61 '⦟' '' uni299F 62 '⦠' '' uni29A0 63 '⦡' '' uni29A1 64 '𝕬' '' u1D56C 65 '𝕭' '' u1D56D 66 '𝕮' '' u1D56E 67 '𝕯' '' u1D56F 68 '𝕰' '' u1D570 69 '𝕱' '' u1D571 70 '𝕲' '' u1D572 71 '𝕳' '' u1D573 72 '𝕴' '' u1D574 73 '𝕵' '' u1D575 74 '𝕶' '' u1D576 75 '𝕷' '' u1D577 76 '𝕸' '' u1D578 77 '𝕹' '' u1D579 78 '𝕺' '' u1D57A 79 '𝕻' '' u1D57B 80 '𝕼' '' u1D57C 81 '𝕽' '' u1D57D 82 '𝕾' '' u1D57E 83 '𝕿' '' u1D57F 84 '𝖀' '' u1D580 85 '𝖁' '' u1D581 86 '𝖂' '' u1D582 87 '𝖃' '' u1D583 88 '𝖄' '' u1D584 89 '𝖅' '' u1D585 90 '⦢' '' uni29A2 91 '⦣' '' uni29A3 92 '⦤' '' uni29A4 93 '⦥' '' uni29A5 94 '⦦' '' uni29A6 95 '⦧' '' uni29A7 96 '𝖆' '' u1D586 97 '𝖇' '' u1D587 98 '𝖈' '' u1D588 99 '𝖉' '' u1D589 100 '𝖊' '' u1D58A 101 '𝖋' '' u1D58B 102 '𝖌' '' u1D58C 103 '𝖍' '' u1D58D 104 '𝖎' '' u1D58E 105 '𝖏' '' u1D58F 106 '𝖐' '' u1D590 107 '𝖑' '' u1D591 108 '𝖒' '' u1D592 109 '𝖓' '' u1D593 110 '𝖔' '' u1D594 111 '𝖕' '' u1D595 112 '𝖖' '' u1D596 113 '𝖗' '' u1D597 114 '𝖘' '' u1D598 115 '𝖙' '' u1D599 116 '𝖚' '' u1D59A 117 '𝖛' '' u1D59B 118 '𝖜' '' u1D59C 119 '𝖝' '' u1D59D 120 '𝖞' '' u1D59E 121 '𝖟' '' u1D59F 122 '𝖎' '' u1D58E.dotless 123 '𝖏' '' u1D58F.dotless 124 '⦨' '' uni29A8 125 '⦩' '' uni29A9 126 '⁀' '' uni2040 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '⦪' '' uni29AA 153 '⦫' '' uni29AB 154 '⦬' '' uni29AC 155 '⦭' '' uni29AD 156 '⦮' '' uni29AE 157 '⦯' '' uni29AF 158 '⦰' '' uni29B0 159 '⦱' '' uni29B1 160 '⦲' '' uni29B2 161 '⦳' '' uni29B3 162 '⦴' '' uni29B4 163 '⦵' '' uni29B5 164 '⦶' '' uni29B6 165 '⦷' '' uni29B7 166 '⦸' '' uni29B8 167 '⦹' '' uni29B9 168 '⦺' '' uni29BA 169 '⦻' '' uni29BB 170 '⦼' '' uni29BC 171 '⦽' '' uni29BD 172 '⦾' '' uni29BE 173 '⦿' '' uni29BF 174 '⧀' '' uni29C0 175 '⧁' '' uni29C1 176 '⧂' '' uni29C2 177 '⧃' '' uni29C3 178 '⧄' '' uni29C4 179 '⧅' '' uni29C5 180 '⧆' '' uni29C6 181 '⧇' '' uni29C7 182 '⧈' '' uni29C8 183 '⧉' '' uni29C9 184 '⧊' '' uni29CA 185 '⧋' '' uni29CB 186 '⧌' '' uni29CC 187 '⧍' '' uni29CD 188 '⧎' '' uni29CE 189 '⧏' '' uni29CF 190 '⧐' '' uni29D0 191 '⧑' '' uni29D1 192 '⧒' '' uni29D2 193 '⧓' '' uni29D3 194 '⧔' '' uni29D4 195 '⧕' '' uni29D5 196 '⧖' '' uni29D6 197 '⧗' '' uni29D7 198 '⧘' '' uni29D8 199 '⧙' '' uni29D9 200 '⧚' '' uni29DA 201 '⧛' '' uni29DB 202 '⧜' '' uni29DC 203 '⧝' '' uni29DD 204 '⧞' '' uni29DE 205 '⧟' '' uni29DF 206 '⧠' '' uni29E0 207 '⧡' '' uni29E1 208 '⧢' '' uni29E2 209 '⧣' '' uni29E3 210 '⧤' '' uni29E4 211 '⧥' '' uni29E5 212 '⧦' '' uni29E6 213 '⧧' '' uni29E7 214 '⧨' '' uni29E8 215 '⧩' '' uni29E9 216 '⧪' '' uni29EA 217 '⧫' '' uni29EB 218 '⧬' '' uni29EC 219 '⧭' '' uni29ED 220 '⧮' '' uni29EE 221 '⧯' '' uni29EF 222 '⧰' '' uni29F0 223 '⧱' '' uni29F1 224 '⧲' '' uni29F2 225 '⧳' '' uni29F3 226 '⧴' '' uni29F4 227 '⧵' '' uni29F5 228 '⧶' '' uni29F6 229 '⧷' '' uni29F7 230 '⧺' '' uni29FA 231 '⧻' '' uni29FB 232 '⧼' '' uni29FC 233 '⧽' '' uni29FD 234 '⧾' '' uni29FE 235 '⧿' '' uni29FF 236 '⨝' '' uni2A1D 237 '⨞' '' uni2A1E 238 '⨟' '' uni2A1F 239 '⨠' '' uni2A20 240 '⨡' '' uni2A21 241 '⨢' '' uni2A22 242 '⨣' '' uni2A23 243 '⨤' '' uni2A24 244 '⨥' '' uni2A25 245 '⨦' '' uni2A26 246 '⨧' '' uni2A27 247 '⨨' '' uni2A28 248 '⨩' '' uni2A29 249 '⨪' '' uni2A2A 250 '⨫' '' uni2A2B 251 '⨬' '' uni2A2C 252 '⨭' '' uni2A2D 253 '⨮' '' uni2A2E 254 '⨯' '' uni2A2F 255 stix2-mathfrak-bold 0 255 htfcss: stix2-mathfrak-bold font-weight: bold; font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathfrak-bold}{unicode/STIX_Two/stix2-mathfrak-bold}{} % writing stix2-mathscr.htf hash: 94035583251dcb8aa4e1eb551226ab15 \<<< stix2-mathscr 0 255 '⊵' '' uni22B5 0 % generated from stix2-mathscr.tfm, 2023-02-09-16:37 '⊶' '' uni22B6 1 % Copyright 2023 TeX Users Group '⊷' '' uni22B7 2 % '⊸' '' uni22B8 3 % This work may be distributed and/or modified under the '⊹' '' uni22B9 4 % conditions of the LaTeX Project Public License, either '⊺' '' uni22BA 5 % version 1.3c of this license or (at your option) any '⊻' '' uni22BB 6 % later version. The latest version of this license is in '⊼' '' uni22BC 7 % http://www.latex-project.org/lppl.txt '⊽' '' uni22BD 8 % and version 1.3c or later is part of all distributions '⊾' '' uni22BE 9 % of LaTeX version 2005/12/01 or later. '⊿' '' uni22BF 10 % '⋄' '' uni22C4 11 % This work has the LPPL maintenance status "maintained". '⋅' '' uni22C5 12 % '⋇' '' uni22C7 13 % The Current Maintainer of this work '⋈' '' uni22C8 14 % is the TeX4ht Project . '⋉' '' uni22C9 15 % '⋊' '' uni22CA 16 % If you modify this program, changing the '⋋' '' uni22CB 17 % version identification would be appreciated. '⋌' '' uni22CC 18 '⋍' '' uni22CD 19 '⋎' '' uni22CE 20 '⋏' '' uni22CF 21 '⋐' '' uni22D0 22 '⋑' '' uni22D1 23 '⋒' '' uni22D2 24 '⋓' '' uni22D3 25 '⋔' '' uni22D4 26 '⋕' '' uni22D5 27 '⋖' '' uni22D6 28 '⋗' '' uni22D7 29 '⋘' '' uni22D8 30 '⋙' '' uni22D9 31 '⋚' '' uni22DA 32 '⋛' '' uni22DB 33 '⋜' '' uni22DC 34 '⋝' '' uni22DD 35 '⋞' '' uni22DE 36 '⋟' '' uni22DF 37 '⋠' '' uni22E0 38 '⋡' '' uni22E1 39 '⋢' '' uni22E2 40 '⋣' '' uni22E3 41 '⋤' '' uni22E4 42 '⋥' '' uni22E5 43 '⋦' '' uni22E6 44 '⋧' '' uni22E7 45 '⋨' '' uni22E8 46 '⋩' '' uni22E9 47 '⋪' '' uni22EA 48 '⋫' '' uni22EB 49 '⋬' '' uni22EC 50 '⋭' '' uni22ED 51 '⋮' '' uni22EE 52 '⋯' '' uni22EF 53 '⋰' '' uni22F0 54 '⋱' '' uni22F1 55 '⋲' '' uni22F2 56 '⋳' '' uni22F3 57 '⋴' '' uni22F4 58 '⋵' '' uni22F5 59 '⋶' '' uni22F6 60 '⋷' '' uni22F7 61 '⋸' '' uni22F8 62 '⋹' '' uni22F9 63 '⋺' '' uni22FA 64 '𝒜' '' u1D49C.cal 65 'ℬ' '' uni212C.cal 66 '𝒞' '' u1D49E.cal 67 '𝒟' '' u1D49F.cal 68 'ℰ' '' uni2130.cal 69 'ℱ' '' uni2131.cal 70 '𝒢' '' u1D4A2.cal 71 'ℋ' '' uni210B.cal 72 'ℐ' '' uni2110.cal 73 '𝒥' '' u1D4A5.cal 74 '𝒦' '' u1D4A6.cal 75 'ℒ' '' uni2112.cal 76 'ℳ' '' uni2133.cal 77 '𝒩' '' u1D4A9.cal 78 '𝒪' '' u1D4AA.cal 79 '𝒫' '' u1D4AB.cal 80 '𝒬' '' u1D4AC.cal 81 'ℛ' '' uni211B.cal 82 '𝒮' '' u1D4AE.cal 83 '𝒯' '' u1D4AF.cal 84 '𝒰' '' u1D4B0.cal 85 '𝒱' '' u1D4B1.cal 86 '𝒲' '' u1D4B2.cal 87 '𝒳' '' u1D4B3.cal 88 '𝒴' '' u1D4B4.cal 89 '𝒵' '' u1D4B5.cal 90 '⋻' '' uni22FB 91 '⋼' '' uni22FC 92 '⋽' '' uni22FD 93 '⋾' '' uni22FE 94 '⋿' '' uni22FF 95 '⌀' '' uni2300 96 '𝒶' '' u1D4B6 97 '𝒷' '' u1D4B7 98 '𝒸' '' u1D4B8 99 '𝒹' '' u1D4B9 100 'ℯ' '' uni212F 101 '𝒻' '' u1D4BB 102 'ℊ' '' uni210A 103 '𝒽' '' u1D4BD 104 '𝒾' '' u1D4BE 105 '𝒿' '' u1D4BF 106 '𝓀' '' u1D4C0 107 '𝓁' '' u1D4C1 108 '𝓂' '' u1D4C2 109 '𝓃' '' u1D4C3 110 'ℴ' '' uni2134 111 '𝓅' '' u1D4C5 112 '𝓆' '' u1D4C6 113 '𝓇' '' u1D4C7 114 '𝓈' '' u1D4C8 115 '𝓉' '' u1D4C9 116 '𝓊' '' u1D4CA 117 '𝓋' '' u1D4CB 118 '𝓌' '' u1D4CC 119 '𝓍' '' u1D4CD 120 '𝓎' '' u1D4CE 121 '𝓏' '' u1D4CF 122 '𝒾' '' u1D4BE.dotless 123 '𝒿' '' u1D4BF.dotless 124 '℘' '' uni2118 125 '⌂' '' uni2302 126 '⁀' '' uni2040 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '⌅' '' uni2305 153 '⌆' '' uni2306 154 '⌐' '' uni2310 155 '⌑' '' uni2311 156 '⌒' '' uni2312 157 '⌓' '' uni2313 158 '⌗' '' uni2317 159 '⌙' '' uni2319 160 '⌜' '' uni231C 161 '⌝' '' uni231D 162 '⌞' '' uni231E 163 '⌟' '' uni231F 164 '⌬' '' uni232C 165 '⌲' '' uni2332 166 '⌶' '' uni2336 167 '⌽' '' uni233D 168 '⌿' '' uni233F 169 '⍀' '' uni2340 170 '⍓' '' uni2353 171 '⍰' '' uni2370 172 '⍼' '' uni237C 173 '⎔' '' uni2394 174 '⏎' '' uni23CE 175 '⏢' '' uni23E2 176 '⏣' '' uni23E3 177 '⏤' '' uni23E4 178 '⏥' '' uni23E5 179 '⏦' '' uni23E6 180 '⏧' '' uni23E7 181 '␣' '' uni2423 182 '■' '' uni25A0 183 '□' '' uni25A1 184 '▢' '' uni25A2 185 '▣' '' uni25A3 186 '▤' '' uni25A4 187 '▥' '' uni25A5 188 '▦' '' uni25A6 189 '▧' '' uni25A7 190 '▨' '' uni25A8 191 '▩' '' uni25A9 192 '▪' '' uni25AA 193 '▫' '' uni25AB 194 '▬' '' uni25AC 195 '▭' '' uni25AD 196 '▮' '' uni25AE 197 '▯' '' uni25AF 198 '▰' '' uni25B0 199 '▱' '' uni25B1 200 '▲' '' uni25B2 201 '△' '' uni25B3 202 '▴' '' uni25B4 203 '▵' '' uni25B5 204 '▶' '' uni25B6 205 '⊳' '' uni22B3 206 '▸' '' uni25B8 207 '▹' '' uni25B9 208 '►' '' uni25BA 209 '▻' '' uni25BB 210 '▼' '' uni25BC 211 '▽' '' uni25BD 212 '▾' '' uni25BE 213 '▿' '' uni25BF 214 '◀' '' uni25C0 215 '⊲' '' uni22B2 216 '◂' '' uni25C2 217 '◃' '' uni25C3 218 '◄' '' uni25C4 219 '◅' '' uni25C5 220 '◆' '' uni25C6 221 '◇' '' uni25C7 222 '◈' '' uni25C8 223 '◉' '' uni25C9 224 '◊' '' uni25CA 225 '○' '' uni25CB 226 '◌' '' uni25CC 227 '◍' '' uni25CD 228 '◎' '' uni25CE 229 '●' '' uni25CF 230 '◐' '' uni25D0 231 '◑' '' uni25D1 232 '◒' '' uni25D2 233 '◓' '' uni25D3 234 '◔' '' uni25D4 235 '◕' '' uni25D5 236 '◖' '' uni25D6 237 '◗' '' uni25D7 238 '◘' '' uni25D8 239 '◙' '' uni25D9 240 '◚' '' uni25DA 241 '◛' '' uni25DB 242 '◜' '' uni25DC 243 '◝' '' uni25DD 244 '◞' '' uni25DE 245 '◟' '' uni25DF 246 '◠' '' uni25E0 247 '◡' '' uni25E1 248 '◢' '' uni25E2 249 '◣' '' uni25E3 250 '◤' '' uni25E4 251 '◥' '' uni25E5 252 '◦' '' uni25E6 253 '◧' '' uni25E7 254 '◨' '' uni25E8 255 stix2-mathscr 0 255 htfcss: stix2-mathscr font-variant: small-caps; font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathscr}{unicode/STIX_Two/stix2-mathscr}{} % writing stix2-mathscr-bold.htf hash: 64b87457966e45c6ceef467dfacfbd50 \<<< stix2-mathscr-bold 0 255 '⊵' '' uni22B5 0 % generated from stix2-mathscr-bold.tfm, 2023-02-09-16:37 '⊶' '' uni22B6 1 % Copyright 2023 TeX Users Group '⊷' '' uni22B7 2 % '⊸' '' uni22B8 3 % This work may be distributed and/or modified under the '⊹' '' uni22B9 4 % conditions of the LaTeX Project Public License, either '⊺' '' uni22BA 5 % version 1.3c of this license or (at your option) any '⊻' '' uni22BB 6 % later version. The latest version of this license is in '⊼' '' uni22BC 7 % http://www.latex-project.org/lppl.txt '⊽' '' uni22BD 8 % and version 1.3c or later is part of all distributions '⊾' '' uni22BE 9 % of LaTeX version 2005/12/01 or later. '⊿' '' uni22BF 10 % '⋄' '' uni22C4 11 % This work has the LPPL maintenance status "maintained". '⋅' '' uni22C5 12 % '⋇' '' uni22C7 13 % The Current Maintainer of this work '⋈' '' uni22C8 14 % is the TeX4ht Project . '⋉' '' uni22C9 15 % '⋊' '' uni22CA 16 % If you modify this program, changing the '⋋' '' uni22CB 17 % version identification would be appreciated. '⋌' '' uni22CC 18 '⋍' '' uni22CD 19 '⋎' '' uni22CE 20 '⋏' '' uni22CF 21 '⋐' '' uni22D0 22 '⋑' '' uni22D1 23 '⋒' '' uni22D2 24 '⋓' '' uni22D3 25 '⋔' '' uni22D4 26 '⋕' '' uni22D5 27 '⋖' '' uni22D6 28 '⋗' '' uni22D7 29 '⋘' '' uni22D8 30 '⋙' '' uni22D9 31 '⋚' '' uni22DA 32 '⋛' '' uni22DB 33 '⋜' '' uni22DC 34 '⋝' '' uni22DD 35 '⋞' '' uni22DE 36 '⋟' '' uni22DF 37 '⋠' '' uni22E0 38 '⋡' '' uni22E1 39 '⋢' '' uni22E2 40 '⋣' '' uni22E3 41 '⋤' '' uni22E4 42 '⋥' '' uni22E5 43 '⋦' '' uni22E6 44 '⋧' '' uni22E7 45 '⋨' '' uni22E8 46 '⋩' '' uni22E9 47 '⋪' '' uni22EA 48 '⋫' '' uni22EB 49 '⋬' '' uni22EC 50 '⋭' '' uni22ED 51 '⋮' '' uni22EE 52 '⋯' '' uni22EF 53 '⋰' '' uni22F0 54 '⋱' '' uni22F1 55 '⋲' '' uni22F2 56 '⋳' '' uni22F3 57 '⋴' '' uni22F4 58 '⋵' '' uni22F5 59 '⋶' '' uni22F6 60 '⋷' '' uni22F7 61 '⋸' '' uni22F8 62 '⋹' '' uni22F9 63 '⋺' '' uni22FA 64 '𝓐' '' u1D4D0 65 '𝓑' '' u1D4D1 66 '𝓒' '' u1D4D2 67 '𝓓' '' u1D4D3 68 '𝓔' '' u1D4D4 69 '𝓕' '' u1D4D5 70 '𝓖' '' u1D4D6 71 '𝓗' '' u1D4D7 72 '𝓘' '' u1D4D8 73 '𝓙' '' u1D4D9 74 '𝓚' '' u1D4DA 75 '𝓛' '' u1D4DB 76 '𝓜' '' u1D4DC 77 '𝓝' '' u1D4DD 78 '𝓞' '' u1D4DE 79 '𝓟' '' u1D4DF 80 '𝓠' '' u1D4E0 81 '𝓡' '' u1D4E1 82 '𝓢' '' u1D4E2 83 '𝓣' '' u1D4E3 84 '𝓤' '' u1D4E4 85 '𝓥' '' u1D4E5 86 '𝓦' '' u1D4E6 87 '𝓧' '' u1D4E7 88 '𝓨' '' u1D4E8 89 '𝓩' '' u1D4E9 90 '⋻' '' uni22FB 91 '⋼' '' uni22FC 92 '⋽' '' uni22FD 93 '⋾' '' uni22FE 94 '⋿' '' uni22FF 95 '⌀' '' uni2300 96 '𝓪' '' u1D4EA 97 '𝓫' '' u1D4EB 98 '𝓬' '' u1D4EC 99 '𝓭' '' u1D4ED 100 '𝓮' '' u1D4EE 101 '𝓯' '' u1D4EF 102 '𝓰' '' u1D4F0 103 '𝓱' '' u1D4F1 104 '𝓲' '' u1D4F2 105 '𝓳' '' u1D4F3 106 '𝓴' '' u1D4F4 107 '𝓵' '' u1D4F5 108 '𝓶' '' u1D4F6 109 '𝓷' '' u1D4F7 110 '𝓸' '' u1D4F8 111 '𝓹' '' u1D4F9 112 '𝓺' '' u1D4FA 113 '𝓻' '' u1D4FB 114 '𝓼' '' u1D4FC 115 '𝓽' '' u1D4FD 116 '𝓾' '' u1D4FE 117 '𝓿' '' u1D4FF 118 '𝔀' '' u1D500 119 '𝔁' '' u1D501 120 '𝔂' '' u1D502 121 '𝔃' '' u1D503 122 '𝓲' '' u1D4F2.dotless 123 '𝓳' '' u1D4F3.dotless 124 '℘' '' uni2118 125 '⌂' '' uni2302 126 '⁀' '' uni2040 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '⌅' '' uni2305 153 '⌆' '' uni2306 154 '⌐' '' uni2310 155 '⌑' '' uni2311 156 '⌒' '' uni2312 157 '⌓' '' uni2313 158 '⌗' '' uni2317 159 '⌙' '' uni2319 160 '⌜' '' uni231C 161 '⌝' '' uni231D 162 '⌞' '' uni231E 163 '⌟' '' uni231F 164 '⌬' '' uni232C 165 '⌲' '' uni2332 166 '⌶' '' uni2336 167 '⌽' '' uni233D 168 '⌿' '' uni233F 169 '⍀' '' uni2340 170 '⍓' '' uni2353 171 '⍰' '' uni2370 172 '⍼' '' uni237C 173 '⎔' '' uni2394 174 '⏎' '' uni23CE 175 '⏢' '' uni23E2 176 '⏣' '' uni23E3 177 '⏤' '' uni23E4 178 '⏥' '' uni23E5 179 '⏦' '' uni23E6 180 '⏧' '' uni23E7 181 '␣' '' uni2423 182 '■' '' uni25A0 183 '□' '' uni25A1 184 '▢' '' uni25A2 185 '▣' '' uni25A3 186 '▤' '' uni25A4 187 '▥' '' uni25A5 188 '▦' '' uni25A6 189 '▧' '' uni25A7 190 '▨' '' uni25A8 191 '▩' '' uni25A9 192 '▪' '' uni25AA 193 '▫' '' uni25AB 194 '▬' '' uni25AC 195 '▭' '' uni25AD 196 '▮' '' uni25AE 197 '▯' '' uni25AF 198 '▰' '' uni25B0 199 '▱' '' uni25B1 200 '▲' '' uni25B2 201 '△' '' uni25B3 202 '▴' '' uni25B4 203 '▵' '' uni25B5 204 '▶' '' uni25B6 205 '⊳' '' uni22B3 206 '▸' '' uni25B8 207 '▹' '' uni25B9 208 '►' '' uni25BA 209 '▻' '' uni25BB 210 '▼' '' uni25BC 211 '▽' '' uni25BD 212 '▾' '' uni25BE 213 '▿' '' uni25BF 214 '◀' '' uni25C0 215 '⊲' '' uni22B2 216 '◂' '' uni25C2 217 '◃' '' uni25C3 218 '◄' '' uni25C4 219 '◅' '' uni25C5 220 '◆' '' uni25C6 221 '◇' '' uni25C7 222 '◈' '' uni25C8 223 '◉' '' uni25C9 224 '◊' '' uni25CA 225 '○' '' uni25CB 226 '◌' '' uni25CC 227 '◍' '' uni25CD 228 '◎' '' uni25CE 229 '●' '' uni25CF 230 '◐' '' uni25D0 231 '◑' '' uni25D1 232 '◒' '' uni25D2 233 '◓' '' uni25D3 234 '◔' '' uni25D4 235 '◕' '' uni25D5 236 '◖' '' uni25D6 237 '◗' '' uni25D7 238 '◘' '' uni25D8 239 '◙' '' uni25D9 240 '◚' '' uni25DA 241 '◛' '' uni25DB 242 '◜' '' uni25DC 243 '◝' '' uni25DD 244 '◞' '' uni25DE 245 '◟' '' uni25DF 246 '◠' '' uni25E0 247 '◡' '' uni25E1 248 '◢' '' uni25E2 249 '◣' '' uni25E3 250 '◤' '' uni25E4 251 '◥' '' uni25E5 252 '◦' '' uni25E6 253 '◧' '' uni25E7 254 '◨' '' uni25E8 255 stix2-mathscr-bold 0 255 htfcss: stix2-mathscr-bold font-weight: bold; font-variant: small-caps; font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathscr-bold}{unicode/STIX_Two/stix2-mathscr-bold}{} % writing stix2-mathsf.htf hash: fd1bdf52319b7399f4bbceade6562e77 \<<< stix2-mathsf 42 255 '' '' uniE0B4.nu 42 % generated from stix2-mathsf.tfm, 2023-02-09-16:37 '' '' uniE0B5.nu 43 % Copyright 2023 TeX Users Group '' '' horizontal.x 44 % '⇐' '' uni21D0.x 45 % This work may be distributed and/or modified under the '⇚' '' uni21DA.x 46 % conditions of the LaTeX Project Public License, either '⭅' '' uni2B45.x 47 % version 1.3c of this license or (at your option) any '𝟢' '' u1D7E2 48 % later version. The latest version of this license is in '𝟣' '' u1D7E3 49 % http://www.latex-project.org/lppl.txt '𝟤' '' u1D7E4 50 % and version 1.3c or later is part of all distributions '𝟥' '' u1D7E5 51 % of LaTeX version 2005/12/01 or later. '𝟦' '' u1D7E6 52 % '𝟧' '' u1D7E7 53 % This work has the LPPL maintenance status "maintained". '𝟨' '' u1D7E8 54 % '𝟩' '' u1D7E9 55 % The Current Maintainer of this work '𝟪' '' u1D7EA 56 % is the TeX4ht Project . '𝟫' '' u1D7EB 57 % '↤' '' uni21A4.endr 58 % If you modify this program, changing the '↦' '' uni21A6.endl 59 % version identification would be appreciated. '⏐' '' uni23D0 60 '⇑' '' uni21D1.x 61 '⤊' '' uni290A.x 62 '⟰' '' uni27F0.x 63 '⭈' '' uni2B48 64 '𝖠' '' u1D5A0 65 '𝖡' '' u1D5A1 66 '𝖢' '' u1D5A2 67 '𝖣' '' u1D5A3 68 '𝖤' '' u1D5A4 69 '𝖥' '' u1D5A5 70 '𝖦' '' u1D5A6 71 '𝖧' '' u1D5A7 72 '𝖨' '' u1D5A8 73 '𝖩' '' u1D5A9 74 '𝖪' '' u1D5AA 75 '𝖫' '' u1D5AB 76 '𝖬' '' u1D5AC 77 '𝖭' '' u1D5AD 78 '𝖮' '' u1D5AE 79 '𝖯' '' u1D5AF 80 '𝖰' '' u1D5B0 81 '𝖱' '' u1D5B1 82 '𝖲' '' u1D5B2 83 '𝖳' '' u1D5B3 84 '𝖴' '' u1D5B4 85 '𝖵' '' u1D5B5 86 '𝖶' '' u1D5B6 87 '𝖷' '' u1D5B7 88 '𝖸' '' u1D5B8 89 '𝖹' '' u1D5B9 90 '⭉' '' uni2B49 91 '⭊' '' uni2B4A 92 '⭋' '' uni2B4B 93 '⭌' '' uni2B4C 94 '⤊' '' uni290A 95 '⤋' '' uni290B 96 '𝖺' '' u1D5BA 97 '𝖻' '' u1D5BB 98 '𝖼' '' u1D5BC 99 '𝖽' '' u1D5BD 100 '𝖾' '' u1D5BE 101 '𝖿' '' u1D5BF 102 '𝗀' '' u1D5C0 103 '𝗁' '' u1D5C1 104 '𝗂' '' u1D5C2 105 '𝗃' '' u1D5C3 106 '𝗄' '' u1D5C4 107 '𝗅' '' u1D5C5 108 '𝗆' '' u1D5C6 109 '𝗇' '' u1D5C7 110 '𝗈' '' u1D5C8 111 '𝗉' '' u1D5C9 112 '𝗊' '' u1D5CA 113 '𝗋' '' u1D5CB 114 '𝗌' '' u1D5CC 115 '𝗍' '' u1D5CD 116 '𝗎' '' u1D5CE 117 '𝗏' '' u1D5CF 118 '𝗐' '' u1D5D0 119 '𝗑' '' u1D5D1 120 '𝗒' '' u1D5D2 121 '𝗓' '' u1D5D3 122 '𝗂' '' u1D5C2.dotless 123 '𝗃' '' u1D5C3.dotless 124 '←' '' uni2190 125 '↑' '' uni2191 126 '⁀' '' uni2040 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '→' '' uni2192 153 '↓' '' uni2193 154 '↔' '' uni2194 155 '↕' '' uni2195 156 '↖' '' uni2196 157 '↗' '' uni2197 158 '↘' '' uni2198 159 '↙' '' uni2199 160 '↚' '' uni219A 161 '↛' '' uni219B 162 '↜' '' uni219C 163 '↝' '' uni219D 164 '↞' '' uni219E 165 '↟' '' uni219F 166 '↠' '' uni21A0 167 '↡' '' uni21A1 168 '↢' '' uni21A2 169 '↣' '' uni21A3 170 '↤' '' uni21A4 171 '↥' '' uni21A5 172 '↦' '' uni21A6 173 '↧' '' uni21A7 174 '↨' '' uni21A8 175 '↩' '' uni21A9 176 '↪' '' uni21AA 177 '↫' '' uni21AB 178 '↬' '' uni21AC 179 '↭' '' uni21AD 180 '↮' '' uni21AE 181 '↯' '' uni21AF 182 '↰' '' uni21B0 183 '↱' '' uni21B1 184 '↲' '' uni21B2 185 '↳' '' uni21B3 186 '↴' '' uni21B4 187 '↵' '' uni21B5 188 '↶' '' uni21B6 189 '↷' '' uni21B7 190 '↸' '' uni21B8 191 '↹' '' uni21B9 192 '↺' '' uni21BA 193 '↻' '' uni21BB 194 '↼' '' uni21BC 195 '↽' '' uni21BD 196 '↾' '' uni21BE 197 '↿' '' uni21BF 198 '⇀' '' uni21C0 199 '⇁' '' uni21C1 200 '⇂' '' uni21C2 201 '⇃' '' uni21C3 202 '⇄' '' uni21C4 203 '⇅' '' uni21C5 204 '⇆' '' uni21C6 205 '⇇' '' uni21C7 206 '⇈' '' uni21C8 207 '⇉' '' uni21C9 208 '⇊' '' uni21CA 209 '⇋' '' uni21CB 210 '⇌' '' uni21CC 211 '⇍' '' uni21CD 212 '⇎' '' uni21CE 213 '⇏' '' uni21CF 214 '⇐' '' uni21D0 215 '⇑' '' uni21D1 216 '⇒' '' uni21D2 217 '⇓' '' uni21D3 218 '⇔' '' uni21D4 219 '⇕' '' uni21D5 220 '⇖' '' uni21D6 221 '⇗' '' uni21D7 222 '⇘' '' uni21D8 223 '⇙' '' uni21D9 224 '⇚' '' uni21DA 225 '⇛' '' uni21DB 226 '⇜' '' uni21DC 227 '⇝' '' uni21DD 228 '⇞' '' uni21DE 229 '⇟' '' uni21DF 230 '⇠' '' uni21E0 231 '⇡' '' uni21E1 232 '⇢' '' uni21E2 233 '⇣' '' uni21E3 234 '⇤' '' uni21E4 235 '⇥' '' uni21E5 236 '⇦' '' uni21E6 237 '⇧' '' uni21E7 238 '⇨' '' uni21E8 239 '⇩' '' uni21E9 240 '⇪' '' uni21EA 241 '⇴' '' uni21F4 242 '⇵' '' uni21F5 243 '⇶' '' uni21F6 244 '⇷' '' uni21F7 245 '⇸' '' uni21F8 246 '⇹' '' uni21F9 247 '⇺' '' uni21FA 248 '⇻' '' uni21FB 249 '⇼' '' uni21FC 250 '⇽' '' uni21FD 251 '⇾' '' uni21FE 252 '⇿' '' uni21FF 253 '⟰' '' uni27F0 254 '⟱' '' uni27F1 255 stix2-mathsf 42 255 htfcss: stix2-mathsf font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathsf}{unicode/STIX_Two/stix2-mathsf}{} Missing glyph horizontal.x % writing stix2-mathsfit.htf hash: a22f08268293c4cad2a7592374bf88d8 \<<< stix2-mathsfit 42 255 '⬲' '' uni2B32 42 % generated from stix2-mathsfit.tfm, 2023-02-09-16:37 '⬳' '' uni2B33 43 % Copyright 2023 TeX Users Group '⬴' '' uni2B34 44 % '⬵' '' uni2B35 45 % This work may be distributed and/or modified under the '⬶' '' uni2B36 46 % conditions of the LaTeX Project Public License, either '⬷' '' uni2B37 47 % version 1.3c of this license or (at your option) any '𝟢' '' u1D7E2 48 % later version. The latest version of this license is in '𝟣' '' u1D7E3 49 % http://www.latex-project.org/lppl.txt '𝟤' '' u1D7E4 50 % and version 1.3c or later is part of all distributions '𝟥' '' u1D7E5 51 % of LaTeX version 2005/12/01 or later. '𝟦' '' u1D7E6 52 % '𝟧' '' u1D7E7 53 % This work has the LPPL maintenance status "maintained". '𝟨' '' u1D7E8 54 % '𝟩' '' u1D7E9 55 % The Current Maintainer of this work '𝟪' '' u1D7EA 56 % is the TeX4ht Project . '𝟫' '' u1D7EB 57 % '⬸' '' uni2B38 58 % If you modify this program, changing the '⬹' '' uni2B39 59 % version identification would be appreciated. '⬺' '' uni2B3A 60 '⬻' '' uni2B3B 61 '⬼' '' uni2B3C 62 '⬽' '' uni2B3D 63 '⬾' '' uni2B3E 64 '𝘈' '' u1D608 65 '𝘉' '' u1D609 66 '𝘊' '' u1D60A 67 '𝘋' '' u1D60B 68 '𝘌' '' u1D60C 69 '𝘍' '' u1D60D 70 '𝘎' '' u1D60E 71 '𝘏' '' u1D60F 72 '𝘐' '' u1D610 73 '𝘑' '' u1D611 74 '𝘒' '' u1D612 75 '𝘓' '' u1D613 76 '𝘔' '' u1D614 77 '𝘕' '' u1D615 78 '𝘖' '' u1D616 79 '𝘗' '' u1D617 80 '𝘘' '' u1D618 81 '𝘙' '' u1D619 82 '𝘚' '' u1D61A 83 '𝘛' '' u1D61B 84 '𝘜' '' u1D61C 85 '𝘝' '' u1D61D 86 '𝘞' '' u1D61E 87 '𝘟' '' u1D61F 88 '𝘠' '' u1D620 89 '𝘡' '' u1D621 90 '⬿' '' uni2B3F 91 '⭀' '' uni2B40 92 '⭁' '' uni2B41 93 '⭂' '' uni2B42 94 '⭃' '' uni2B43 95 '⭄' '' uni2B44 96 '𝘢' '' u1D622 97 '𝘣' '' u1D623 98 '𝘤' '' u1D624 99 '𝘥' '' u1D625 100 '𝘦' '' u1D626 101 '𝘧' '' u1D627 102 '𝘨' '' u1D628 103 '𝘩' '' u1D629 104 '𝘪' '' u1D62A 105 '𝘫' '' u1D62B 106 '𝘬' '' u1D62C 107 '𝘭' '' u1D62D 108 '𝘮' '' u1D62E 109 '𝘯' '' u1D62F 110 '𝘰' '' u1D630 111 '𝘱' '' u1D631 112 '𝘲' '' u1D632 113 '𝘳' '' u1D633 114 '𝘴' '' u1D634 115 '𝘵' '' u1D635 116 '𝘶' '' u1D636 117 '𝘷' '' u1D637 118 '𝘸' '' u1D638 119 '𝘹' '' u1D639 120 '𝘺' '' u1D63A 121 '𝘻' '' u1D63B 122 '𝘪' '' u1D62A.dotless 123 '𝘫' '' u1D62B.dotless 124 '⭅' '' uni2B45 125 '⭆' '' uni2B46 126 '⁀' '' uni2040 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '⤀' '' uni2900 153 '⤁' '' uni2901 154 '⤂' '' uni2902 155 '⤃' '' uni2903 156 '⤄' '' uni2904 157 '⤅' '' uni2905 158 '⤆' '' uni2906 159 '⤇' '' uni2907 160 '⤈' '' uni2908 161 '⤉' '' uni2909 162 '⬰' '' uni2B30 163 '⬱' '' uni2B31 164 '⤌' '' uni290C 165 '⤍' '' uni290D 166 '⤎' '' uni290E 167 '⤏' '' uni290F 168 '⤐' '' uni2910 169 '⤑' '' uni2911 170 '⤒' '' uni2912 171 '⤓' '' uni2913 172 '⤔' '' uni2914 173 '⤕' '' uni2915 174 '⤖' '' uni2916 175 '⤗' '' uni2917 176 '⤘' '' uni2918 177 '⤙' '' uni2919 178 '⤚' '' uni291A 179 '⤛' '' uni291B 180 '⤜' '' uni291C 181 '⤝' '' uni291D 182 '⤞' '' uni291E 183 '⤟' '' uni291F 184 '⤠' '' uni2920 185 '⤡' '' uni2921 186 '⤢' '' uni2922 187 '⤣' '' uni2923 188 '⤤' '' uni2924 189 '⤥' '' uni2925 190 '⤦' '' uni2926 191 '⤧' '' uni2927 192 '⤨' '' uni2928 193 '⤩' '' uni2929 194 '⤪' '' uni292A 195 '⤫' '' uni292B 196 '⤬' '' uni292C 197 '⤭' '' uni292D 198 '⤮' '' uni292E 199 '⤯' '' uni292F 200 '⤰' '' uni2930 201 '⤱' '' uni2931 202 '⤲' '' uni2932 203 '⤳' '' uni2933 204 '⤴' '' uni2934 205 '⤵' '' uni2935 206 '⤶' '' uni2936 207 '⤷' '' uni2937 208 '⤸' '' uni2938 209 '⤹' '' uni2939 210 '⤺' '' uni293A 211 '⤻' '' uni293B 212 '⤼' '' uni293C 213 '⤽' '' uni293D 214 '⤾' '' uni293E 215 '⤿' '' uni293F 216 '⥀' '' uni2940 217 '⥁' '' uni2941 218 '⥂' '' uni2942 219 '⥃' '' uni2943 220 '⥄' '' uni2944 221 '⥅' '' uni2945 222 '⥆' '' uni2946 223 '⥇' '' uni2947 224 '⥈' '' uni2948 225 '⥉' '' uni2949 226 '⥊' '' uni294A 227 '⥋' '' uni294B 228 '⥌' '' uni294C 229 '⥍' '' uni294D 230 '⥎' '' uni294E 231 '⥏' '' uni294F 232 '⥐' '' uni2950 233 '⥑' '' uni2951 234 '⥒' '' uni2952 235 '⥓' '' uni2953 236 '⥔' '' uni2954 237 '⥕' '' uni2955 238 '⥖' '' uni2956 239 '⥗' '' uni2957 240 '⥘' '' uni2958 241 '⥙' '' uni2959 242 '⥚' '' uni295A 243 '⥛' '' uni295B 244 '⥜' '' uni295C 245 '⥝' '' uni295D 246 '⥞' '' uni295E 247 '⥟' '' uni295F 248 '⥠' '' uni2960 249 '⥡' '' uni2961 250 '⥢' '' uni2962 251 '⥣' '' uni2963 252 '⥤' '' uni2964 253 '⥥' '' uni2965 254 '⥦' '' uni2966 255 stix2-mathsfit 42 255 htfcss: stix2-mathsfit font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathsfit}{unicode/STIX_Two/stix2-mathsfit}{} % writing stix2-mathsf-bold.htf hash: 9e27d09877c8beace94b1686cd253d1a \<<< stix2-mathsf-bold 0 255 '𝝘' '' u1D758 0 % generated from stix2-mathsf-bold.tfm, 2023-02-09-16:37 '𝝙' '' u1D759 1 % Copyright 2023 TeX Users Group '𝝝' '' u1D75D 2 % '𝝠' '' u1D760 3 % This work may be distributed and/or modified under the '𝝣' '' u1D763 4 % conditions of the LaTeX Project Public License, either '𝝥' '' u1D765 5 % version 1.3c of this license or (at your option) any '𝝨' '' u1D768 6 % later version. The latest version of this license is in '𝝪' '' u1D76A 7 % http://www.latex-project.org/lppl.txt '𝝫' '' u1D76B 8 % and version 1.3c or later is part of all distributions '𝝭' '' u1D76D 9 % of LaTeX version 2005/12/01 or later. '𝝮' '' u1D76E 10 % '𝝰' '' u1D770 11 % This work has the LPPL maintenance status "maintained". '𝝱' '' u1D771 12 % '𝝲' '' u1D772 13 % The Current Maintainer of this work '𝝳' '' u1D773 14 % is the TeX4ht Project . '𝞊' '' u1D78A 15 % '𝝵' '' u1D775 16 % If you modify this program, changing the '𝝶' '' u1D776 17 % version identification would be appreciated. '𝝷' '' u1D777 18 '𝝸' '' u1D778 19 '𝝹' '' u1D779 20 '𝝺' '' u1D77A 21 '𝝻' '' u1D77B 22 '𝝼' '' u1D77C 23 '𝝽' '' u1D77D 24 '𝝿' '' u1D77F 25 '𝞀' '' u1D780 26 '𝞂' '' u1D782 27 '𝞃' '' u1D783 28 '𝞄' '' u1D784 29 '𝞍' '' u1D78D 30 '𝞆' '' u1D786 31 '𝞇' '' u1D787 32 '𝞈' '' u1D788 33 '𝝴' '' u1D774 34 '𝞋' '' u1D78B 35 '𝞏' '' u1D78F 36 '𝞎' '' u1D78E 37 '𝞁' '' u1D781 38 '𝞅' '' u1D785 39 '𝝯' '' u1D76F 40 '𝞉' '' u1D789 41 '' '' uniE0B4.nu 42 '' '' uniE0B5.nu 43 '' '' horizontal.x 44 '⇐' '' uni21D0.x 45 '⇚' '' uni21DA.x 46 '⭅' '' uni2B45.x 47 '𝟬' '' u1D7EC 48 '𝟭' '' u1D7ED 49 '𝟮' '' u1D7EE 50 '𝟯' '' u1D7EF 51 '𝟰' '' u1D7F0 52 '𝟱' '' u1D7F1 53 '𝟲' '' u1D7F2 54 '𝟳' '' u1D7F3 55 '𝟴' '' u1D7F4 56 '𝟵' '' u1D7F5 57 '↤' '' uni21A4.endr 58 '↦' '' uni21A6.endl 59 '⏐' '' uni23D0 60 '⇑' '' uni21D1.x 61 '⤊' '' uni290A.x 62 '⟰' '' uni27F0.x 63 '⭈' '' uni2B48 64 '𝗔' '' u1D5D4 65 '𝗕' '' u1D5D5 66 '𝗖' '' u1D5D6 67 '𝗗' '' u1D5D7 68 '𝗘' '' u1D5D8 69 '𝗙' '' u1D5D9 70 '𝗚' '' u1D5DA 71 '𝗛' '' u1D5DB 72 '𝗜' '' u1D5DC 73 '𝗝' '' u1D5DD 74 '𝗞' '' u1D5DE 75 '𝗟' '' u1D5DF 76 '𝗠' '' u1D5E0 77 '𝗡' '' u1D5E1 78 '𝗢' '' u1D5E2 79 '𝗣' '' u1D5E3 80 '𝗤' '' u1D5E4 81 '𝗥' '' u1D5E5 82 '𝗦' '' u1D5E6 83 '𝗧' '' u1D5E7 84 '𝗨' '' u1D5E8 85 '𝗩' '' u1D5E9 86 '𝗪' '' u1D5EA 87 '𝗫' '' u1D5EB 88 '𝗬' '' u1D5EC 89 '𝗭' '' u1D5ED 90 '⭉' '' uni2B49 91 '⭊' '' uni2B4A 92 '⭋' '' uni2B4B 93 '⭌' '' uni2B4C 94 '⤊' '' uni290A 95 '⤋' '' uni290B 96 '𝗮' '' u1D5EE 97 '𝗯' '' u1D5EF 98 '𝗰' '' u1D5F0 99 '𝗱' '' u1D5F1 100 '𝗲' '' u1D5F2 101 '𝗳' '' u1D5F3 102 '𝗴' '' u1D5F4 103 '𝗵' '' u1D5F5 104 '𝗶' '' u1D5F6 105 '𝗷' '' u1D5F7 106 '𝗸' '' u1D5F8 107 '𝗹' '' u1D5F9 108 '𝗺' '' u1D5FA 109 '𝗻' '' u1D5FB 110 '𝗼' '' u1D5FC 111 '𝗽' '' u1D5FD 112 '𝗾' '' u1D5FE 113 '𝗿' '' u1D5FF 114 '𝘀' '' u1D600 115 '𝘁' '' u1D601 116 '𝘂' '' u1D602 117 '𝘃' '' u1D603 118 '𝘄' '' u1D604 119 '𝘅' '' u1D605 120 '𝘆' '' u1D606 121 '𝘇' '' u1D607 122 '𝗶' '' u1D5F6.dotless 123 '𝗷' '' u1D5F7.dotless 124 '←' '' uni2190 125 '↑' '' uni2191 126 '⁀' '' uni2040 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '→' '' uni2192 153 '↓' '' uni2193 154 '↔' '' uni2194 155 '↕' '' uni2195 156 '↖' '' uni2196 157 '↗' '' uni2197 158 '↘' '' uni2198 159 '↙' '' uni2199 160 '↚' '' uni219A 161 '↛' '' uni219B 162 '↜' '' uni219C 163 '↝' '' uni219D 164 '↞' '' uni219E 165 '↟' '' uni219F 166 '↠' '' uni21A0 167 '↡' '' uni21A1 168 '↢' '' uni21A2 169 '↣' '' uni21A3 170 '↤' '' uni21A4 171 '↥' '' uni21A5 172 '↦' '' uni21A6 173 '↧' '' uni21A7 174 '↨' '' uni21A8 175 '↩' '' uni21A9 176 '↪' '' uni21AA 177 '↫' '' uni21AB 178 '↬' '' uni21AC 179 '↭' '' uni21AD 180 '↮' '' uni21AE 181 '↯' '' uni21AF 182 '↰' '' uni21B0 183 '↱' '' uni21B1 184 '↲' '' uni21B2 185 '↳' '' uni21B3 186 '↴' '' uni21B4 187 '↵' '' uni21B5 188 '↶' '' uni21B6 189 '↷' '' uni21B7 190 '↸' '' uni21B8 191 '↹' '' uni21B9 192 '↺' '' uni21BA 193 '↻' '' uni21BB 194 '↼' '' uni21BC 195 '↽' '' uni21BD 196 '↾' '' uni21BE 197 '↿' '' uni21BF 198 '⇀' '' uni21C0 199 '⇁' '' uni21C1 200 '⇂' '' uni21C2 201 '⇃' '' uni21C3 202 '⇄' '' uni21C4 203 '⇅' '' uni21C5 204 '⇆' '' uni21C6 205 '⇇' '' uni21C7 206 '⇈' '' uni21C8 207 '⇉' '' uni21C9 208 '⇊' '' uni21CA 209 '⇋' '' uni21CB 210 '⇌' '' uni21CC 211 '⇍' '' uni21CD 212 '⇎' '' uni21CE 213 '⇏' '' uni21CF 214 '⇐' '' uni21D0 215 '⇑' '' uni21D1 216 '⇒' '' uni21D2 217 '⇓' '' uni21D3 218 '⇔' '' uni21D4 219 '⇕' '' uni21D5 220 '⇖' '' uni21D6 221 '⇗' '' uni21D7 222 '⇘' '' uni21D8 223 '⇙' '' uni21D9 224 '⇚' '' uni21DA 225 '⇛' '' uni21DB 226 '⇜' '' uni21DC 227 '⇝' '' uni21DD 228 '⇞' '' uni21DE 229 '⇟' '' uni21DF 230 '⇠' '' uni21E0 231 '⇡' '' uni21E1 232 '⇢' '' uni21E2 233 '⇣' '' uni21E3 234 '⇤' '' uni21E4 235 '⇥' '' uni21E5 236 '⇦' '' uni21E6 237 '⇧' '' uni21E7 238 '⇨' '' uni21E8 239 '⇩' '' uni21E9 240 '⇪' '' uni21EA 241 '⇴' '' uni21F4 242 '⇵' '' uni21F5 243 '⇶' '' uni21F6 244 '⇷' '' uni21F7 245 '⇸' '' uni21F8 246 '⇹' '' uni21F9 247 '⇺' '' uni21FA 248 '⇻' '' uni21FB 249 '⇼' '' uni21FC 250 '⇽' '' uni21FD 251 '⇾' '' uni21FE 252 '⇿' '' uni21FF 253 '⟰' '' uni27F0 254 '⟱' '' uni27F1 255 stix2-mathsf-bold 0 255 htfcss: stix2-mathsf-bold font-weight: bold; font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathsf-bold}{unicode/STIX_Two/stix2-mathsf-bold}{} Missing glyph horizontal.x % writing stix2-mathsfit-bold.htf hash: 8e2fe2a93e5d98cc8371ff37cf686446 \<<< stix2-mathsfit-bold 0 255 '𝞒' '' u1D792 0 % generated from stix2-mathsfit-bold.tfm, 2023-02-09-16:37 '𝞓' '' u1D793 1 % Copyright 2023 TeX Users Group '𝞗' '' u1D797 2 % '𝞚' '' u1D79A 3 % This work may be distributed and/or modified under the '𝞝' '' u1D79D 4 % conditions of the LaTeX Project Public License, either '𝞟' '' u1D79F 5 % version 1.3c of this license or (at your option) any '𝞢' '' u1D7A2 6 % later version. The latest version of this license is in '𝞤' '' u1D7A4 7 % http://www.latex-project.org/lppl.txt '𝞥' '' u1D7A5 8 % and version 1.3c or later is part of all distributions '𝞧' '' u1D7A7 9 % of LaTeX version 2005/12/01 or later. '𝞨' '' u1D7A8 10 % '𝞪' '' u1D7AA 11 % This work has the LPPL maintenance status "maintained". '𝞫' '' u1D7AB 12 % '𝞬' '' u1D7AC 13 % The Current Maintainer of this work '𝞭' '' u1D7AD 14 % is the TeX4ht Project . '𝟄' '' u1D7C4 15 % '𝞯' '' u1D7AF 16 % If you modify this program, changing the '𝞰' '' u1D7B0 17 % version identification would be appreciated. '𝞱' '' u1D7B1 18 '𝞲' '' u1D7B2 19 '𝞳' '' u1D7B3 20 '𝞴' '' u1D7B4 21 '𝞵' '' u1D7B5 22 '𝞶' '' u1D7B6 23 '𝞷' '' u1D7B7 24 '𝞹' '' u1D7B9 25 '𝞺' '' u1D7BA 26 '𝞼' '' u1D7BC 27 '𝞽' '' u1D7BD 28 '𝞾' '' u1D7BE 29 '𝟇' '' u1D7C7 30 '𝟀' '' u1D7C0 31 '𝟁' '' u1D7C1 32 '𝟂' '' u1D7C2 33 '𝞮' '' u1D7AE 34 '𝟅' '' u1D7C5 35 '𝟉' '' u1D7C9 36 '𝟈' '' u1D7C8 37 '𝞻' '' u1D7BB 38 '𝞿' '' u1D7BF 39 '𝞩' '' u1D7A9 40 '𝟃' '' u1D7C3 41 '⬲' '' uni2B32 42 '⬳' '' uni2B33 43 '⬴' '' uni2B34 44 '⬵' '' uni2B35 45 '⬶' '' uni2B36 46 '⬷' '' uni2B37 47 '𝟬' '' u1D7EC 48 '𝟭' '' u1D7ED 49 '𝟮' '' u1D7EE 50 '𝟯' '' u1D7EF 51 '𝟰' '' u1D7F0 52 '𝟱' '' u1D7F1 53 '𝟲' '' u1D7F2 54 '𝟳' '' u1D7F3 55 '𝟴' '' u1D7F4 56 '𝟵' '' u1D7F5 57 '⬸' '' uni2B38 58 '⬹' '' uni2B39 59 '⬺' '' uni2B3A 60 '⬻' '' uni2B3B 61 '⬼' '' uni2B3C 62 '⬽' '' uni2B3D 63 '⬾' '' uni2B3E 64 '𝘼' '' u1D63C 65 '𝘽' '' u1D63D 66 '𝘾' '' u1D63E 67 '𝘿' '' u1D63F 68 '𝙀' '' u1D640 69 '𝙁' '' u1D641 70 '𝙂' '' u1D642 71 '𝙃' '' u1D643 72 '𝙄' '' u1D644 73 '𝙅' '' u1D645 74 '𝙆' '' u1D646 75 '𝙇' '' u1D647 76 '𝙈' '' u1D648 77 '𝙉' '' u1D649 78 '𝙊' '' u1D64A 79 '𝙋' '' u1D64B 80 '𝙌' '' u1D64C 81 '𝙍' '' u1D64D 82 '𝙎' '' u1D64E 83 '𝙏' '' u1D64F 84 '𝙐' '' u1D650 85 '𝙑' '' u1D651 86 '𝙒' '' u1D652 87 '𝙓' '' u1D653 88 '𝙔' '' u1D654 89 '𝙕' '' u1D655 90 '⬿' '' uni2B3F 91 '⭀' '' uni2B40 92 '⭁' '' uni2B41 93 '⭂' '' uni2B42 94 '⭃' '' uni2B43 95 '⭄' '' uni2B44 96 '𝙖' '' u1D656 97 '𝙗' '' u1D657 98 '𝙘' '' u1D658 99 '𝙙' '' u1D659 100 '𝙚' '' u1D65A 101 '𝙛' '' u1D65B 102 '𝙜' '' u1D65C 103 '𝙝' '' u1D65D 104 '𝙞' '' u1D65E 105 '𝙟' '' u1D65F 106 '𝙠' '' u1D660 107 '𝙡' '' u1D661 108 '𝙢' '' u1D662 109 '𝙣' '' u1D663 110 '𝙤' '' u1D664 111 '𝙥' '' u1D665 112 '𝙦' '' u1D666 113 '𝙧' '' u1D667 114 '𝙨' '' u1D668 115 '𝙩' '' u1D669 116 '𝙪' '' u1D66A 117 '𝙫' '' u1D66B 118 '𝙬' '' u1D66C 119 '𝙭' '' u1D66D 120 '𝙮' '' u1D66E 121 '𝙯' '' u1D66F 122 '𝙞' '' u1D65E.dotless 123 '𝙟' '' u1D65F.dotless 124 '⭅' '' uni2B45 125 '⭆' '' uni2B46 126 '⁀' '' uni2040 127 '̀' '' uni0300 128 '́' '' uni0301 129 '̂' '' uni0302 130 '̃' '' uni0303 131 '̄' '' uni0304 132 '̆' '' uni0306 133 '̇' '' uni0307 134 '̈' '' uni0308 135 '̉' '' uni0309 136 '̊' '' uni030A 137 '̌' '' uni030C 138 '̐' '' uni0310 139 '̒' '' uni0312 140 '̕' '' uni0315 141 '̚' '' uni031A 142 '⃐' '' uni20D0 143 '⃑' '' uni20D1 144 '⃖' '' uni20D6 145 '⃗' '' uni20D7 146 '⃛' '' uni20DB 147 '⃜' '' uni20DC 148 '⃡' '' uni20E1 149 '⃧' '' uni20E7 150 '⃩' '' uni20E9 151 '⃰' '' uni20F0 152 '⤀' '' uni2900 153 '⤁' '' uni2901 154 '⤂' '' uni2902 155 '⤃' '' uni2903 156 '⤄' '' uni2904 157 '⤅' '' uni2905 158 '⤆' '' uni2906 159 '⤇' '' uni2907 160 '⤈' '' uni2908 161 '⤉' '' uni2909 162 '⬰' '' uni2B30 163 '⬱' '' uni2B31 164 '⤌' '' uni290C 165 '⤍' '' uni290D 166 '⤎' '' uni290E 167 '⤏' '' uni290F 168 '⤐' '' uni2910 169 '⤑' '' uni2911 170 '⤒' '' uni2912 171 '⤓' '' uni2913 172 '⤔' '' uni2914 173 '⤕' '' uni2915 174 '⤖' '' uni2916 175 '⤗' '' uni2917 176 '⤘' '' uni2918 177 '⤙' '' uni2919 178 '⤚' '' uni291A 179 '⤛' '' uni291B 180 '⤜' '' uni291C 181 '⤝' '' uni291D 182 '⤞' '' uni291E 183 '⤟' '' uni291F 184 '⤠' '' uni2920 185 '⤡' '' uni2921 186 '⤢' '' uni2922 187 '⤣' '' uni2923 188 '⤤' '' uni2924 189 '⤥' '' uni2925 190 '⤦' '' uni2926 191 '⤧' '' uni2927 192 '⤨' '' uni2928 193 '⤩' '' uni2929 194 '⤪' '' uni292A 195 '⤫' '' uni292B 196 '⤬' '' uni292C 197 '⤭' '' uni292D 198 '⤮' '' uni292E 199 '⤯' '' uni292F 200 '⤰' '' uni2930 201 '⤱' '' uni2931 202 '⤲' '' uni2932 203 '⤳' '' uni2933 204 '⤴' '' uni2934 205 '⤵' '' uni2935 206 '⤶' '' uni2936 207 '⤷' '' uni2937 208 '⤸' '' uni2938 209 '⤹' '' uni2939 210 '⤺' '' uni293A 211 '⤻' '' uni293B 212 '⤼' '' uni293C 213 '⤽' '' uni293D 214 '⤾' '' uni293E 215 '⤿' '' uni293F 216 '⥀' '' uni2940 217 '⥁' '' uni2941 218 '⥂' '' uni2942 219 '⥃' '' uni2943 220 '⥄' '' uni2944 221 '⥅' '' uni2945 222 '⥆' '' uni2946 223 '⥇' '' uni2947 224 '⥈' '' uni2948 225 '⥉' '' uni2949 226 '⥊' '' uni294A 227 '⥋' '' uni294B 228 '⥌' '' uni294C 229 '⥍' '' uni294D 230 '⥎' '' uni294E 231 '⥏' '' uni294F 232 '⥐' '' uni2950 233 '⥑' '' uni2951 234 '⥒' '' uni2952 235 '⥓' '' uni2953 236 '⥔' '' uni2954 237 '⥕' '' uni2955 238 '⥖' '' uni2956 239 '⥗' '' uni2957 240 '⥘' '' uni2958 241 '⥙' '' uni2959 242 '⥚' '' uni295A 243 '⥛' '' uni295B 244 '⥜' '' uni295C 245 '⥝' '' uni295D 246 '⥞' '' uni295E 247 '⥟' '' uni295F 248 '⥠' '' uni2960 249 '⥡' '' uni2961 250 '⥢' '' uni2962 251 '⥣' '' uni2963 252 '⥤' '' uni2964 253 '⥥' '' uni2965 254 '⥦' '' uni2966 255 stix2-mathsfit-bold 0 255 htfcss: stix2-mathsfit-bold font-weight: bold; font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathsfit-bold}{unicode/STIX_Two/stix2-mathsfit-bold}{} % writing stix2-mathcal.htf hash: 409bada96d30222de217a575072ad314 \<<< stix2-mathcal 0 255 '∫' '' uni222B.sm 0 % generated from stix2-mathcal.tfm, 2023-02-09-16:37 '∬' '' uni222C.sm 1 % Copyright 2023 TeX Users Group '∭' '' uni222D.sm 2 % '∮' '' uni222E.sm 3 % This work may be distributed and/or modified under the '∯' '' uni222F.sm 4 % conditions of the LaTeX Project Public License, either '∰' '' uni2230.sm 5 % version 1.3c of this license or (at your option) any '∱' '' uni2231.sm 6 % later version. The latest version of this license is in '∲' '' uni2232.sm 7 % http://www.latex-project.org/lppl.txt '∳' '' uni2233.sm 8 % and version 1.3c or later is part of all distributions '⨋' '' uni2A0B.sm 9 % of LaTeX version 2005/12/01 or later. '⨌' '' uni2A0C.sm 10 % '⨍' '' uni2A0D.sm 11 % This work has the LPPL maintenance status "maintained". '⨎' '' uni2A0E.sm 12 % '⨏' '' uni2A0F.sm 13 % The Current Maintainer of this work '⨐' '' uni2A10.sm 14 % is the TeX4ht Project . '⨑' '' uni2A11.sm 15 % '⨒' '' uni2A12.sm 16 % If you modify this program, changing the '⨓' '' uni2A13.sm 17 % version identification would be appreciated. '⨔' '' uni2A14.sm 18 '⨕' '' uni2A15.sm 19 '⨖' '' uni2A16.sm 20 '⨗' '' uni2A17.sm 21 '⨘' '' uni2A18.sm 22 '⨙' '' uni2A19.sm 23 '⨚' '' uni2A1A.sm 24 '⨛' '' uni2A1B.sm 25 '⨜' '' uni2A1C.sm 26 '∫' '' uni222B.upsm 27 '∬' '' uni222C.upsm 28 '∭' '' uni222D.upsm 29 '∮' '' uni222E.upsm 30 '∯' '' uni222F.upsm 31 '∰' '' uni2230.upsm 32 '∱' '' uni2231.upsm 33 '∲' '' uni2232.upsm 34 '∳' '' uni2233.upsm 35 '⨋' '' uni2A0B.upsm 36 '⨌' '' uni2A0C.upsm 37 '⨍' '' uni2A0D.upsm 38 '⨎' '' uni2A0E.upsm 39 '⨏' '' uni2A0F.upsm 40 '⨐' '' uni2A10.upsm 41 '⨑' '' uni2A11.upsm 42 '⨒' '' uni2A12.upsm 43 '⨓' '' uni2A13.upsm 44 '⨔' '' uni2A14.upsm 45 '⨕' '' uni2A15.upsm 46 '⨖' '' uni2A16.upsm 47 '⨗' '' uni2A17.upsm 48 '⨘' '' uni2A18.upsm 49 '⨙' '' uni2A19.upsm 50 '⨚' '' uni2A1A.upsm 51 '⨛' '' uni2A1B.upsm 52 '⨜' '' uni2A1C.upsm 53 '' '' '' '' '' '' '' '' 'Ⓡ' '' uni24C7 58 'Ⓢ' '' uni24C8 59 '⟍' '' uni27CD 60 '⟋' '' uni27CB 61 'ð' '' eth 62 '⌢' '' uni2322.var 63 '⌣' '' uni2323.var 64 '𝒜' '' u1D49C 65 'ℬ' '' uni212C 66 '𝒞' '' u1D49E 67 '𝒟' '' u1D49F 68 'ℰ' '' uni2130 69 'ℱ' '' uni2131 70 '𝒢' '' u1D4A2 71 'ℋ' '' uni210B 72 'ℐ' '' uni2110 73 '𝒥' '' u1D4A5 74 '𝒦' '' u1D4A6 75 'ℒ' '' uni2112 76 'ℳ' '' uni2133 77 '𝒩' '' u1D4A9 78 '𝒪' '' u1D4AA 79 '𝒫' '' u1D4AB 80 '𝒬' '' u1D4AC 81 'ℛ' '' uni211B 82 '𝒮' '' u1D4AE 83 '𝒯' '' u1D4AF 84 '𝒰' '' u1D4B0 85 '𝒱' '' u1D4B1 86 '𝒲' '' u1D4B2 87 '𝒳' '' u1D4B3 88 '𝒴' '' u1D4B4 89 '𝒵' '' u1D4B5 90 '≩' '' uni2269.var 91 '≨' '' uni2268.var 92 '∤' '' uni2224.var 93 '∦' '' uni2226.var 94 '∣' '' uni2223.var 95 '∥' '' uni2225.var 96 '⊊' '' uni228A.var 97 '⊋' '' uni228B.var 98 '⫋' '' uni2ACB.var 99 '⫌' '' uni2ACC.var 100 '≣' '' uni2263 101 '≤' '' uni2264 102 '≥' '' uni2265 103 '≦' '' uni2266 104 '≧' '' uni2267 105 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '𝜘' '' u1D718 122 'ϝ' '' uni03DD.ital 123 '϶' '' uni03F6.ital 124 '¥' '' yen 125 '∝' '' uni221D.var 126 '⁀' '' uni2040 127 '≏' '' uni224F 128 '≐' '' uni2250 129 '≑' '' uni2251 130 '≒' '' uni2252 131 '≓' '' uni2253 132 '≔' '' uni2254 133 '≕' '' uni2255 134 '≖' '' uni2256 135 '≗' '' uni2257 136 '≘' '' uni2258 137 '≙' '' uni2259 138 '≚' '' uni225A 139 '≛' '' uni225B 140 '≜' '' uni225C 141 '≝' '' uni225D 142 '≞' '' uni225E 143 '≟' '' uni225F 144 '≠' '' uni2260 145 '≡' '' uni2261 146 '≢' '' uni2262 147 '∫' '' uni222B 148 '∬' '' uni222C 149 '∭' '' uni222D 150 '∮' '' uni222E 151 '∯' '' uni222F 152 '∰' '' uni2230 153 '∱' '' uni2231 154 '∲' '' uni2232 155 '∳' '' uni2233 156 '⨋' '' uni2A0B 157 '⨌' '' uni2A0C 158 '⨍' '' uni2A0D 159 '⨎' '' uni2A0E 160 '⨏' '' uni2A0F 161 '⨐' '' uni2A10 162 '⨑' '' uni2A11 163 '⨒' '' uni2A12 164 '⨓' '' uni2A13 165 '⨔' '' uni2A14 166 '⨕' '' uni2A15 167 '⨖' '' uni2A16 168 '⨗' '' uni2A17 169 '⨘' '' uni2A18 170 '⨙' '' uni2A19 171 '⨚' '' uni2A1A 172 '⨛' '' uni2A1B 173 '⨜' '' uni2A1C 174 '∫' '' uni222B.up 175 '∬' '' uni222C.up 176 '∭' '' uni222D.up 177 '∮' '' uni222E.up 178 '∯' '' uni222F.up 179 '∰' '' uni2230.up 180 '∱' '' uni2231.up 181 '∲' '' uni2232.up 182 '∳' '' uni2233.up 183 '⨋' '' uni2A0B.up 184 '⨌' '' uni2A0C.up 185 '⨍' '' uni2A0D.up 186 '⨎' '' uni2A0E.up 187 '⨏' '' uni2A0F.up 188 '⨐' '' uni2A10.up 189 '⨑' '' uni2A11.up 190 '⨒' '' uni2A12.up 191 '⨓' '' uni2A13.up 192 '⨔' '' uni2A14.up 193 '⨕' '' uni2A15.up 194 '⨖' '' uni2A16.up 195 '⨗' '' uni2A17.up 196 '⨘' '' uni2A18.up 197 '⨙' '' uni2A19.up 198 '⨚' '' uni2A1A.up 199 '⨛' '' uni2A1B.up 200 '⨜' '' uni2A1C.up 201 '∫︁' '' uni222B.dsp 202 '∬' '' uni222C.dsp 203 '∭' '' uni222D.dsp 204 '∮' '' uni222E.dsp 205 '∯' '' uni222F.dsp 206 '∰' '' uni2230.dsp 207 '∱' '' uni2231.dsp 208 '∲' '' uni2232.dsp 209 '∳' '' uni2233.dsp 210 '⨋' '' uni2A0B.dsp 211 '⨌' '' uni2A0C.dsp 212 '⨍' '' uni2A0D.dsp 213 '⨎' '' uni2A0E.dsp 214 '⨏' '' uni2A0F.dsp 215 '⨐' '' uni2A10.dsp 216 '⨑' '' uni2A11.dsp 217 '⨒' '' uni2A12.dsp 218 '⨓' '' uni2A13.dsp 219 '⨔' '' uni2A14.dsp 220 '⨕' '' uni2A15.dsp 221 '⨖' '' uni2A16.dsp 222 '⨗' '' uni2A17.dsp 223 '⨘' '' uni2A18.dsp 224 '⨙' '' uni2A19.dsp 225 '⨚' '' uni2A1A.dsp 226 '⨛' '' uni2A1B.dsp 227 '⨜' '' uni2A1C.dsp 228 '∫' '' uni222B.updsp 229 '∬' '' uni222C.updsp 230 '∭' '' uni222D.updsp 231 '∮' '' uni222E.updsp 232 '∯' '' uni222F.updsp 233 '∰' '' uni2230.updsp 234 '∱' '' uni2231.updsp 235 '∲' '' uni2232.updsp 236 '∳' '' uni2233.updsp 237 '⨋' '' uni2A0B.updsp 238 '⨌' '' uni2A0C.updsp 239 '⨍' '' uni2A0D.updsp 240 '⨎' '' uni2A0E.updsp 241 '⨏' '' uni2A0F.updsp 242 '⨐' '' uni2A10.updsp 243 '⨑' '' uni2A11.updsp 244 '⨒' '' uni2A12.updsp 245 '⨓' '' uni2A13.updsp 246 '⨔' '' uni2A14.updsp 247 '⨕' '' uni2A15.updsp 248 '⨖' '' uni2A16.updsp 249 '⨗' '' uni2A17.updsp 250 '⨘' '' uni2A18.updsp 251 '⨙' '' uni2A19.updsp 252 '⨚' '' uni2A1A.updsp 253 '⨛' '' uni2A1B.updsp 254 '⨜' '' uni2A1C.updsp 255 stix2-mathcal 0 255 htfcss: stix2-mathcal font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathcal}{unicode/STIX_Two/stix2-mathcal}{} % writing stix2-mathex.htf hash: b1a791a2b8d2e5d0dd26095778f229e8 \<<< stix2-mathex 0 250 '(' '' parenleft.s1 0 % generated from stix2-mathex.tfm, 2023-02-09-16:37 ')' '' parenright.s1 1 % Copyright 2023 TeX Users Group '⦅' '' uni2985.s1 2 % '⦆' '' uni2986.s1 3 % This work may be distributed and/or modified under the '[' '' bracketleft.s1 4 % conditions of the LaTeX Project Public License, either ']' '' bracketright.s1 5 % version 1.3c of this license or (at your option) any '⟦' '' uni27E6.s1 6 % later version. The latest version of this license is in '⟧' '' uni27E7.s1 7 % http://www.latex-project.org/lppl.txt '⌊' '' uni230A.s1 8 % and version 1.3c or later is part of all distributions '⌋' '' uni230B.s1 9 % of LaTeX version 2005/12/01 or later. '⌈' '' uni2308.s1 10 % '⌉' '' uni2309.s1 11 % This work has the LPPL maintenance status "maintained". '{' '' braceleft.s1 12 % '}' '' braceright.s1 13 % The Current Maintainer of this work '⦃' '' uni2983.s1 14 % is the TeX4ht Project . '⦄' '' uni2984.s1 15 % '⟨' '' uni27E8.s1 16 % If you modify this program, changing the '⟩' '' uni27E9.s1 17 % version identification would be appreciated. '⟪' '' uni27EA.s1 18 '⟫' '' uni27EB.s1 19 '❲' '' uni2772.s1 20 '❳' '' uni2773.s1 21 '/' '' slash.s1 22 '\' '' backslash.s1 23 '(' '' parenleft.s3 24 ')' '' parenright.s3 25 '⦅' '' uni2985.s2 26 '⦆' '' uni2986.s2 27 '[' '' bracketleft.s3 28 ']' '' bracketright.s3 29 '⟦' '' uni27E6.s2 30 '⟧' '' uni27E7.s2 31 '⌊' '' uni230A.s2 32 '⌋' '' uni230B.s2 33 '⌈' '' uni2308.s2 34 '⌉' '' uni2309.s2 35 '{' '' braceleft.s3 36 '}' '' braceright.s3 37 '⦃' '' uni2983.s2 38 '⦄' '' uni2984.s2 39 '⟨' '' uni27E8.s2 40 '⟩' '' uni27E9.s2 41 '⟪' '' uni27EA.s2 42 '⟫' '' uni27EB.s2 43 '❲' '' uni2772.s2 44 '❳' '' uni2773.s2 45 '/' '' slash.s2 46 '\' '' backslash.s2 47 '(' '' parenleft.s5 48 ')' '' parenright.s5 49 '⦅' '' uni2985.s3 50 '⦆' '' uni2986.s3 51 '[' '' bracketleft.s5 52 ']' '' bracketright.s5 53 '⟦' '' uni27E6.s3 54 '⟧' '' uni27E7.s3 55 '⌊' '' uni230A.s3 56 '⌋' '' uni230B.s3 57 '⌈' '' uni2308.s3 58 '⌉' '' uni2309.s3 59 '{' '' braceleft.s5 60 '}' '' braceright.s5 61 '⦃' '' uni2983.s3 62 '⦄' '' uni2984.s3 63 '⟨' '' uni27E8.s3 64 '⟩' '' uni27E9.s3 65 '⟪' '' uni27EA.s3 66 '⟫' '' uni27EB.s3 67 '❲' '' uni2772.s3 68 '❳' '' uni2773.s3 69 '/' '' slash.s3 70 '\' '' backslash.s3 71 '(' '' parenleft.s8 72 ')' '' parenright.s8 73 '⦅' '' uni2985.s4 74 '⦆' '' uni2986.s4 75 '[' '' bracketleft.s8 76 ']' '' bracketright.s8 77 '⟦' '' uni27E6.s4 78 '⟧' '' uni27E7.s4 79 '⌊' '' uni230A.s4 80 '⌋' '' uni230B.s4 81 '⌈' '' uni2308.s4 82 '⌉' '' uni2309.s4 83 '{' '' braceleft.s8 84 '}' '' braceright.s8 85 '⦃' '' uni2983.s4 86 '⦄' '' uni2984.s4 87 '⟨' '' uni27E8.s4 88 '⟩' '' uni27E9.s4 89 '⟪' '' uni27EA.s4 90 '⟫' '' uni27EB.s4 91 '❲' '' uni2772.s4 92 '❳' '' uni2773.s4 93 '/' '' slash.s4 94 '\\' '' backslash.s4 95 '⎛' '' uni239B 96 '⎞' '' uni239E 97 '⎡' '' uni23A1 98 '⎤' '' uni23A4 99 '⎣' '' uni23A3 100 '⎦' '' uni23A6 101 '⎢' '' uni23A2 102 '⎥' '' uni23A5 103 '⎧' '' uni23A7 104 '⎫' '' uni23AB 105 '⎩' '' uni23A9 106 '⎭' '' uni23AD 107 '⎨' '' uni23A8 108 '⎬' '' uni23AC 109 '⎪' '' uni23AA 110 '' '' '⎝' '' uni239D 112 '⎠' '' uni23A0 113 '⎜' '' uni239C 114 '⎟' '' uni239F 115 '√' '' uni221A.s1 116 '√' '' uni221A.s2 117 '√' '' uni221A.s3 118 '√' '' uni221A.s4 119 '√' '' uni221A.x 120 '√' '' uni221A.t 121 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '⅀' '' uni2140 176 '∏' '' uni220F 177 '∐' '' uni2210 178 '∑' '' uni2211 179 '⋀' '' uni22C0 180 '⋁' '' uni22C1 181 '⋂' '' uni22C2 182 '⋃' '' uni22C3 183 '⧸' '' uni29F8 184 '⧹' '' uni29F9 185 '⨀' '' uni2A00 186 '⨁' '' uni2A01 187 '⨂' '' uni2A02 188 '⨃' '' uni2A03 189 '⨄' '' uni2A04 190 '⨅' '' uni2A05 191 '⨆' '' uni2A06 192 '⨇' '' uni2A07 193 '⨈' '' uni2A08 194 '⨉' '' uni2A09 195 '⨊' '' uni2A0A 196 '⫿' '' uni2AFF 197 '⅀' '' uni2140.s1 198 '∏' '' uni220F.s1 199 '∐' '' uni2210.s1 200 '∑' '' uni2211.s1 201 '⋀' '' uni22C0.s1 202 '⋁' '' uni22C1.s1 203 '⋂' '' uni22C2.s1 204 '⋃' '' uni22C3.s1 205 '⧸' '' uni29F8.s1 206 '⧹' '' uni29F9.s1 207 '⨀' '' uni2A00.s1 208 '⨁' '' uni2A01.s1 209 '⨂' '' uni2A02.s1 210 '⨃' '' uni2A03.s1 211 '⨄' '' uni2A04.s1 212 '⨅' '' uni2A05.s1 213 '⨆' '' uni2A06.s1 214 '⨇' '' uni2A07.s1 215 '⨈' '' uni2A08.s1 216 '⨉' '' uni2A09.s1 217 '⨊' '' uni2A0A.s1 218 '⫿' '' uni2AFF.s1 219 '⟮' '' uni27EE 220 '⟯' '' uni27EF 221 '⦅' '' uni2985 222 '⦆' '' uni2986 223 '⟦' '' uni27E6 224 '⟧' '' uni27E7 225 '⌊' '' uni230A 226 '⌋' '' uni230B 227 '⌈' '' uni2308 228 '⌉' '' uni2309 229 '⎰' '' uni23B0 230 '⎱' '' uni23B1 231 '⦃' '' uni2983 232 '⦄' '' uni2984 233 '⟨' '' uni27E8 234 '⟩' '' uni27E9 235 '⟪' '' uni27EA 236 '⟫' '' uni27EB 237 '❲' '' uni2772 238 '❳' '' uni2773 239 '|' '' bar.var 240 '‖' '' uni2016 241 '⦀' '' uni2980 242 '|' '' bar.x 243 '‖' '' uni2016.x 244 '⦀' '' uni2980.x 245 '' '' '' '' '' '' '√' '' uni221A 249 '⟌' '' uni27CC 250 stix2-mathex 0 250 htfcss: stix2-mathex font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathex}{unicode/STIX_Two/stix2-mathex}{} % writing stix2-mathtt.htf hash: ea5ba5b6d9b32398ab2962b85db78726 \<<< stix2-mathtt 0 185 '⟳' '' uni27F3 0 % generated from stix2-mathtt.tfm, 2023-02-09-16:37 '⟴' '' uni27F4 1 % Copyright 2023 TeX Users Group '⟵' '' uni27F5 2 % '⟶' '' uni27F6 3 % This work may be distributed and/or modified under the '⟷' '' uni27F7 4 % conditions of the LaTeX Project Public License, either '⟸' '' uni27F8 5 % version 1.3c of this license or (at your option) any '⟹' '' uni27F9 6 % later version. The latest version of this license is in '⟺' '' uni27FA 7 % http://www.latex-project.org/lppl.txt '⟻' '' uni27FB 8 % and version 1.3c or later is part of all distributions '⟼' '' uni27FC 9 % of LaTeX version 2005/12/01 or later. '⟽' '' uni27FD 10 % '⟾' '' uni27FE 11 % This work has the LPPL maintenance status "maintained". '⟿' '' uni27FF 12 % '⟲' '' uni27F2 13 % The Current Maintainer of this work '⭇' '' uni2B47 14 % is the TeX4ht Project . '♠' '' uni2660 15 % '♡' '' uni2661 16 % If you modify this program, changing the '♢' '' uni2662 17 % version identification would be appreciated. '♣' '' uni2663 18 '¶' '' paragraph 19 '§' '' section 20 '⥧' '' uni2967 21 '⥨' '' uni2968 22 '⥩' '' uni2969 23 '⥪' '' uni296A 24 '⥫' '' uni296B 25 '⥬' '' uni296C 26 '⥭' '' uni296D 27 '⥮' '' uni296E 28 '⥯' '' uni296F 29 '⥰' '' uni2970 30 '⥱' '' uni2971 31 '⥲' '' uni2972 32 '⥳' '' uni2973 33 '⥴' '' uni2974 34 '⥵' '' uni2975 35 '⥶' '' uni2976 36 '⥷' '' uni2977 37 '⥸' '' uni2978 38 '⥹' '' uni2979 39 '⥺' '' uni297A 40 '⥻' '' uni297B 41 '⥼' '' uni297C 42 '⥽' '' uni297D 43 '⥾' '' uni297E 44 '⥿' '' uni297F 45 '♧' '' uni2667 46 '♩' '' uni2669 47 '𝟶' '' u1D7F6 48 '𝟷' '' u1D7F7 49 '𝟸' '' u1D7F8 50 '𝟹' '' u1D7F9 51 '𝟺' '' u1D7FA 52 '𝟻' '' u1D7FB 53 '𝟼' '' u1D7FC 54 '𝟽' '' u1D7FD 55 '𝟾' '' u1D7FE 56 '𝟿' '' u1D7FF 57 '♪' '' uni266A 58 '♫' '' uni266B 59 '⚀' '' uni2680 60 '⚁' '' uni2681 61 '⚂' '' uni2682 62 '⚃' '' uni2683 63 '⚄' '' uni2684 64 '𝙰' '' u1D670 65 '𝙱' '' u1D671 66 '𝙲' '' u1D672 67 '𝙳' '' u1D673 68 '𝙴' '' u1D674 69 '𝙵' '' u1D675 70 '𝙶' '' u1D676 71 '𝙷' '' u1D677 72 '𝙸' '' u1D678 73 '𝙹' '' u1D679 74 '𝙺' '' u1D67A 75 '𝙻' '' u1D67B 76 '𝙼' '' u1D67C 77 '𝙽' '' u1D67D 78 '𝙾' '' u1D67E 79 '𝙿' '' u1D67F 80 '𝚀' '' u1D680 81 '𝚁' '' u1D681 82 '𝚂' '' u1D682 83 '𝚃' '' u1D683 84 '𝚄' '' u1D684 85 '𝚅' '' u1D685 86 '𝚆' '' u1D686 87 '𝚇' '' u1D687 88 '𝚈' '' u1D688 89 '𝚉' '' u1D689 90 '⚅' '' uni2685 91 '⚆' '' uni2686 92 '⚇' '' uni2687 93 '⚈' '' uni2688 94 '⚉' '' uni2689 95 '⚥' '' uni26A5 96 '𝚊' '' u1D68A 97 '𝚋' '' u1D68B 98 '𝚌' '' u1D68C 99 '𝚍' '' u1D68D 100 '𝚎' '' u1D68E 101 '𝚏' '' u1D68F 102 '𝚐' '' u1D690 103 '𝚑' '' u1D691 104 '𝚒' '' u1D692 105 '𝚓' '' u1D693 106 '𝚔' '' u1D694 107 '𝚕' '' u1D695 108 '𝚖' '' u1D696 109 '𝚗' '' u1D697 110 '𝚘' '' u1D698 111 '𝚙' '' u1D699 112 '𝚚' '' u1D69A 113 '𝚛' '' u1D69B 114 '𝚜' '' u1D69C 115 '𝚝' '' u1D69D 116 '𝚞' '' u1D69E 117 '𝚟' '' u1D69F 118 '𝚠' '' u1D6A0 119 '𝚡' '' u1D6A1 120 '𝚢' '' u1D6A2 121 '𝚣' '' u1D6A3 122 '𝚒' '' u1D692.dotless 123 '𝚓' '' u1D693.dotless 124 '⚪' '' uni26AA 125 '⚫' '' uni26AB 126 '⁀' '' uni2040 127 '⚬' '' uni26AC 128 '⚲' '' uni26B2 129 '✓' '' uni2713 130 '✠' '' uni2720 131 '✪' '' uni272A 132 '✶' '' uni2736 133 '✽' '' uni273D 134 '' '' '◩' '' uni25E9 136 '◪' '' uni25EA 137 '◫' '' uni25EB 138 '◬' '' uni25EC 139 '◭' '' uni25ED 140 '◮' '' uni25EE 141 '◯' '' uni25EF 142 '◰' '' uni25F0 143 '◱' '' uni25F1 144 '◲' '' uni25F2 145 '◳' '' uni25F3 146 '◴' '' uni25F4 147 '◵' '' uni25F5 148 '◶' '' uni25F6 149 '◷' '' uni25F7 150 '◸' '' uni25F8 151 '◹' '' uni25F9 152 '◺' '' uni25FA 153 '◻' '' uni25FB 154 '◼' '' uni25FC 155 '◽' '' uni25FD 156 '◾' '' uni25FE 157 '◿' '' uni25FF 158 '★' '' uni2605 159 '☆' '' uni2606 160 '⨰' '' uni2A30 161 '⨱' '' uni2A31 162 '⨲' '' uni2A32 163 '⨳' '' uni2A33 164 '⨴' '' uni2A34 165 '⨵' '' uni2A35 166 '⨶' '' uni2A36 167 '⨷' '' uni2A37 168 '⨸' '' uni2A38 169 '⨹' '' uni2A39 170 '⨺' '' uni2A3A 171 '⨻' '' uni2A3B 172 '⨼' '' uni2A3C 173 '⨽' '' uni2A3D 174 '⨾' '' uni2A3E 175 '⨿' '' uni2A3F 176 '⩀' '' uni2A40 177 '⩁' '' uni2A41 178 '⩂' '' uni2A42 179 '⩃' '' uni2A43 180 '⩄' '' uni2A44 181 '⩅' '' uni2A45 182 '⩆' '' uni2A46 183 '⩇' '' uni2A47 184 '⩈' '' uni2A48 185 stix2-mathtt 0 185 htfcss: stix2-mathtt font-family: 'STIX Two Math', serif; >>> \AddFont{stix2-mathtt}{unicode/STIX_Two/stix2-mathtt}{} % writing ot1-stix2text.htf hash: 027d30a8760c0d83cdecd0304a240835 \<<< ot1-stix2text 0 127 'Γ' '' Gamma 0 % generated from ot1-stix2text.tfm, 2023-02-09-16:37 '∆' '' Delta 1 % Copyright 2023 TeX Users Group 'Θ' '' Theta 2 % 'Λ' '' Lambda 3 % This work may be distributed and/or modified under the 'Ξ' '' Xi 4 % conditions of the LaTeX Project Public License, either 'Π' '' Pi 5 % version 1.3c of this license or (at your option) any 'Σ' '' Sigma 6 % later version. The latest version of this license is in 'Υ' '' Upsilon 7 % http://www.latex-project.org/lppl.txt 'Φ' '' Phi 8 % and version 1.3c or later is part of all distributions 'Ψ' '' Psi 9 % of LaTeX version 2005/12/01 or later. 'Ω' '' Omega 10 % 'ff' '' f_f 11 % This work has the LPPL maintenance status "maintained". 'fi' '' f_i 12 % 'fl' '' f_l 13 % The Current Maintainer of this work 'ffi' '' f_f_i 14 % is the TeX4ht Project . 'ffl' '' f_f_l 15 % 'ı' '' dotlessi 16 % If you modify this program, changing the 'ȷ' '' uni0237 17 % version identification would be appreciated. '`' '' grave 18 '´' '' acute 19 'ˇ' '' caron 20 '˘' '' breve 21 '¯' '' macron 22 '˚' '' ring 23 '¸' '' cedilla 24 'ß' '' germandbls 25 'æ' '' ae 26 'œ' '' oe 27 'ø' '' oslash 28 'Æ' '' AE 29 'Œ' '' OE 30 'Ø' '' Oslash 31 ' ' '' space 32 '!' '' exclam 33 '”' '' quotedblright 34 '#' '' numbersign 35 '$' '' dollar 36 '%' '' percent 37 '&' '' ampersand 38 '’' '' quoteright 39 '(' '' parenleft 40 ')' '' parenright 41 '*' '' asterisk 42 '+' '' plus 43 ',' '' comma 44 '-' '' hyphen 45 '.' '' period 46 '/' '' slash 47 '0' '' zero 48 '1' '' one 49 '2' '' two 50 '3' '' three 51 '4' '' four 52 '5' '' five 53 '6' '' six 54 '7' '' seven 55 '8' '' eight 56 '9' '' nine 57 ':' '' colon 58 ';' '' semicolon 59 '¡' '' exclamdown 60 '=' '' equal 61 '¿' '' questiondown 62 '?' '' question 63 '@' '' at 64 'A' '' A 65 'B' '' B 66 'C' '' C 67 'D' '' D 68 'E' '' E 69 'F' '' F 70 'G' '' G 71 'H' '' H 72 'I' '' I 73 'J' '' J 74 'K' '' K 75 'L' '' L 76 'M' '' M 77 'N' '' N 78 'O' '' O 79 'P' '' P 80 'Q' '' Q 81 'R' '' R 82 'S' '' S 83 'T' '' T 84 'U' '' U 85 'V' '' V 86 'W' '' W 87 'X' '' X 88 'Y' '' Y 89 'Z' '' Z 90 '[' '' bracketleft 91 '“' '' quotedblleft 92 ']' '' bracketright 93 'ˆ' '' circumflex 94 '˙' '' dotaccent 95 '‘' '' quoteleft 96 'a' '' a 97 'b' '' b 98 'c' '' c 99 'd' '' d 100 'e' '' e 101 'f' '' f 102 'g' '' g 103 'h' '' h 104 'i' '' i 105 'j' '' j 106 'k' '' k 107 'l' '' l 108 'm' '' m 109 'n' '' n 110 'o' '' o 111 'p' '' p 112 'q' '' q 113 'r' '' r 114 's' '' s 115 't' '' t 116 'u' '' u 117 'v' '' v 118 'w' '' w 119 'x' '' x 120 'y' '' y 121 'z' '' z 122 '–' '' endash 123 '—' '' emdash 124 '˝' '' hungarumlaut 125 '˜' '' tilde 126 '¨' '' dieresis 127 ot1-stix2text 0 127 htfcss: ot1-stix2text font-family: 'STIX Two Text', serif; >>> \AddFont{ot1-stix2text}{unicode/STIX_Two/ot1-stix2text}{} % writing ot1-stix2text-bold.htf hash: 027d30a8760c0d83cdecd0304a240835 \<<< .ot1-stix2text htfcss: ot1-stix2text-bold font-weight: bold; font-family: 'STIX Two Text', serif; >>> \AddFont{ot1-stix2text-bold}{alias/STIX_Two/ot1-stix2text-bold}{} % writing ot1-stix2text-italic.htf hash: 027d30a8760c0d83cdecd0304a240835 \<<< .ot1-stix2text htfcss: ot1-stix2text-italic font-style: italic; font-family: 'STIX Two Text', serif; >>> \AddFont{ot1-stix2text-italic}{alias/STIX_Two/ot1-stix2text-italic}{} % writing ot1-stix2text-bolditalic.htf hash: 027d30a8760c0d83cdecd0304a240835 \<<< .ot1-stix2text htfcss: ot1-stix2text-bolditalic font-weight: bold; font-style: italic; font-family: 'STIX Two Text', serif; >>> \AddFont{ot1-stix2text-bolditalic}{alias/STIX_Two/ot1-stix2text-bolditalic}{} % writing ot1-stix2textsc.htf hash: 1a23fecca73648422e28ed7f49c1a955 \<<< ot1-stix2textsc 0 127 'Γ' '' Gamma 0 % generated from ot1-stix2textsc.tfm, 2023-02-09-16:37 '∆' '' Delta 1 % Copyright 2023 TeX Users Group 'Θ' '' Theta 2 % 'Λ' '' Lambda 3 % This work may be distributed and/or modified under the 'Ξ' '' Xi 4 % conditions of the LaTeX Project Public License, either 'Π' '' Pi 5 % version 1.3c of this license or (at your option) any 'Σ' '' Sigma 6 % later version. The latest version of this license is in 'Υ' '' Upsilon 7 % http://www.latex-project.org/lppl.txt 'Φ' '' Phi 8 % and version 1.3c or later is part of all distributions 'Ψ' '' Psi 9 % of LaTeX version 2005/12/01 or later. 'Ω' '' Omega 10 % 'ff' '' f_f 11 % This work has the LPPL maintenance status "maintained". 'fi' '' f_i 12 % 'fl' '' f_l 13 % The Current Maintainer of this work 'ffi' '' f_f_i 14 % is the TeX4ht Project . 'ffl' '' f_f_l 15 % 'ı' '' dotlessi.smcp 16 % If you modify this program, changing the 'ȷ' '' dotlessj.smcp 17 % version identification would be appreciated. '`' '' grave 18 '´' '' acute 19 'ˇ' '' caron 20 '˘' '' breve 21 '¯' '' macron 22 '˚' '' ring 23 '¸' '' cedilla 24 'qq' '' s_s.smcp 25 'æ' '' ae.smcp 26 'œ' '' oe.smcp 27 'ø' '' oslash.smcp 28 'Æ' '' AE 29 'Œ' '' OE 30 'Ø' '' Oslash 31 ' ' '' space 32 '!' '' exclam 33 '”' '' quotedblright 34 '#' '' numbersign 35 '$' '' dollar.smcp 36 '%' '' percent 37 '&' '' ampersand 38 '’' '' quoteright 39 '(' '' parenleft 40 ')' '' parenright 41 '*' '' asterisk 42 '+' '' plus 43 ',' '' comma 44 '-' '' hyphen 45 '.' '' period 46 '/' '' slash 47 '0' '' zero 48 '1' '' one 49 '2' '' two 50 '3' '' three 51 '4' '' four 52 '5' '' five 53 '6' '' six 54 '7' '' seven 55 '8' '' eight 56 '9' '' nine 57 ':' '' colon 58 ';' '' semicolon 59 '¡' '' exclamdown 60 '=' '' equal 61 '¿' '' questiondown 62 '?' '' question 63 '@' '' at 64 'A' '' A 65 'B' '' B 66 'C' '' C 67 'D' '' D 68 'E' '' E 69 'F' '' F 70 'G' '' G 71 'H' '' H 72 'I' '' I 73 'J' '' J 74 'K' '' K 75 'L' '' L 76 'M' '' M 77 'N' '' N 78 'O' '' O 79 'P' '' P 80 'Q' '' Q 81 'R' '' R 82 'S' '' S 83 'T' '' T 84 'U' '' U 85 'V' '' V 86 'W' '' W 87 'X' '' X 88 'Y' '' Y 89 'Z' '' Z 90 '[' '' bracketleft 91 '“' '' quotedblleft 92 ']' '' bracketright 93 'ˆ' '' circumflex 94 '˙' '' dotaccent 95 '‘' '' quoteleft 96 'a' '' a.smcp 97 'b' '' b.smcp 98 'c' '' c.smcp 99 'd' '' d.smcp 100 'e' '' e.smcp 101 'f' '' f.smcp 102 'g' '' g.smcp 103 'h' '' h.smcp 104 'i' '' i.smcp 105 'j' '' j.smcp 106 'k' '' k.smcp 107 'l' '' l.smcp 108 'm' '' m.smcp 109 'n' '' n.smcp 110 'o' '' o.smcp 111 'p' '' p.smcp 112 'q' '' q.smcp 113 'r' '' r.smcp 114 's' '' s.smcp 115 't' '' t.smcp 116 'u' '' u.smcp 117 'v' '' v.smcp 118 'w' '' w.smcp 119 'x' '' x.smcp 120 'y' '' y.smcp 121 'z' '' z.smcp 122 '–' '' endash 123 '—' '' emdash 124 '˝' '' hungarumlaut 125 '˜' '' tilde 126 '¨' '' dieresis 127 ot1-stix2textsc 0 127 htfcss: ot1-stix2textsc font-variant: small-caps; font-family: 'STIX Two Text', serif; >>> \AddFont{ot1-stix2textsc}{unicode/STIX_Two/ot1-stix2textsc}{} % writing ot1-stix2textsc-bold.htf hash: 1a23fecca73648422e28ed7f49c1a955 \<<< .ot1-stix2textsc htfcss: ot1-stix2textsc-bold font-weight: bold; font-variant: small-caps; font-family: 'STIX Two Text', serif; >>> \AddFont{ot1-stix2textsc-bold}{alias/STIX_Two/ot1-stix2textsc-bold}{} % writing ot2-stix2text.htf hash: 57250d039001f6d4408f91d2f18d4d1a \<<< ot2-stix2text 0 178 'Њ' '' uni040A 0 % generated from ot2-stix2text.tfm, 2023-02-09-16:37 'Љ' '' uni0409 1 % Copyright 2023 TeX Users Group 'Џ' '' uni040F 2 % 'Э' '' uni042D 3 % This work may be distributed and/or modified under the 'І' '' uni0406 4 % conditions of the LaTeX Project Public License, either 'Є' '' uni0404 5 % version 1.3c of this license or (at your option) any 'Ђ' '' uni0402 6 % later version. The latest version of this license is in 'Ћ' '' uni040B 7 % http://www.latex-project.org/lppl.txt 'њ' '' uni045A 8 % and version 1.3c or later is part of all distributions 'љ' '' uni0459 9 % of LaTeX version 2005/12/01 or later. 'џ' '' uni045F 10 % 'э' '' uni044D 11 % This work has the LPPL maintenance status "maintained". 'і' '' uni0456 12 % 'є' '' uni0454 13 % The Current Maintainer of this work 'ђ' '' uni0452 14 % is the TeX4ht Project . 'ћ' '' uni045B 15 % 'Ю' '' uni042E 16 % If you modify this program, changing the 'Ж' '' uni0416 17 % version identification would be appreciated. 'Й' '' uni0419 18 'Ё' '' uni0401 19 'Ѵ' '' uni0474 20 'Ѳ' '' uni0472 21 'Ѕ' '' uni0405 22 'Я' '' uni042F 23 'ю' '' uni044E 24 'ж' '' uni0436 25 'й' '' uni0439 26 'ё' '' uni0451 27 'ѵ' '' uni0475 28 'ѳ' '' uni0473 29 'ѕ' '' uni0455 30 'я' '' uni044F 31 '¨' '' dieresis 32 '!' '' exclam 33 '”' '' quotedblright 34 'Ѣ' '' uni0462 35 '̆' '' brevecomb.Cyrillic 36 '%' '' percent 37 '´' '' acute 38 '’' '' quoteright 39 '(' '' parenleft 40 ')' '' parenright 41 '*' '' asterisk 42 'ѣ' '' uni0463 43 ',' '' comma 44 '-' '' hyphen 45 '.' '' period 46 '/' '' slash 47 '0' '' zero 48 '1' '' one 49 '2' '' two 50 '3' '' three 51 '4' '' four 52 '5' '' five 53 '6' '' six 54 '7' '' seven 55 '8' '' eight 56 '9' '' nine 57 ':' '' colon 58 ';' '' semicolon 59 '«' '' guillemotleft 60 'ı' '' dotlessi 61 '»' '' guillemotright 62 '?' '' question 63 '˘' '' breve 64 'А' '' uni0410 65 'Б' '' uni0411 66 'Ц' '' uni0426 67 'Д' '' uni0414 68 'Е' '' uni0415 69 'Ф' '' uni0424 70 'Г' '' uni0413 71 'Х' '' uni0425 72 'И' '' uni0418 73 'Ј' '' uni0408 74 'К' '' uni041A 75 'Л' '' uni041B 76 'М' '' uni041C 77 'Н' '' uni041D 78 'О' '' uni041E 79 'П' '' uni041F 80 'Ч' '' uni0427 81 'Р' '' uni0420 82 'С' '' uni0421 83 'Т' '' uni0422 84 'У' '' uni0423 85 'В' '' uni0412 86 'Щ' '' uni0429 87 'Ш' '' uni0428 88 'Ы' '' uni042B 89 'З' '' uni0417 90 '[' '' bracketleft 91 '“' '' quotedblleft 92 ']' '' bracketright 93 'Ь' '' uni042C 94 'Ъ' '' uni042A 95 '‘' '' quoteleft 96 'а' '' uni0430 97 'б' '' uni0431 98 'ц' '' uni0446 99 'д' '' uni0434 100 'е' '' uni0435 101 'ф' '' uni0444 102 'г' '' uni0433 103 'х' '' uni0445 104 'и' '' uni0438 105 'ј' '' uni0458 106 'к' '' uni043A 107 'л' '' uni043B 108 'м' '' uni043C 109 'н' '' uni043D 110 'о' '' uni043E 111 'п' '' uni043F 112 'ч' '' uni0447 113 'р' '' uni0440 114 'с' '' uni0441 115 'т' '' uni0442 116 'у' '' uni0443 117 'в' '' uni0432 118 'щ' '' uni0449 119 'ш' '' uni0448 120 'ы' '' uni044B 121 'з' '' uni0437 122 '–' '' endash 123 '—' '' emdash 124 '№' '' uni2116 125 'ь' '' uni044C 126 'ъ' '' uni044A 127 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' 'Ў' '' uni040E 146 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' 'ў' '' uni045E 178 ot2-stix2text 0 178 htfcss: ot2-stix2text font-family: 'STIX Two Text', serif; >>> \AddFont{ot2-stix2text}{unicode/STIX_Two/ot2-stix2text}{} % writing ot2-stix2text-bold.htf hash: 57250d039001f6d4408f91d2f18d4d1a \<<< .ot2-stix2text htfcss: ot2-stix2text-bold font-weight: bold; font-family: 'STIX Two Text', serif; >>> \AddFont{ot2-stix2text-bold}{alias/STIX_Two/ot2-stix2text-bold}{} % writing ot2-stix2text-italic.htf hash: 57250d039001f6d4408f91d2f18d4d1a \<<< .ot2-stix2text htfcss: ot2-stix2text-italic font-style: italic; font-family: 'STIX Two Text', serif; >>> \AddFont{ot2-stix2text-italic}{alias/STIX_Two/ot2-stix2text-italic}{} % writing ot2-stix2text-bolditalic.htf hash: 57250d039001f6d4408f91d2f18d4d1a \<<< .ot2-stix2text htfcss: ot2-stix2text-bolditalic font-weight: bold; font-style: italic; font-family: 'STIX Two Text', serif; >>> \AddFont{ot2-stix2text-bolditalic}{alias/STIX_Two/ot2-stix2text-bolditalic}{} % writing ot2-stix2textsc.htf hash: a5ef5dc515bd6de41e2219abf01fee14 \<<< ot2-stix2textsc 0 178 'Њ' '' uni040A 0 % generated from ot2-stix2textsc.tfm, 2023-02-09-16:37 'Љ' '' uni0409 1 % Copyright 2023 TeX Users Group 'Џ' '' uni040F 2 % 'Э' '' uni042D 3 % This work may be distributed and/or modified under the 'І' '' uni0406 4 % conditions of the LaTeX Project Public License, either 'Є' '' uni0404 5 % version 1.3c of this license or (at your option) any 'Ђ' '' uni0402 6 % later version. The latest version of this license is in 'Ћ' '' uni040B 7 % http://www.latex-project.org/lppl.txt 'c' '' c.nje.smcp 8 % and version 1.3c or later is part of all distributions 'c' '' c.lje.smcp 9 % of LaTeX version 2005/12/01 or later. 'c' '' c.dzhe.smcp 10 % 'c' '' c.e.smcp 11 % This work has the LPPL maintenance status "maintained". 'c' '' c.iUkr.smcp 12 % 'c' '' c.ieUkr.smcp 13 % The Current Maintainer of this work 'c' '' c.dje.smcp 14 % is the TeX4ht Project . 'c' '' c.tshe.smcp 15 % 'Ю' '' uni042E 16 % If you modify this program, changing the 'Ж' '' uni0416 17 % version identification would be appreciated. 'Й' '' uni0419 18 'Ё' '' uni0401 19 'Ѵ' '' uni0474 20 'Ѳ' '' uni0472 21 'Ѕ' '' uni0405 22 'Я' '' uni042F 23 'c' '' c.yu.smcp 24 'c' '' c.zhe.smcp 25 'c' '' c.ishort.smcp 26 'c' '' c.io.smcp 27 'c' '' c.izhitsa.smcp 28 'c' '' c.fita.smcp 29 'c' '' c.dze.smcp 30 'c' '' c.ya.smcp 31 '¨' '' dieresis 32 '!' '' exclam 33 '”' '' quotedblright 34 'Ѣ' '' uni0462 35 '̆' '' brevecomb.Cyrillic 36 '%' '' percent 37 '´' '' acute 38 '’' '' quoteright 39 '(' '' parenleft 40 ')' '' parenright 41 '*' '' asterisk 42 'c' '' c.yat.smcp 43 ',' '' comma 44 '-' '' hyphen 45 '.' '' period 46 '/' '' slash 47 '0' '' zero 48 '1' '' one 49 '2' '' two 50 '3' '' three 51 '4' '' four 52 '5' '' five 53 '6' '' six 54 '7' '' seven 55 '8' '' eight 56 '9' '' nine 57 ':' '' colon 58 ';' '' semicolon 59 '«' '' guillemotleft 60 'ı' '' dotlessi.smcp 61 '»' '' guillemotright 62 '?' '' question 63 '˘' '' breve 64 'А' '' uni0410 65 'Б' '' uni0411 66 'Ц' '' uni0426 67 'Д' '' uni0414 68 'Е' '' uni0415 69 'Ф' '' uni0424 70 'Г' '' uni0413 71 'Х' '' uni0425 72 'И' '' uni0418 73 'Ј' '' uni0408 74 'К' '' uni041A 75 'Л' '' uni041B 76 'М' '' uni041C 77 'Н' '' uni041D 78 'О' '' uni041E 79 'П' '' uni041F 80 'Ч' '' uni0427 81 'Р' '' uni0420 82 'С' '' uni0421 83 'Т' '' uni0422 84 'У' '' uni0423 85 'В' '' uni0412 86 'Щ' '' uni0429 87 'Ш' '' uni0428 88 'Ы' '' uni042B 89 'З' '' uni0417 90 '[' '' bracketleft 91 '“' '' quotedblleft 92 ']' '' bracketright 93 'Ь' '' uni042C 94 'Ъ' '' uni042A 95 '‘' '' quoteleft 96 'c' '' c.a.smcp 97 'c' '' c.be.smcp 98 'c' '' c.tse.smcp 99 'c' '' c.de.smcp 100 'c' '' c.ie.smcp 101 'c' '' c.ef.smcp 102 'c' '' c.ghe.smcp 103 'c' '' c.ha.smcp 104 'c' '' c.i.smcp 105 'c' '' c.je.smcp 106 'c' '' c.ka.smcp 107 'c' '' c.el.smcp 108 'c' '' c.em.smcp 109 'c' '' c.en.smcp 110 'c' '' c.o.smcp 111 'c' '' c.pe.smcp 112 'c' '' c.che.smcp 113 'c' '' c.er.smcp 114 'c' '' c.es.smcp 115 'c' '' c.te.smcp 116 'c' '' c.u.smcp 117 'c' '' c.ve.smcp 118 'c' '' c.shcha.smcp 119 'c' '' c.sha.smcp 120 'c' '' c.yeru.smcp 121 'c' '' c.ze.smcp 122 '–' '' endash 123 '—' '' emdash 124 '№' '' uni2116 125 'c' '' c.soft.smcp 126 'c' '' c.hard.smcp 127 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' 'Ў' '' uni040E 146 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' 'c' '' c.ushort.smcp 178 ot2-stix2textsc 0 178 htfcss: ot2-stix2textsc font-variant: small-caps; font-family: 'STIX Two Text', serif; >>> \AddFont{ot2-stix2textsc}{unicode/STIX_Two/ot2-stix2textsc}{} % writing ot2-stix2textsc-bold.htf hash: a5ef5dc515bd6de41e2219abf01fee14 \<<< .ot2-stix2textsc htfcss: ot2-stix2textsc-bold font-weight: bold; font-variant: small-caps; font-family: 'STIX Two Text', serif; >>> \AddFont{ot2-stix2textsc-bold}{alias/STIX_Two/ot2-stix2textsc-bold}{} % writing ts1-stix2text.htf hash: 078c9a28b0c89ccd4ac1b8d871858db7 \<<< ts1-stix2text 0 246 '̀' '' uni0300.cap 0 % generated from ts1-stix2text.tfm, 2023-02-09-16:37 '́' '' uni0301.cap 1 % Copyright 2023 TeX Users Group '̂' '' uni0302.cap 2 % '̃' '' uni0303.cap 3 % This work may be distributed and/or modified under the '̈' '' uni0308.cap 4 % conditions of the LaTeX Project Public License, either '̋' '' uni030B.cap 5 % version 1.3c of this license or (at your option) any '̊' '' uni030A.cap 6 % later version. The latest version of this license is in '̌' '' uni030C.cap 7 % http://www.latex-project.org/lppl.txt '̆' '' uni0306.cap 8 % and version 1.3c or later is part of all distributions '̄' '' uni0304.cap 9 % of LaTeX version 2005/12/01 or later. '̇' '' uni0307.cap 10 % '¸' '' cedilla 11 % This work has the LPPL maintenance status "maintained". '˛' '' ogonek 12 % '‚' '' quotesinglbase 13 % The Current Maintainer of this work '' '' % is the TeX4ht Project . '' '' % '' '' % If you modify this program, changing the '' '' % version identification would be appreciated. '„' '' quotedblbase 18 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '␣' '' uni2423 32 '' '' '' '' '' '' '$' '' dollar 36 '' '' '' '' ''' '' quotesingle 39 '' '' '' '' '' '' '' '' ',' '' comma 44 '' '' '.' '' period 46 '⁄' '' fraction 47 '0' '' zero.OT 48 '1' '' one.OT 49 '2' '' two.OT 50 '3' '' three.OT 51 '4' '' four.OT 52 '5' '' five.OT 53 '6' '' six.OT 54 '7' '' seven.OT 55 '8' '' eight.OT 56 '9' '' nine.OT 57 '' '' '' '' '' '' '−' '' uni2212 61 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '℧' '' uni2127 77 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' 'Ω' '' uni2126 87 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '`' '' grave 96 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '̰' '' uni0330 126 '' '' '˘' '' breve 128 'ˇ' '' caron 129 '˝' '' hungarumlaut 130 '̏' '' uni030F 131 '†' '' dagger 132 '‡' '' daggerdbl 133 '‖' '' uni2016 134 '‰' '' perthousand 135 '•' '' bullet 136 '' '' '$' '' dollar 138 '¢' '' cent 139 '' '' '' '' '' '' '' '' '' '' '' '' '₤' '' uni20A4 146 '℞' '' uni211E 147 '' '' '' '' '' '' '™' '' trademark 151 '‱' '' uni2031 152 '¶' '' paragraph 153 '' '' '№' '' uni2116 155 '⁒' '' uni2052 156 '℮' '' estimated 157 '' '' '' '' '' '' '' '' '¢' '' cent 162 '£' '' sterling 163 '¤' '' currency 164 '¥' '' yen 165 '¦' '' brokenbar 166 '§' '' section 167 '¨' '' dieresis 168 '©' '' copyright 169 'ª' '' ordfeminine 170 '' '' '¬' '' logicalnot 172 '' '' '®' '' registered 174 '¯' '' macron 175 '°' '' degree 176 '±' '' plusminus 177 '²' '' twosuperior 178 '³' '' threesuperior 179 '´' '' acute 180 'µ' '' mu 181 '¶' '' paragraph 182 '·' '' periodcentered 183 '※' '' uni203B 184 '¹' '' onesuperior 185 'º' '' ordmasculine 186 '' '' '¼' '' onequarter 188 '½' '' onehalf 189 '¾' '' threequarters 190 '€' '' Euro 191 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '×' '' multiply 214 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '÷' '' divide 246 ts1-stix2text 0 246 htfcss: ts1-stix2text font-family: 'STIX Two Text', serif; >>> \AddFont{ts1-stix2text}{unicode/STIX_Two/ts1-stix2text}{} % writing ts1-stix2text-bold.htf hash: 078c9a28b0c89ccd4ac1b8d871858db7 \<<< .ts1-stix2text htfcss: ts1-stix2text-bold font-weight: bold; font-family: 'STIX Two Text', serif; >>> \AddFont{ts1-stix2text-bold}{alias/STIX_Two/ts1-stix2text-bold}{} % writing ts1-stix2text-italic.htf hash: 078c9a28b0c89ccd4ac1b8d871858db7 \<<< .ts1-stix2text htfcss: ts1-stix2text-italic font-style: italic; font-family: 'STIX Two Text', serif; >>> \AddFont{ts1-stix2text-italic}{alias/STIX_Two/ts1-stix2text-italic}{} % writing ts1-stix2text-bolditalic.htf hash: 078c9a28b0c89ccd4ac1b8d871858db7 \<<< .ts1-stix2text htfcss: ts1-stix2text-bolditalic font-weight: bold; font-style: italic; font-family: 'STIX Two Text', serif; >>> \AddFont{ts1-stix2text-bolditalic}{alias/STIX_Two/ts1-stix2text-bolditalic}{} % writing t1-stix2text.htf hash: 8cb82918f6a58aa2d9a550e50959931b \<<< t1-stix2text 0 255 '`' '' grave 0 % generated from t1-stix2text.tfm, 2023-02-09-16:37 '´' '' acute 1 % Copyright 2023 TeX Users Group 'ˆ' '' circumflex 2 % '˜' '' tilde 3 % This work may be distributed and/or modified under the '¨' '' dieresis 4 % conditions of the LaTeX Project Public License, either '˝' '' hungarumlaut 5 % version 1.3c of this license or (at your option) any '˚' '' ring 6 % later version. The latest version of this license is in 'ˇ' '' caron 7 % http://www.latex-project.org/lppl.txt '˘' '' breve 8 % and version 1.3c or later is part of all distributions '¯' '' macron 9 % of LaTeX version 2005/12/01 or later. '˙' '' dotaccent 10 % '¸' '' cedilla 11 % This work has the LPPL maintenance status "maintained". '˛' '' ogonek 12 % '‚' '' quotesinglbase 13 % The Current Maintainer of this work '‹' '' guilsinglleft 14 % is the TeX4ht Project . '›' '' guilsinglright 15 % '“' '' quotedblleft 16 % If you modify this program, changing the '”' '' quotedblright 17 % version identification would be appreciated. '„' '' quotedblbase 18 '«' '' guillemotleft 19 '»' '' guillemotright 20 '–' '' endash 21 '—' '' emdash 22 '​' '' uni200B 23 '₀' '' zeroinferior.per 24 'ı' '' dotlessi 25 'ȷ' '' uni0237 26 'ff' '' f_f 27 'fi' '' f_i 28 'fl' '' f_l 29 'ffi' '' f_f_i 30 'ffl' '' f_f_l 31 '␣' '' uni2423 32 '!' '' exclam 33 '"' '' quotedbl 34 '#' '' numbersign 35 '$' '' dollar 36 '%' '' percent 37 '&' '' ampersand 38 '’' '' quoteright 39 '(' '' parenleft 40 ')' '' parenright 41 '*' '' asterisk 42 '+' '' plus 43 ',' '' comma 44 '-' '' hyphen 45 '.' '' period 46 '/' '' slash 47 '0' '' zero 48 '1' '' one 49 '2' '' two 50 '3' '' three 51 '4' '' four 52 '5' '' five 53 '6' '' six 54 '7' '' seven 55 '8' '' eight 56 '9' '' nine 57 ':' '' colon 58 ';' '' semicolon 59 '<' '' less 60 '=' '' equal 61 '>' '' greater 62 '?' '' question 63 '@' '' at 64 'A' '' A 65 'B' '' B 66 'C' '' C 67 'D' '' D 68 'E' '' E 69 'F' '' F 70 'G' '' G 71 'H' '' H 72 'I' '' I 73 'J' '' J 74 'K' '' K 75 'L' '' L 76 'M' '' M 77 'N' '' N 78 'O' '' O 79 'P' '' P 80 'Q' '' Q 81 'R' '' R 82 'S' '' S 83 'T' '' T 84 'U' '' U 85 'V' '' V 86 'W' '' W 87 'X' '' X 88 'Y' '' Y 89 'Z' '' Z 90 '[' '' bracketleft 91 '\' '' backslash 92 ']' '' bracketright 93 '^' '' asciicircum 94 '_' '' underscore 95 '‘' '' quoteleft 96 'a' '' a 97 'b' '' b 98 'c' '' c 99 'd' '' d 100 'e' '' e 101 'f' '' f 102 'g' '' g 103 'h' '' h 104 'i' '' i 105 'j' '' j 106 'k' '' k 107 'l' '' l 108 'm' '' m 109 'n' '' n 110 'o' '' o 111 'p' '' p 112 'q' '' q 113 'r' '' r 114 's' '' s 115 't' '' t 116 'u' '' u 117 'v' '' v 118 'w' '' w 119 'x' '' x 120 'y' '' y 121 'z' '' z 122 '{' '' braceleft 123 '|' '' bar 124 '}' '' braceright 125 '~' '' asciitilde 126 '‐' '' uni2010 127 'Ă' '' Abreve 128 'Ą' '' Aogonek 129 'Ć' '' Cacute 130 'Č' '' Ccaron 131 'Ď' '' Dcaron 132 'Ě' '' Ecaron 133 'Ę' '' Eogonek 134 'Ğ' '' Gbreve 135 'Ĺ' '' Lacute 136 'Ľ' '' Lcaron 137 'Ł' '' Lslash 138 'Ń' '' Nacute 139 'Ň' '' Ncaron 140 'Ŋ' '' Eng 141 'Ő' '' Ohungarumlaut 142 'Ŕ' '' Racute 143 'Ř' '' Rcaron 144 'Ś' '' Sacute 145 'Š' '' Scaron 146 'Ş' '' uni015E 147 'Ť' '' Tcaron 148 'Ţ' '' uni0162 149 'Ű' '' Uhungarumlaut 150 'Ů' '' Uring 151 'Ÿ' '' Ydieresis 152 'Ź' '' Zacute 153 'Ž' '' Zcaron 154 'Ż' '' Zdotaccent 155 'IJ' '' IJ 156 'İ' '' Idotaccent 157 'đ' '' dcroat 158 '§' '' section 159 'ă' '' abreve 160 'ą' '' aogonek 161 'ć' '' cacute 162 'č' '' ccaron 163 'ď' '' dcaron 164 'ě' '' ecaron 165 'ę' '' eogonek 166 'ğ' '' gbreve 167 'ĺ' '' lacute 168 'ľ' '' lcaron 169 'ł' '' lslash 170 'ń' '' nacute 171 'ň' '' ncaron 172 'ŋ' '' eng 173 'ő' '' ohungarumlaut 174 'ŕ' '' racute 175 'ř' '' rcaron 176 'ś' '' sacute 177 'š' '' scaron 178 'ş' '' uni015F 179 'ť' '' tcaron 180 'ţ' '' uni0163 181 'ű' '' uhungarumlaut 182 'ů' '' uring 183 'ÿ' '' ydieresis 184 'ź' '' zacute 185 'ž' '' zcaron 186 'ż' '' zdotaccent 187 'ij' '' ij 188 '¡' '' exclamdown 189 '¿' '' questiondown 190 '£' '' sterling 191 'À' '' Agrave 192 'Á' '' Aacute 193 'Â' '' Acircumflex 194 'Ã' '' Atilde 195 'Ä' '' Adieresis 196 'Å' '' Aring 197 'Æ' '' AE 198 'Ç' '' Ccedilla 199 'È' '' Egrave 200 'É' '' Eacute 201 'Ê' '' Ecircumflex 202 'Ë' '' Edieresis 203 'Ì' '' Igrave 204 'Í' '' Iacute 205 'Î' '' Icircumflex 206 'Ï' '' Idieresis 207 'Ð' '' Eth 208 'Ñ' '' Ntilde 209 'Ò' '' Ograve 210 'Ó' '' Oacute 211 'Ô' '' Ocircumflex 212 'Õ' '' Otilde 213 'Ö' '' Odieresis 214 'Œ' '' OE 215 'Ø' '' Oslash 216 'Ù' '' Ugrave 217 'Ú' '' Uacute 218 'Û' '' Ucircumflex 219 'Ü' '' Udieresis 220 'Ý' '' Yacute 221 'Þ' '' Thorn 222 '' '' S_S 223 'à' '' agrave 224 'á' '' aacute 225 'â' '' acircumflex 226 'ã' '' atilde 227 'ä' '' adieresis 228 'å' '' aring 229 'æ' '' ae 230 'ç' '' ccedilla 231 'è' '' egrave 232 'é' '' eacute 233 'ê' '' ecircumflex 234 'ë' '' edieresis 235 'ì' '' igrave 236 'í' '' iacute 237 'î' '' icircumflex 238 'ï' '' idieresis 239 'ð' '' eth 240 'ñ' '' ntilde 241 'ò' '' ograve 242 'ó' '' oacute 243 'ô' '' ocircumflex 244 'õ' '' otilde 245 'ö' '' odieresis 246 'œ' '' oe 247 'ø' '' oslash 248 'ù' '' ugrave 249 'ú' '' uacute 250 'û' '' ucircumflex 251 'ü' '' udieresis 252 'ý' '' yacute 253 'þ' '' thorn 254 'ß' '' germandbls 255 t1-stix2text 0 255 htfcss: t1-stix2text font-family: 'STIX Two Text', serif; >>> \AddFont{t1-stix2text}{unicode/STIX_Two/t1-stix2text}{} Missing glyph S_S % writing t1-stix2text-bold.htf hash: 8cb82918f6a58aa2d9a550e50959931b \<<< .t1-stix2text htfcss: t1-stix2text-bold font-weight: bold; font-family: 'STIX Two Text', serif; >>> \AddFont{t1-stix2text-bold}{alias/STIX_Two/t1-stix2text-bold}{} Missing glyph S_S % writing t1-stix2text-italic.htf hash: 8cb82918f6a58aa2d9a550e50959931b \<<< .t1-stix2text htfcss: t1-stix2text-italic font-style: italic; font-family: 'STIX Two Text', serif; >>> \AddFont{t1-stix2text-italic}{alias/STIX_Two/t1-stix2text-italic}{} Missing glyph S_S % writing t1-stix2text-bolditalic.htf hash: 8cb82918f6a58aa2d9a550e50959931b \<<< .t1-stix2text htfcss: t1-stix2text-bolditalic font-weight: bold; font-style: italic; font-family: 'STIX Two Text', serif; >>> \AddFont{t1-stix2text-bolditalic}{alias/STIX_Two/t1-stix2text-bolditalic}{} Missing glyph S_S % writing t1-stix2textsc.htf hash: 25e89fdfd8a288e3218e9c2958768fc2 \<<< t1-stix2textsc 0 255 '`' '' grave 0 % generated from t1-stix2textsc.tfm, 2023-02-09-16:37 '´' '' acute 1 % Copyright 2023 TeX Users Group 'ˆ' '' circumflex 2 % '˜' '' tilde 3 % This work may be distributed and/or modified under the '¨' '' dieresis 4 % conditions of the LaTeX Project Public License, either '˝' '' hungarumlaut 5 % version 1.3c of this license or (at your option) any '˚' '' ring 6 % later version. The latest version of this license is in 'ˇ' '' caron 7 % http://www.latex-project.org/lppl.txt '˘' '' breve 8 % and version 1.3c or later is part of all distributions '¯' '' macron 9 % of LaTeX version 2005/12/01 or later. '˙' '' dotaccent 10 % '¸' '' cedilla 11 % This work has the LPPL maintenance status "maintained". '˛' '' ogonek 12 % '‚' '' quotesinglbase 13 % The Current Maintainer of this work '‹' '' guilsinglleft 14 % is the TeX4ht Project . '›' '' guilsinglright 15 % '“' '' quotedblleft 16 % If you modify this program, changing the '”' '' quotedblright 17 % version identification would be appreciated. '„' '' quotedblbase 18 '«' '' guillemotleft 19 '»' '' guillemotright 20 '–' '' endash 21 '—' '' emdash 22 '​' '' uni200B 23 '₀' '' zeroinferior.per 24 'ı' '' dotlessi.smcp 25 'ȷ' '' dotlessj.smcp 26 'ff' '' f_f 27 'fi' '' f_i 28 'fl' '' f_l 29 'ffi' '' f_f_i 30 'ffl' '' f_f_l 31 '␣' '' uni2423 32 '!' '' exclam 33 '"' '' quotedbl 34 '#' '' numbersign 35 '$' '' dollar.smcp 36 '%' '' percent 37 '&' '' ampersand 38 '’' '' quoteright 39 '(' '' parenleft 40 ')' '' parenright 41 '*' '' asterisk 42 '+' '' plus 43 ',' '' comma 44 '-' '' hyphen 45 '.' '' period 46 '/' '' slash 47 '0' '' zero 48 '1' '' one 49 '2' '' two 50 '3' '' three 51 '4' '' four 52 '5' '' five 53 '6' '' six 54 '7' '' seven 55 '8' '' eight 56 '9' '' nine 57 ':' '' colon 58 ';' '' semicolon 59 '<' '' less 60 '=' '' equal 61 '>' '' greater 62 '?' '' question 63 '@' '' at 64 'A' '' A 65 'B' '' B 66 'C' '' C 67 'D' '' D 68 'E' '' E 69 'F' '' F 70 'G' '' G 71 'H' '' H 72 'I' '' I 73 'J' '' J 74 'K' '' K 75 'L' '' L 76 'M' '' M 77 'N' '' N 78 'O' '' O 79 'P' '' P 80 'Q' '' Q 81 'R' '' R 82 'S' '' S 83 'T' '' T 84 'U' '' U 85 'V' '' V 86 'W' '' W 87 'X' '' X 88 'Y' '' Y 89 'Z' '' Z 90 '[' '' bracketleft 91 '\' '' backslash 92 ']' '' bracketright 93 '^' '' asciicircum 94 '_' '' underscore 95 '‘' '' quoteleft 96 'a' '' a.smcp 97 'b' '' b.smcp 98 'c' '' c.smcp 99 'd' '' d.smcp 100 'e' '' e.smcp 101 'f' '' f.smcp 102 'g' '' g.smcp 103 'h' '' h.smcp 104 'i' '' i.smcp 105 'j' '' j.smcp 106 'k' '' k.smcp 107 'l' '' l.smcp 108 'm' '' m.smcp 109 'n' '' n.smcp 110 'o' '' o.smcp 111 'p' '' p.smcp 112 'q' '' q.smcp 113 'r' '' r.smcp 114 's' '' s.smcp 115 't' '' t.smcp 116 'u' '' u.smcp 117 'v' '' v.smcp 118 'w' '' w.smcp 119 'x' '' x.smcp 120 'y' '' y.smcp 121 'z' '' z.smcp 122 '{' '' braceleft 123 '|' '' bar 124 '}' '' braceright 125 '~' '' asciitilde 126 '‐' '' uni2010 127 'Ă' '' Abreve 128 'Ą' '' Aogonek 129 'Ć' '' Cacute 130 'Č' '' Ccaron 131 'Ď' '' Dcaron 132 'Ě' '' Ecaron 133 'Ę' '' Eogonek 134 'Ğ' '' Gbreve 135 'Ĺ' '' Lacute 136 'Ľ' '' Lcaron 137 'Ł' '' Lslash 138 'Ń' '' Nacute 139 'Ň' '' Ncaron 140 'Ŋ' '' Eng 141 'Ő' '' Ohungarumlaut 142 'Ŕ' '' Racute 143 'Ř' '' Rcaron 144 'Ś' '' Sacute 145 'Š' '' Scaron 146 'Ş' '' uni015E 147 'Ť' '' Tcaron 148 'Ţ' '' uni0162 149 'Ű' '' Uhungarumlaut 150 'Ů' '' Uring 151 'Ÿ' '' Ydieresis 152 'Ź' '' Zacute 153 'Ž' '' Zcaron 154 'Ż' '' Zdotaccent 155 'IJ' '' IJ 156 'İ' '' Idotaccent 157 'đ' '' dcroat.smcp 158 '§' '' section 159 'ă' '' abreve.smcp 160 'ą' '' aogonek.smcp 161 'ć' '' cacute.smcp 162 'č' '' ccaron.smcp 163 'ď' '' dcaron.smcp 164 'ě' '' ecaron.smcp 165 'ę' '' eogonek.smcp 166 'ğ' '' gbreve.smcp 167 'ĺ' '' lacute.smcp 168 'ľ' '' lcaron.smcp 169 'ł' '' lslash.smcp 170 'ń' '' nacute.smcp 171 'ň' '' ncaron.smcp 172 'ŋ' '' eng.smcp 173 'ő' '' ohungarumlaut.smcp 174 'ŕ' '' racute.smcp 175 'ř' '' rcaron.smcp 176 'ś' '' sacute.smcp 177 'š' '' scaron.smcp 178 'ş' '' scedilla.smcp 179 'ť' '' tcaron.smcp 180 'ţ' '' tcedilla.smcp 181 'ű' '' uhungarumlaut.smcp 182 'ů' '' uring.smcp 183 'ÿ' '' ydieresis.smcp 184 'ź' '' zacute.smcp 185 'ž' '' zcaron.smcp 186 'ż' '' zdotaccent.smcp 187 'ij' '' ij.smcp 188 '¡' '' exclamdown 189 '¿' '' questiondown 190 '£' '' sterling.smcp 191 'À' '' Agrave 192 'Á' '' Aacute 193 'Â' '' Acircumflex 194 'Ã' '' Atilde 195 'Ä' '' Adieresis 196 'Å' '' Aring 197 'Æ' '' AE 198 'Ç' '' Ccedilla 199 'È' '' Egrave 200 'É' '' Eacute 201 'Ê' '' Ecircumflex 202 'Ë' '' Edieresis 203 'Ì' '' Igrave 204 'Í' '' Iacute 205 'Î' '' Icircumflex 206 'Ï' '' Idieresis 207 'Ð' '' Eth 208 'Ñ' '' Ntilde 209 'Ò' '' Ograve 210 'Ó' '' Oacute 211 'Ô' '' Ocircumflex 212 'Õ' '' Otilde 213 'Ö' '' Odieresis 214 'Œ' '' OE 215 'Ø' '' Oslash 216 'Ù' '' Ugrave 217 'Ú' '' Uacute 218 'Û' '' Ucircumflex 219 'Ü' '' Udieresis 220 'Ý' '' Yacute 221 'Þ' '' Thorn 222 '' '' S_S 223 'à' '' agrave.smcp 224 'á' '' aacute.smcp 225 'â' '' acircumflex.smcp 226 'ã' '' atilde.smcp 227 'ä' '' adieresis.smcp 228 'å' '' aring.smcp 229 'æ' '' ae.smcp 230 'ç' '' ccedilla.smcp 231 'è' '' egrave.smcp 232 'é' '' eacute.smcp 233 'ê' '' ecircumflex.smcp 234 'ë' '' edieresis.smcp 235 'ì' '' igrave.smcp 236 'í' '' iacute.smcp 237 'î' '' icircumflex.smcp 238 'ï' '' idieresis.smcp 239 'ð' '' eth.smcp 240 'ñ' '' ntilde.smcp 241 'ò' '' ograve.smcp 242 'ó' '' oacute.smcp 243 'ô' '' ocircumflex.smcp 244 'õ' '' otilde.smcp 245 'ö' '' odieresis.smcp 246 'œ' '' oe.smcp 247 'ø' '' oslash.smcp 248 'ù' '' ugrave.smcp 249 '¬' '' uacute.smcp 250 ' ' '' ucircumflex.smcp 251 ' ' '' udieresis.smcp 252 'ý' '' yacute.smcp 253 'þ' '' thorn.smcp 254 'qq' '' s_s.smcp 255 t1-stix2textsc 0 255 htfcss: t1-stix2textsc font-variant: small-caps; font-family: 'STIX Two Text', serif; >>> \AddFont{t1-stix2textsc}{unicode/STIX_Two/t1-stix2textsc}{} Missing glyph S_S % writing t1-stix2textsc-bold.htf hash: 25e89fdfd8a288e3218e9c2958768fc2 \<<< .t1-stix2textsc htfcss: t1-stix2textsc-bold font-weight: bold; font-variant: small-caps; font-family: 'STIX Two Text', serif; >>> \AddFont{t1-stix2textsc-bold}{alias/STIX_Two/t1-stix2textsc-bold}{} Missing glyph S_S \bye