bkaimp01 0 255 ' ' '' uni3000 0 % generated from bkaimp01.tfm, 2023-02-05-20:38 ',' '' uniFF0C 1 % Copyright 2023 TeX Users Group '、' '' uni3001 2 % '。' '' uni3002 3 % This work may be distributed and/or modified under the '.' '' uniFF0E 4 % conditions of the LaTeX Project Public License, either '‧' '' uni2027 5 % version 1.3c of this license or (at your option) any ';' '' uniFF1B 6 % later version. The latest version of this license is in ':' '' uniFF1A 7 % http://www.latex-project.org/lppl.txt '?' '' uniFF1F 8 % and version 1.3c or later is part of all distributions '!' '' uniFF01 9 % of LaTeX version 2005/12/01 or later. '︰' '' uniFE30 10 % '…' '' ellipsis 11 % This work has the LPPL maintenance status "maintained". '‥' '' twodotenleader 12 % '﹐' '' uniFE50 13 % The Current Maintainer of this work '﹑' '' uniFE51 14 % is the TeX4ht Project . '﹒' '' uniFE52 15 % '·' '' periodcentered 16 % If you modify this program, changing the '﹔' '' uniFE54 17 % version identification would be appreciated. '﹕' '' uniFE55 18 '﹖' '' uniFE56 19 '﹗' '' uniFE57 20 '|' '' uniFF5C 21 '–' '' endash 22 '︱' '' uniFE31 23 '—' '' emdash 24 '︳' '' uniFE33 25 '╴' '' uni2574 26 '︴' '' uniFE34 27 '﹏' '' uniFE4F 28 '(' '' uniFF08 29 ')' '' uniFF09 30 '︵' '' uniFE35 31 '︶' '' uniFE36 32 '{' '' uniFF5B 33 '}' '' uniFF5D 34 '︷' '' uniFE37 35 '︸' '' uniFE38 36 '〔' '' uni3014 37 '〕' '' uni3015 38 '︹' '' uniFE39 39 '︺' '' uniFE3A 40 '【' '' uni3010 41 '】' '' uni3011 42 '︻' '' uniFE3B 43 '︼' '' uniFE3C 44 '《' '' uni300A 45 '》' '' uni300B 46 '︽' '' uniFE3D 47 '︾' '' uniFE3E 48 '〈' '' uni3008 49 '〉' '' uni3009 50 '︿' '' uniFE3F 51 '﹀' '' uniFE40 52 '「' '' uni300C 53 '」' '' uni300D 54 '﹁' '' uniFE41 55 '﹂' '' uniFE42 56 '『' '' uni300E 57 '』' '' uni300F 58 '﹃' '' uniFE43 59 '﹄' '' uniFE44 60 '﹙' '' uniFE59 61 '﹚' '' uniFE5A 62 '﹛' '' uniFE5B 63 '﹜' '' uniFE5C 64 '﹝' '' uniFE5D 65 '﹞' '' uniFE5E 66 '‘' '' quoteleft 67 '’' '' quoteright 68 '“' '' quotedblleft 69 '”' '' quotedblright 70 '〝' '' uni301D 71 '〞' '' uni301E 72 '‵' '' uni2035 73 '′' '' minute 74 '#' '' uniFF03 75 '&' '' uniFF06 76 '*' '' uniFF0A 77 '※' '' uni203B 78 '§' '' section 79 '〃' '' uni3003 80 '○' '' circle 81 '●' '' H18533 82 '△' '' uni25B3 83 '▲' '' triagup 84 '◎' '' uni25CE 85 '☆' '' uni2606 86 '★' '' uni2605 87 '◇' '' uni25C7 88 '◆' '' uni25C6 89 '□' '' H22073 90 '■' '' filledbox 91 '▽' '' uni25BD 92 '▼' '' triagdn 93 '㊣' '' uni32A3 94 '℅' '' afii61248 95 '' '' '‾' '' uni203E 97 '_' '' uniFF3F 98 'ˍ' '' uni02CD 99 '﹉' '' uniFE49 100 '﹊' '' uniFE4A 101 '﹍' '' uniFE4D 102 '﹎' '' uniFE4E 103 '﹋' '' uniFE4B 104 '﹌' '' uniFE4C 105 '﹟' '' uniFE5F 106 '﹠' '' uniFE60 107 '﹡' '' uniFE61 108 '+' '' uniFF0B 109 '-' '' uniFF0D 110 '×' '' multiply 111 '÷' '' divide 112 '±' '' plusminus 113 '√' '' radical 114 '<' '' uniFF1C 115 '>' '' uniFF1E 116 '=' '' uniFF1D 117 '≦' '' uni2266 118 '≧' '' uni2267 119 '≠' '' notequal 120 '∞' '' infinity 121 '≒' '' uni2252 122 '≡' '' equivalence 123 '﹢' '' uniFE62 124 '﹣' '' uniFE63 125 '﹤' '' uniFE64 126 '﹥' '' uniFE65 127 '﹦' '' uniFE66 128 '~' '' uniFF5E 129 '∩' '' intersection 130 '∪' '' union 131 '⊥' '' perpendicular 132 '∠' '' angle 133 '∟' '' orthogonal 134 '⊿' '' uni22BF 135 '㏒' '' uni33D2 136 '㏑' '' uni33D1 137 '∫' '' integral 138 '∮' '' uni222E 139 '∵' '' uni2235 140 '∴' '' therefore 141 '♀' '' female 142 '♂' '' male 143 '⊕' '' circleplus 144 '⊙' '' uni2299 145 '↑' '' arrowup 146 '↓' '' arrowdown 147 '←' '' arrowleft 148 '→' '' arrowright 149 '↖' '' uni2196 150 '↗' '' uni2197 151 '↙' '' uni2199 152 '↘' '' uni2198 153 '∥' '' uni2225 154 '∣' '' uni2223 155 '/' '' uniFF0F 156 '\' '' uniFF3C 157 '∕' '' uni2215 158 '﹨' '' uniFE68 159 '$' '' uniFF04 160 '¥' '' uniFFE5 161 '〒' '' uni3012 162 '¢' '' uniFFE0 163 '£' '' uniFFE1 164 '%' '' uniFF05 165 '@' '' uniFF20 166 '℃' '' uni2103 167 '℉' '' uni2109 168 '﹩' '' uniFE69 169 '﹪' '' uniFE6A 170 '﹫' '' uniFE6B 171 '㏕' '' uni33D5 172 '㎜' '' uni339C 173 '㎝' '' uni339D 174 '㎞' '' uni339E 175 '㏎' '' uni33CE 176 '㎡' '' uni33A1 177 '㎎' '' uni338E 178 '㎏' '' uni338F 179 '㏄' '' uni33C4 180 '°' '' degree 181 '兙' '' uni5159 182 '兛' '' uni515B 183 '兞' '' uni515E 184 '兝' '' uni515D 185 '兡' '' uni5161 186 '兣' '' uni5163 187 '嗧' '' uni55E7 188 '瓩' '' uni74E9 189 '糎' '' uni7CCE 190 '▁' '' uni2581 191 '▂' '' uni2582 192 '▃' '' uni2583 193 '▄' '' dnblock 194 '▅' '' uni2585 195 '▆' '' uni2586 196 '▇' '' uni2587 197 '█' '' block 198 '▏' '' uni258F 199 '▎' '' uni258E 200 '▍' '' uni258D 201 '▌' '' lfblock 202 '▋' '' uni258B 203 '▊' '' uni258A 204 '▉' '' uni2589 205 '┼' '' SF050000 206 '┴' '' SF070000 207 '┬' '' SF060000 208 '┤' '' SF090000 209 '├' '' SF080000 210 '▔' '' uni2594 211 '─' '' SF100000 212 '│' '' SF110000 213 '▕' '' uni2595 214 '┌' '' SF010000 215 '┐' '' SF030000 216 '└' '' SF020000 217 '┘' '' SF040000 218 '╭' '' uni256D 219 '╮' '' uni256E 220 '╰' '' uni2570 221 '╯' '' uni256F 222 '═' '' SF430000 223 '╞' '' SF360000 224 '╪' '' SF540000 225 '╡' '' SF190000 226 '◢' '' uni25E2 227 '◣' '' uni25E3 228 '◥' '' uni25E5 229 '◤' '' uni25E4 230 '╱' '' uni2571 231 '╲' '' uni2572 232 '╳' '' uni2573 233 '0' '' uniFF10 234 '1' '' uniFF11 235 '2' '' uniFF12 236 '3' '' uniFF13 237 '4' '' uniFF14 238 '5' '' uniFF15 239 '6' '' uniFF16 240 '7' '' uniFF17 241 '8' '' uniFF18 242 '9' '' uniFF19 243 'Ⅰ' '' uni2160 244 'Ⅱ' '' uni2161 245 'Ⅲ' '' uni2162 246 'Ⅳ' '' uni2163 247 'Ⅴ' '' uni2164 248 'Ⅵ' '' uni2165 249 'Ⅶ' '' uni2166 250 'Ⅷ' '' uni2167 251 'Ⅸ' '' uni2168 252 'Ⅹ' '' uni2169 253 '〡' '' uni3021 254 '〢' '' uni3022 255 bkaimp01 0 255 htfcss: bkaimp01 font-family: 'AR PL KaitiM Big5', serif;