MnSymbolC-Bold10 0 255 '⋅' '' dotmath 0 % generated from MnSymbolC-Bold10, 2022-07-07-15:12 '' '' hdotdot 1 % Copyright 2022 TeX Users Group '∶' '' ratio 2 % ' ' '' udotdot 3 % This work may be distributed and/or modified under the '' '' ddotdot 4 % conditions of the LaTeX Project Public License, either '⋯' '' uni22EF 5 % version 1.3c of this license or (at your option) any '⋮' '' ellipsisvertical 6 % later version. The latest version of this license is in '⋰' '' uni22F0 7 % http://www.latex-project.org/lppl.txt '⋱' '' uni22F1 8 % and version 1.3c or later is part of all distributions '' '' righttherefore 9 % of LaTeX version 2005/12/01 or later. '∴' '' therefore 10 % '' '' lefttherefore 11 % This work has the LPPL maintenance status "maintained". '∵' '' because 12 % '' '' diamonddots 13 % The Current Maintainer of this work '∷' '' proportion 14 % is the TeX4ht Project . '' '' fivedots 15 % '−' '' minus 16 % If you modify this program, changing the '∣' '' divides.alt 17 % version identification would be appreciated. '∕' '' divisionslash 18 '∖' '' uni2216 19 '+' '' plus 20 '×' '' multiply 21 '±' '' plusminus 22 '∓' '' minusplus 23 '∸' '' dotminus 24 '' '' dotmedvert 25 '⨪' '' minusdot 26 '' '' medvertdot 27 '÷' '' divide 28 '' '' slashdiv 29 '' '' vertdiv 30 '' '' backslashdiv 31 '¬' '' logicalnot 32 '⌐' '' revlogicalnot 33 '' '' dtimes 34 '⋊' '' uni22CA 35 '' '' utimes 36 '⋉' '' uni22C9 37 '⋈' '' bowtie 38 '⧖' '' uni29D6 39 '' '' rightY 40 '' '' upY 41 '' '' leftY 42 '' '' downY 43 '∧' '' logicaland 44 '∨' '' logicalor 45 '⟑' '' wedgedot 46 '⟇' '' veedot 47 '⩕' '' uni2A55 48 '⩔' '' uni2A54 49 '⋏' '' curlyand 50 '⋎' '' curlyor 51 '' '' curlywedgedot 52 '' '' curlyveedot 53 ' ' '' doublecurlywedge 54 ' ' '' doublecurlyvee 55 '∪' '' union 56 '∩' '' intersection 57 '⋓' '' uni22D3 58 '⋒' '' uni22D2 59 '⊍' '' uni228D 60 '⩀' '' uni2A40 61 '⊎' '' uni228E 62 '' '' capplus 63 '⊔' '' uni2294 64 '⊓' '' uni2293 65 '⩏' '' uni2A4F 66 '⩎' '' uni2A4E 67 '' '' sqcupdot 68 '' '' sqcapdot 69 '' '' sqcupplus 70 '' '' sqcapplus 71 '▹' '' whiterightpointingsmalltriangle 72 '▵' '' whiteuppointingsmalltriangle 73 '◃' '' whiteleftpointingsmalltriangle 74 '▿' '' whitedownpointingsmalltriangle 75 '▸' '' uni25B8 76 '▴' '' blackuppointingsmalltriangle 77 '◂' '' uni25C2 78 '▾' '' uni25BE 79 '▷' '' whiterightpointingtriangle 80 '△' '' whiteuppointingtriangle 81 '◁' '' whiteleftpointingtriangle 82 '▽' '' whitedownpointingtriangle 83 '▷' '' whiterightpointingtriangle.alt1 84 '△' '' whiteuppointingtriangle.alt1 85 '◁' '' whiteleftpointingtriangle.alt1 86 '▽' '' whitedownpointingtriangle.alt1 87 '○' '' circle 88 '●' '' blackcircle 89 '◯' '' largecircle 90 '◯' '' largecircle.alt1 91 '⊖' '' minuscircle 92 '⦶' '' uni29B6 93 '⊘' '' uni2298 94 '⦸' '' uni29B8 95 '⊕' '' circleplus 96 '⊗' '' circlemultiply 97 '⊙' '' circleot 98 '⊚' '' uni229A 99 '' '' otriangle 100 '⊛' '' uni229B 101 '⍟' '' uni235F 102 '∅' '' uni2205 103 '◽' '' uni25FD 104 '◾' '' uni25FE 105 '◻' '' uni25FB 106 '◻' '' uni25FB.alt1 107 '◇' '' whitediamond 108 '◆' '' blackdiamond 109 '◇' '' whitediamond.alt1 110 '◇' '' whitediamond.alt2 111 '⊟' '' uni229F 112 '' '' boxvert 113 '⧄' '' uni29C4 114 '⧅' '' uni29C5 115 '⊞' '' uni229E 116 '⊠' '' uni22A0 117 '⊡' '' uni22A1 118 '⧈' '' uni29C8 119 '' '' diamondminus 120 '' '' diamondvert 121 '' '' diamondslash 122 '' '' diamondbackslash 123 '' '' diamondplus 124 '' '' diamondtimes 125 '⟐' '' uni27D0 126 '' '' diamonddiamond 127 '☆' '' whitestar 128 '★' '' blackstar 129 '☆' '' whitestar.alt1 130 '☆' '' whitestar.alt2 131 '' '' pentagram 132 '' '' largepentagram 133 '⋆' '' uni22C6 134 '∗' '' asteriskmath 135 '' '' hbipropto 136 '' '' neswbipropto 137 '' '' vbipropto 138 '' '' nwsebipropto 139 '∝' '' proportional 140 '' '' downpropto 141 '' '' rightpropto 142 '' '' uppropto 143 '' '' hcrossing 144 '' '' neswcrossing 145 '' '' vcrossing 146 '' '' nwsecrossing 147 '≬' '' between 148 '' '' separated 149 '⊥' '' bot 150 '⊺' '' uni22BA 151 '≀' '' uni2240 152 '∠' '' angle 153 '∡' '' uni2221 154 '∢' '' uni2222 155 '′' '' minute 156 '‵' '' primereversed 157 ' ' '' product.small 158 '∐' '' uni2210.small 159 '✓' '' checkmark 160 '☇' '' uni2607 161 '♢' '' diamondsuitwhite 162 '♡' '' heartsuitwhite 163 '♠' '' spade 164 '♣' '' club 165 '∀' '' universal 166 '∃' '' existential 167 '∄' '' uni2204 168 '∇' '' gradient 169 '∞' '' infinity 170 '∫' '' integral.small 171 '♭' '' musicflatsign 172 '♮' '' uni266E 173 '♯' '' musicsharpsign 174 'ℵ' '' aleph 175 'ℶ' '' uni2136 176 'ℷ' '' uni2137 177 'ℸ' '' uni2138 178 '℘' '' weierstrass 179 '℘' '' weierstrass.alt 180 '⨼' '' uni2A3C 181 '⨽' '' uni2A3D 182 '⌞' '' uni231E 183 '⌟' '' uni231F 184 '⌜' '' uni231C 185 '⌝' '' uni231D 186 'Ì' '' closedsucc 187 '' '' closedcurlywedge 188 '' '' closedprec 189 '' '' closedcurlyvee 190 '⪧' '' uni2AA7 191 '' '' upslice 192 '⪦' '' uni2AA6 193 '' '' downslice 194 '◊' '' lozenge 195 '⧫' '' uni29EB 196 '◊' '' lozenge.alt1 197 '⧫' '' uni29EB.alt1 198 '◊' '' lozenge.alt2 199 '▶' '' blackrightpointingtriangle 200 '▲' '' blackuppointingtriangle 201 '◀' '' blackleftpointingtriangle 202 '▼' '' blackdownpointingtriangle 203 '∎' '' uni220E 204 '☀' '' uni2600 205 '✡' '' uni2721 206 '✡' '' uni2721.alt 207 '✠' '' uni2720 208 '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' '' ' ' '' closedequal 220 ' ' '' equalclosed 221 '' '' equivclosed 222 '≲' '' uni2272 223 '≳' '' uni2273 224 '⪅' '' uni2A85 225 '⪆' '' uni2A86 226 '⪕' '' uni2A95 227 '⪖' '' uni2A96 228 '⋞' '' uni22DE 229 '⋟' '' uni22DF 230 '⇛' '' uni21DB 231 '⇚' '' uni21DA 232 ' ' '' closedequal_uni0338 233 ' ' '' equalclosed_uni0338 234 '̸' '' equivclosed_uni0338 235 '≴' '' uni2274 236 '≵' '' uni2275 237 '⪉' '' uni2A89 238 '⪊' '' uni2A8A 239 '⪕̸' '' uni2A950338 240 '⪖̸' '' uni2A960338 241 '⋞̸' '' uni22DE0338 242 '⋟̸' '' uni22DF0338 243 '⇛̸' '' uni21DB0338 244 '⇚̸' '' uni21DA0338 245 '↱' '' uni21B1 246 '↰' '' uni21B0 247 '↬' '' uni21AC 248 '↫' '' uni21AB 249 '⋋' '' uni22CB 250 '⋌' '' uni22CC 251 '⊪' '' uni22AA 252 '∤' '' uni2224.short 253 '∥' '' parallel.short 254 '∦' '' notparallel.short 255 MnSymbolC-Bold10 0 255 htfcss: MnSymbolC-Bold10 font-weight: bold; font-family: 'MnSymbol', serif;