servo/tests/wpt/web-platform-tests/mathml/relations/css-styling/mathvariant-sans-serif-bold-italic-ref.html

137 lines
7.7 KiB
HTML

<!DOCTYPE html>
<html>
<head>
<meta charset="utf-8"/>
<title>mathvariant sans-serif-bold-italic (reference)</title>
<style>
@font-face {
font-family: TestFont;
src: url("/fonts/math/mathvariant-sans-serif-bold-italic.woff");
}
body > span {
padding: 10px;
}
span > span {
font-family: monospace;
font-size: 10px;
}
math {
font-family: TestFont;
font-size: 10px;
}
</style>
<body>
<!-- Generated by mathml/tools/mathvariant.py; DO NOT EDIT. -->
<p>Test passes if all the equalities below are true.</p>
<span><math><mi>&#x1D7C3;</mi></math>=<span>1D7C3</span></span>
<span><math><mi>&#x1D7A9;</mi></math>=<span>1D7A9</span></span>
<span><math><mi>&#x1D63C;</mi></math>=<span>1D63C</span></span>
<span><math><mi>&#x1D63D;</mi></math>=<span>1D63D</span></span>
<span><math><mi>&#x1D63E;</mi></math>=<span>1D63E</span></span>
<span><math><mi>&#x1D63F;</mi></math>=<span>1D63F</span></span>
<span><math><mi>&#x1D640;</mi></math>=<span>1D640</span></span>
<span><math><mi>&#x1D641;</mi></math>=<span>1D641</span></span>
<span><math><mi>&#x1D642;</mi></math>=<span>1D642</span></span>
<span><math><mi>&#x1D643;</mi></math>=<span>1D643</span></span><br/>
<span><math><mi>&#x1D644;</mi></math>=<span>1D644</span></span>
<span><math><mi>&#x1D645;</mi></math>=<span>1D645</span></span>
<span><math><mi>&#x1D646;</mi></math>=<span>1D646</span></span>
<span><math><mi>&#x1D647;</mi></math>=<span>1D647</span></span>
<span><math><mi>&#x1D648;</mi></math>=<span>1D648</span></span>
<span><math><mi>&#x1D649;</mi></math>=<span>1D649</span></span>
<span><math><mi>&#x1D64A;</mi></math>=<span>1D64A</span></span>
<span><math><mi>&#x1D64B;</mi></math>=<span>1D64B</span></span>
<span><math><mi>&#x1D64C;</mi></math>=<span>1D64C</span></span>
<span><math><mi>&#x1D64D;</mi></math>=<span>1D64D</span></span><br/>
<span><math><mi>&#x1D64E;</mi></math>=<span>1D64E</span></span>
<span><math><mi>&#x1D64F;</mi></math>=<span>1D64F</span></span>
<span><math><mi>&#x1D650;</mi></math>=<span>1D650</span></span>
<span><math><mi>&#x1D651;</mi></math>=<span>1D651</span></span>
<span><math><mi>&#x1D652;</mi></math>=<span>1D652</span></span>
<span><math><mi>&#x1D653;</mi></math>=<span>1D653</span></span>
<span><math><mi>&#x1D654;</mi></math>=<span>1D654</span></span>
<span><math><mi>&#x1D655;</mi></math>=<span>1D655</span></span>
<span><math><mi>&#x1D656;</mi></math>=<span>1D656</span></span>
<span><math><mi>&#x1D657;</mi></math>=<span>1D657</span></span><br/>
<span><math><mi>&#x1D658;</mi></math>=<span>1D658</span></span>
<span><math><mi>&#x1D659;</mi></math>=<span>1D659</span></span>
<span><math><mi>&#x1D65A;</mi></math>=<span>1D65A</span></span>
<span><math><mi>&#x1D65B;</mi></math>=<span>1D65B</span></span>
<span><math><mi>&#x1D65C;</mi></math>=<span>1D65C</span></span>
<span><math><mi>&#x1D65D;</mi></math>=<span>1D65D</span></span>
<span><math><mi>&#x1D65E;</mi></math>=<span>1D65E</span></span>
<span><math><mi>&#x1D65F;</mi></math>=<span>1D65F</span></span>
<span><math><mi>&#x1D660;</mi></math>=<span>1D660</span></span>
<span><math><mi>&#x1D661;</mi></math>=<span>1D661</span></span><br/>
<span><math><mi>&#x1D662;</mi></math>=<span>1D662</span></span>
<span><math><mi>&#x1D663;</mi></math>=<span>1D663</span></span>
<span><math><mi>&#x1D664;</mi></math>=<span>1D664</span></span>
<span><math><mi>&#x1D665;</mi></math>=<span>1D665</span></span>
<span><math><mi>&#x1D666;</mi></math>=<span>1D666</span></span>
<span><math><mi>&#x1D667;</mi></math>=<span>1D667</span></span>
<span><math><mi>&#x1D668;</mi></math>=<span>1D668</span></span>
<span><math><mi>&#x1D669;</mi></math>=<span>1D669</span></span>
<span><math><mi>&#x1D66A;</mi></math>=<span>1D66A</span></span>
<span><math><mi>&#x1D66B;</mi></math>=<span>1D66B</span></span><br/>
<span><math><mi>&#x1D66C;</mi></math>=<span>1D66C</span></span>
<span><math><mi>&#x1D66D;</mi></math>=<span>1D66D</span></span>
<span><math><mi>&#x1D66E;</mi></math>=<span>1D66E</span></span>
<span><math><mi>&#x1D66F;</mi></math>=<span>1D66F</span></span>
<span><math><mi>&#x1D790;</mi></math>=<span>1D790</span></span>
<span><math><mi>&#x1D791;</mi></math>=<span>1D791</span></span>
<span><math><mi>&#x1D792;</mi></math>=<span>1D792</span></span>
<span><math><mi>&#x1D793;</mi></math>=<span>1D793</span></span>
<span><math><mi>&#x1D794;</mi></math>=<span>1D794</span></span>
<span><math><mi>&#x1D795;</mi></math>=<span>1D795</span></span><br/>
<span><math><mi>&#x1D796;</mi></math>=<span>1D796</span></span>
<span><math><mi>&#x1D797;</mi></math>=<span>1D797</span></span>
<span><math><mi>&#x1D798;</mi></math>=<span>1D798</span></span>
<span><math><mi>&#x1D799;</mi></math>=<span>1D799</span></span>
<span><math><mi>&#x1D79A;</mi></math>=<span>1D79A</span></span>
<span><math><mi>&#x1D79B;</mi></math>=<span>1D79B</span></span>
<span><math><mi>&#x1D79C;</mi></math>=<span>1D79C</span></span>
<span><math><mi>&#x1D79D;</mi></math>=<span>1D79D</span></span>
<span><math><mi>&#x1D79E;</mi></math>=<span>1D79E</span></span>
<span><math><mi>&#x1D79F;</mi></math>=<span>1D79F</span></span><br/>
<span><math><mi>&#x1D7A0;</mi></math>=<span>1D7A0</span></span>
<span><math><mi>&#x1D7A2;</mi></math>=<span>1D7A2</span></span>
<span><math><mi>&#x1D7A3;</mi></math>=<span>1D7A3</span></span>
<span><math><mi>&#x1D7A4;</mi></math>=<span>1D7A4</span></span>
<span><math><mi>&#x1D7A5;</mi></math>=<span>1D7A5</span></span>
<span><math><mi>&#x1D7A6;</mi></math>=<span>1D7A6</span></span>
<span><math><mi>&#x1D7A7;</mi></math>=<span>1D7A7</span></span>
<span><math><mi>&#x1D7A8;</mi></math>=<span>1D7A8</span></span>
<span><math><mi>&#x1D7AA;</mi></math>=<span>1D7AA</span></span>
<span><math><mi>&#x1D7AB;</mi></math>=<span>1D7AB</span></span><br/>
<span><math><mi>&#x1D7AC;</mi></math>=<span>1D7AC</span></span>
<span><math><mi>&#x1D7AD;</mi></math>=<span>1D7AD</span></span>
<span><math><mi>&#x1D7AE;</mi></math>=<span>1D7AE</span></span>
<span><math><mi>&#x1D7AF;</mi></math>=<span>1D7AF</span></span>
<span><math><mi>&#x1D7B0;</mi></math>=<span>1D7B0</span></span>
<span><math><mi>&#x1D7B1;</mi></math>=<span>1D7B1</span></span>
<span><math><mi>&#x1D7B2;</mi></math>=<span>1D7B2</span></span>
<span><math><mi>&#x1D7B3;</mi></math>=<span>1D7B3</span></span>
<span><math><mi>&#x1D7B4;</mi></math>=<span>1D7B4</span></span>
<span><math><mi>&#x1D7B5;</mi></math>=<span>1D7B5</span></span><br/>
<span><math><mi>&#x1D7B6;</mi></math>=<span>1D7B6</span></span>
<span><math><mi>&#x1D7B7;</mi></math>=<span>1D7B7</span></span>
<span><math><mi>&#x1D7B8;</mi></math>=<span>1D7B8</span></span>
<span><math><mi>&#x1D7B9;</mi></math>=<span>1D7B9</span></span>
<span><math><mi>&#x1D7BA;</mi></math>=<span>1D7BA</span></span>
<span><math><mi>&#x1D7BB;</mi></math>=<span>1D7BB</span></span>
<span><math><mi>&#x1D7BC;</mi></math>=<span>1D7BC</span></span>
<span><math><mi>&#x1D7BD;</mi></math>=<span>1D7BD</span></span>
<span><math><mi>&#x1D7BE;</mi></math>=<span>1D7BE</span></span>
<span><math><mi>&#x1D7BF;</mi></math>=<span>1D7BF</span></span><br/>
<span><math><mi>&#x1D7C0;</mi></math>=<span>1D7C0</span></span>
<span><math><mi>&#x1D7C1;</mi></math>=<span>1D7C1</span></span>
<span><math><mi>&#x1D7C2;</mi></math>=<span>1D7C2</span></span>
<span><math><mi>&#x1D7C5;</mi></math>=<span>1D7C5</span></span>
<span><math><mi>&#x1D7C7;</mi></math>=<span>1D7C7</span></span>
<span><math><mi>&#x1D7C9;</mi></math>=<span>1D7C9</span></span>
<span><math><mi>&#x1D7C6;</mi></math>=<span>1D7C6</span></span>
<span><math><mi>&#x1D7C8;</mi></math>=<span>1D7C8</span></span>
<span><math><mi>&#x1D7A1;</mi></math>=<span>1D7A1</span></span>
<span><math><mi>&#x1D7C4;</mi></math>=<span>1D7C4</span></span><br/>
</body>
</html>