mirror of
https://github.com/servo/servo.git
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149 lines
8.4 KiB
HTML
149 lines
8.4 KiB
HTML
<!DOCTYPE html>
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<html>
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<head>
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<meta charset="utf-8"/>
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<title>mathvariant bold (reference)</title>
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<style>
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@font-face {
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font-family: TestFont;
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src: url("/fonts/math/mathvariant-bold.woff");
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}
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body > span {
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padding: 10px;
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}
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span > span {
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font-family: monospace;
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font-size: 10px;
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}
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math {
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font-family: TestFont;
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font-size: 10px;
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}
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</style>
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<body>
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<!-- Generated by mathml/tools/mathvariant.py; DO NOT EDIT. -->
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<p>Test passes if all the equalities below are true.</p>
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<span><math><mi>𝛛</mi></math>=<span>1D6DB</span></span>
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<span><math><mi>𝛁</mi></math>=<span>1D6C1</span></span>
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<span><math><mi>𝟎</mi></math>=<span>1D7CE</span></span>
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<span><math><mi>𝟏</mi></math>=<span>1D7CF</span></span>
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<span><math><mi>𝟐</mi></math>=<span>1D7D0</span></span>
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<span><math><mi>𝟑</mi></math>=<span>1D7D1</span></span>
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<span><math><mi>𝟒</mi></math>=<span>1D7D2</span></span>
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<span><math><mi>𝟓</mi></math>=<span>1D7D3</span></span>
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<span><math><mi>𝟔</mi></math>=<span>1D7D4</span></span>
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<span><math><mi>𝟕</mi></math>=<span>1D7D5</span></span><br/>
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<span><math><mi>𝟖</mi></math>=<span>1D7D6</span></span>
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<span><math><mi>𝟗</mi></math>=<span>1D7D7</span></span>
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<span><math><mi>𝐀</mi></math>=<span>1D400</span></span>
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<span><math><mi>𝐁</mi></math>=<span>1D401</span></span>
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<span><math><mi>𝐂</mi></math>=<span>1D402</span></span>
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<span><math><mi>𝐃</mi></math>=<span>1D403</span></span>
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<span><math><mi>𝐄</mi></math>=<span>1D404</span></span>
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<span><math><mi>𝐅</mi></math>=<span>1D405</span></span>
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<span><math><mi>𝐆</mi></math>=<span>1D406</span></span>
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<span><math><mi>𝐇</mi></math>=<span>1D407</span></span><br/>
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<span><math><mi>𝐈</mi></math>=<span>1D408</span></span>
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<span><math><mi>𝐉</mi></math>=<span>1D409</span></span>
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<span><math><mi>𝐊</mi></math>=<span>1D40A</span></span>
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<span><math><mi>𝐋</mi></math>=<span>1D40B</span></span>
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<span><math><mi>𝐌</mi></math>=<span>1D40C</span></span>
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<span><math><mi>𝐍</mi></math>=<span>1D40D</span></span>
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<span><math><mi>𝐎</mi></math>=<span>1D40E</span></span>
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<span><math><mi>𝐏</mi></math>=<span>1D40F</span></span>
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<span><math><mi>𝐐</mi></math>=<span>1D410</span></span>
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<span><math><mi>𝐑</mi></math>=<span>1D411</span></span><br/>
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<span><math><mi>𝐒</mi></math>=<span>1D412</span></span>
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<span><math><mi>𝐓</mi></math>=<span>1D413</span></span>
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<span><math><mi>𝐔</mi></math>=<span>1D414</span></span>
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<span><math><mi>𝐕</mi></math>=<span>1D415</span></span>
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<span><math><mi>𝐖</mi></math>=<span>1D416</span></span>
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<span><math><mi>𝐗</mi></math>=<span>1D417</span></span>
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<span><math><mi>𝐘</mi></math>=<span>1D418</span></span>
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<span><math><mi>𝐙</mi></math>=<span>1D419</span></span>
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<span><math><mi>𝐚</mi></math>=<span>1D41A</span></span>
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<span><math><mi>𝐛</mi></math>=<span>1D41B</span></span><br/>
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<span><math><mi>𝐜</mi></math>=<span>1D41C</span></span>
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<span><math><mi>𝐝</mi></math>=<span>1D41D</span></span>
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<span><math><mi>𝐞</mi></math>=<span>1D41E</span></span>
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<span><math><mi>𝐟</mi></math>=<span>1D41F</span></span>
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<span><math><mi>𝐠</mi></math>=<span>1D420</span></span>
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<span><math><mi>𝐡</mi></math>=<span>1D421</span></span>
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<span><math><mi>𝐢</mi></math>=<span>1D422</span></span>
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<span><math><mi>𝐣</mi></math>=<span>1D423</span></span>
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<span><math><mi>𝐤</mi></math>=<span>1D424</span></span>
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<span><math><mi>𝐥</mi></math>=<span>1D425</span></span><br/>
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<span><math><mi>𝐦</mi></math>=<span>1D426</span></span>
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<span><math><mi>𝐧</mi></math>=<span>1D427</span></span>
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<span><math><mi>𝐨</mi></math>=<span>1D428</span></span>
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<span><math><mi>𝐩</mi></math>=<span>1D429</span></span>
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<span><math><mi>𝐪</mi></math>=<span>1D42A</span></span>
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<span><math><mi>𝐫</mi></math>=<span>1D42B</span></span>
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<span><math><mi>𝐬</mi></math>=<span>1D42C</span></span>
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<span><math><mi>𝐭</mi></math>=<span>1D42D</span></span>
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<span><math><mi>𝐮</mi></math>=<span>1D42E</span></span>
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<span><math><mi>𝐯</mi></math>=<span>1D42F</span></span><br/>
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<span><math><mi>𝐰</mi></math>=<span>1D430</span></span>
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<span><math><mi>𝐱</mi></math>=<span>1D431</span></span>
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<span><math><mi>𝐲</mi></math>=<span>1D432</span></span>
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<span><math><mi>𝐳</mi></math>=<span>1D433</span></span>
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<span><math><mi>𝚨</mi></math>=<span>1D6A8</span></span>
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<span><math><mi>𝚩</mi></math>=<span>1D6A9</span></span>
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<span><math><mi>𝚪</mi></math>=<span>1D6AA</span></span>
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<span><math><mi>𝚫</mi></math>=<span>1D6AB</span></span>
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<span><math><mi>𝚬</mi></math>=<span>1D6AC</span></span>
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<span><math><mi>𝚭</mi></math>=<span>1D6AD</span></span><br/>
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<span><math><mi>𝚮</mi></math>=<span>1D6AE</span></span>
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<span><math><mi>𝚯</mi></math>=<span>1D6AF</span></span>
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<span><math><mi>𝚰</mi></math>=<span>1D6B0</span></span>
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<span><math><mi>𝚱</mi></math>=<span>1D6B1</span></span>
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<span><math><mi>𝚲</mi></math>=<span>1D6B2</span></span>
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<span><math><mi>𝚳</mi></math>=<span>1D6B3</span></span>
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<span><math><mi>𝚴</mi></math>=<span>1D6B4</span></span>
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<span><math><mi>𝚵</mi></math>=<span>1D6B5</span></span>
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<span><math><mi>𝚶</mi></math>=<span>1D6B6</span></span>
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<span><math><mi>𝚷</mi></math>=<span>1D6B7</span></span><br/>
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<span><math><mi>𝚸</mi></math>=<span>1D6B8</span></span>
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<span><math><mi>𝚺</mi></math>=<span>1D6BA</span></span>
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<span><math><mi>𝚻</mi></math>=<span>1D6BB</span></span>
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<span><math><mi>𝚼</mi></math>=<span>1D6BC</span></span>
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<span><math><mi>𝚽</mi></math>=<span>1D6BD</span></span>
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<span><math><mi>𝚾</mi></math>=<span>1D6BE</span></span>
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<span><math><mi>𝚿</mi></math>=<span>1D6BF</span></span>
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<span><math><mi>𝛀</mi></math>=<span>1D6C0</span></span>
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<span><math><mi>𝛂</mi></math>=<span>1D6C2</span></span>
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<span><math><mi>𝛃</mi></math>=<span>1D6C3</span></span><br/>
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<span><math><mi>𝛄</mi></math>=<span>1D6C4</span></span>
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<span><math><mi>𝛅</mi></math>=<span>1D6C5</span></span>
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<span><math><mi>𝛆</mi></math>=<span>1D6C6</span></span>
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<span><math><mi>𝛇</mi></math>=<span>1D6C7</span></span>
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<span><math><mi>𝛈</mi></math>=<span>1D6C8</span></span>
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<span><math><mi>𝛉</mi></math>=<span>1D6C9</span></span>
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<span><math><mi>𝛊</mi></math>=<span>1D6CA</span></span>
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<span><math><mi>𝛋</mi></math>=<span>1D6CB</span></span>
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<span><math><mi>𝛌</mi></math>=<span>1D6CC</span></span>
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<span><math><mi>𝛍</mi></math>=<span>1D6CD</span></span><br/>
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<span><math><mi>𝛎</mi></math>=<span>1D6CE</span></span>
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<span><math><mi>𝛏</mi></math>=<span>1D6CF</span></span>
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<span><math><mi>𝛐</mi></math>=<span>1D6D0</span></span>
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<span><math><mi>𝛑</mi></math>=<span>1D6D1</span></span>
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<span><math><mi>𝛒</mi></math>=<span>1D6D2</span></span>
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<span><math><mi>𝛓</mi></math>=<span>1D6D3</span></span>
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<span><math><mi>𝛔</mi></math>=<span>1D6D4</span></span>
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<span><math><mi>𝛕</mi></math>=<span>1D6D5</span></span>
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<span><math><mi>𝛖</mi></math>=<span>1D6D6</span></span>
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<span><math><mi>𝛗</mi></math>=<span>1D6D7</span></span><br/>
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<span><math><mi>𝛘</mi></math>=<span>1D6D8</span></span>
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<span><math><mi>𝛙</mi></math>=<span>1D6D9</span></span>
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<span><math><mi>𝛚</mi></math>=<span>1D6DA</span></span>
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<span><math><mi>𝛝</mi></math>=<span>1D6DD</span></span>
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<span><math><mi>𝛟</mi></math>=<span>1D6DF</span></span>
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<span><math><mi>𝛡</mi></math>=<span>1D6E1</span></span>
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<span><math><mi>𝟊</mi></math>=<span>1D7CA</span></span>
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<span><math><mi>𝟋</mi></math>=<span>1D7CB</span></span>
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<span><math><mi>𝛞</mi></math>=<span>1D6DE</span></span>
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<span><math><mi>𝛠</mi></math>=<span>1D6E0</span></span><br/>
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<span><math><mi>𝚹</mi></math>=<span>1D6B9</span></span>
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<span><math><mi>𝛜</mi></math>=<span>1D6DC</span></span>
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</body>
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</html>
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