text-editor-drcsystems/ext/equation.css

Text Editor Made with Love by DRC Systems

/**
 * Copyright (c) Meta Platforms, Inc. and affiliates.
 *
 * This source code is licensed under the MIT license found in the
 * LICENSE file in the root directory of this source tree.
 *
 *
 */

.EquationEditor_inlineEditor {
  padding: 0;
  margin: 0;
  border: 0;
  outline: 0;
  color: #8421a2;
  background-color: inherit;
  resize: none;
}

.EquationEditor_blockEditor {
  padding: 0;
  margin: 0;
  border: 0;
  outline: 0;
  color: #8421a2;
  background-color: inherit;
  resize: none;
  width: '100%';
}

.EquationEditor_inputBackground {
  background-color: #eee;
}

.EquationEditor_dollarSign {
  text-align: left;
  color: #b0b0b0;
}

/* stylelint-disable font-family-no-missing-generic-family-keyword */
@font-face {
  font-family: 'KaTeX_AMS';
  src: url(fonts/KaTeX_AMS-Regular.woff2) format('woff2'), url(fonts/KaTeX_AMS-Regular.woff) format('woff'), url(fonts/KaTeX_AMS-Regular.ttf) format('truetype');
  font-weight: normal;
  font-style: normal;
}
@font-face {
  font-family: 'KaTeX_Caligraphic';
  src: url(data:font/woff2;base64,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) 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format('woff'), url(fonts/KaTeX_Caligraphic-Bold.ttf) format('truetype');
  font-weight: bold;
  font-style: normal;
}
@font-face {
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) 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format('woff'), url(fonts/KaTeX_Caligraphic-Regular.ttf) format('truetype');
  font-weight: normal;
  font-style: normal;
}
@font-face {
  font-family: 'KaTeX_Fraktur';
  src: url(fonts/KaTeX_Fraktur-Bold.woff2) format('woff2'), url(fonts/KaTeX_Fraktur-Bold.woff) format('woff'), url(fonts/KaTeX_Fraktur-Bold.ttf) format('truetype');
  font-weight: bold;
  font-style: normal;
}
@font-face {
  font-family: 'KaTeX_Fraktur';
  src: url(fonts/KaTeX_Fraktur-Regular.woff2) format('woff2'), url(fonts/KaTeX_Fraktur-Regular.woff) format('woff'), url(fonts/KaTeX_Fraktur-Regular.ttf) format('truetype');
  font-weight: normal;
  font-style: normal;
}
@font-face {
  font-family: 'KaTeX_Main';
  src: url(fonts/KaTeX_Main-Bold.woff2) format('woff2'), url(fonts/KaTeX_Main-Bold.woff) format('woff'), url(fonts/KaTeX_Main-Bold.ttf) format('truetype');
  font-weight: bold;
  font-style: normal;
}
@font-face {
  font-family: 'KaTeX_Main';
  src: url(fonts/KaTeX_Main-BoldItalic.woff2) format('woff2'), url(fonts/KaTeX_Main-BoldItalic.woff) format('woff'), url(fonts/KaTeX_Main-BoldItalic.ttf) format('truetype');
  font-weight: bold;
  font-style: italic;
}
@font-face {
  font-family: 'KaTeX_Main';
  src: url(fonts/KaTeX_Main-Italic.woff2) format('woff2'), url(fonts/KaTeX_Main-Italic.woff) format('woff'), url(fonts/KaTeX_Main-Italic.ttf) format('truetype');
  font-weight: normal;
  font-style: italic;
}
@font-face {
  font-family: 'KaTeX_Main';
  src: url(fonts/KaTeX_Main-Regular.woff2) format('woff2'), url(fonts/KaTeX_Main-Regular.woff) format('woff'), url(fonts/KaTeX_Main-Regular.ttf) format('truetype');
  font-weight: normal;
  font-style: normal;
}
@font-face {
  font-family: 'KaTeX_Math';
  src: url(fonts/KaTeX_Math-BoldItalic.woff2) format('woff2'), url(fonts/KaTeX_Math-BoldItalic.woff) format('woff'), url(fonts/KaTeX_Math-BoldItalic.ttf) format('truetype');
  font-weight: bold;
  font-style: italic;
}
@font-face {
  font-family: 'KaTeX_Math';
  src: url(fonts/KaTeX_Math-Italic.woff2) format('woff2'), url(fonts/KaTeX_Math-Italic.woff) format('woff'), url(fonts/KaTeX_Math-Italic.ttf) format('truetype');
  font-weight: normal;
  font-style: italic;
}
@font-face {
  font-family: 'KaTeX_SansSerif';
  src: url(fonts/KaTeX_SansSerif-Bold.woff2) format('woff2'), url(fonts/KaTeX_SansSerif-Bold.woff) format('woff'), url(fonts/KaTeX_SansSerif-Bold.ttf) format('truetype');
  font-weight: bold;
  font-style: normal;
}
@font-face {
  font-family: 'KaTeX_SansSerif';
  src: url(fonts/KaTeX_SansSerif-Italic.woff2) format('woff2'), url(fonts/KaTeX_SansSerif-Italic.woff) format('woff'), url(fonts/KaTeX_SansSerif-Italic.ttf) format('truetype');
  font-weight: normal;
  font-style: italic;
}
@font-face {
  font-family: 'KaTeX_SansSerif';
  src: url(fonts/KaTeX_SansSerif-Regular.woff2) format('woff2'), url(fonts/KaTeX_SansSerif-Regular.woff) format('woff'), url(fonts/KaTeX_SansSerif-Regular.ttf) format('truetype');
  font-weight: normal;
  font-style: normal;
}
@font-face {
  font-family: 'KaTeX_Script';
  src: url(data:font/woff2;base64,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