/* latin */
@font-face {
  font-family: 'medium-content-serif-font';
  font-weight: 400;
  font-style: italic;
  src: url('https://glyph.medium.com/font/81d2bf1/0-3j_4g_6bu_6c4_6c8_6c9_6cc_6cd_6ci_6cm/charter-400-italic.woff') format('woff');
  unicode-range: U+0-7F,U+A0,U+200A,U+2014,U+2018,U+2019,U+201C,U+201D,U+2022,U+2026;
}

/* rest */
@font-face {
  font-family: 'medium-content-serif-font';
  font-weight: 400;
  font-style: italic;
  src: url('https://glyph.medium.com/font/81d2bf1/3k-4f_4h-6bt_6bv-6c3_6c5-6c7_6ca-6cb_6ce-6ch_6cj-6cl_6cn-nvnj/charter-400-italic.woff') format('woff');
  unicode-range: U+80-9F,U+A1-2009,U+200B-2013,U+2015-2017,U+201A-201B,U+201E-2021,U+2023-2025,U+2027-10FFFF;
}

/* rest */
@font-face {
  font-family: 'medium-content-serif-font';
  font-weight: 400;
  font-style: normal;
  src: url('https://glyph.medium.com/font/be78681/3k-4f_4h-6bt_6bv-6c3_6c5-6c7_6ca-6cb_6ce-6ch_6cj-6cl_6cn-nvnj/charter-400-normal.woff') format('woff');
  unicode-range: U+80-9F,U+A1-2009,U+200B-2013,U+2015-2017,U+201A-201B,U+201E-2021,U+2023-2025,U+2027-10FFFF;
}

/* latin */
@font-face {
  font-family: 'medium-content-serif-font';
  font-weight: 400;
  font-style: normal;
  src: url('data:font/opentype;base64,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') format('woff');
  unicode-range: U+0-7F,U+A0,U+200A,U+2014,U+2018,U+2019,U+201C,U+201D,U+2022,U+2026;
}

/* latin */
@font-face {
  font-family: 'medium-content-serif-font';
  font-weight: 700;
  font-style: italic;
  src: url('https://glyph.medium.com/font/77a0c0c/0-3j_4g_6bu_6c4_6c8_6c9_6cc_6cd_6ci_6cm/charter-700-italic.woff') format('woff');
  unicode-range: U+0-7F,U+A0,U+200A,U+2014,U+2018,U+2019,U+201C,U+201D,U+2022,U+2026;
}

/* rest */
@font-face {
  font-family: 'medium-content-serif-font';
  font-weight: 700;
  font-style: italic;
  src: url('https://glyph.medium.com/font/77a0c0c/3k-4f_4h-6bt_6bv-6c3_6c5-6c7_6ca-6cb_6ce-6ch_6cj-6cl_6cn-nvnj/charter-700-italic.woff') format('woff');
  unicode-range: U+80-9F,U+A1-2009,U+200B-2013,U+2015-2017,U+201A-201B,U+201E-2021,U+2023-2025,U+2027-10FFFF;
}

/* latin */
@font-face {
  font-family: 'medium-content-serif-font';
  font-weight: 700;
  font-style: normal;
  src: url('https://glyph.medium.com/font/f50d520/0-3j_4g_6bu_6c4_6c8_6c9_6cc_6cd_6ci_6cm/charter-700-normal.woff') format('woff');
  unicode-range: U+0-7F,U+A0,U+200A,U+2014,U+2018,U+2019,U+201C,U+201D,U+2022,U+2026;
}

/* rest */
@font-face {
  font-family: 'medium-content-serif-font';
  font-weight: 700;
  font-style: normal;
  src: url('https://glyph.medium.com/font/f50d520/3k-4f_4h-6bt_6bv-6c3_6c5-6c7_6ca-6cb_6ce-6ch_6cj-6cl_6cn-nvnj/charter-700-normal.woff') format('woff');
  unicode-range: U+80-9F,U+A1-2009,U+200B-2013,U+2015-2017,U+201A-201B,U+201E-2021,U+2023-2025,U+2027-10FFFF;
}

/* rest */
@font-face {
  font-family: 'medium-content-sans-serif-font';
  font-weight: 400;
  font-style: normal;
  src: url('https://glyph.medium.com/font/50f4325/3k-4f_4h-6bt_6bv-6c3_6c5-6c7_6ca-6cb_6ce-6ch_6cj-6cl_6cn-nvnj/kievit-400-normal.woff') format('woff');
  unicode-range: U+80-9F,U+A1-2009,U+200B-2013,U+2015-2017,U+201A-201B,U+201E-2021,U+2023-2025,U+2027-10FFFF;
}

/* latin */
@font-face {
  font-family: 'medium-content-sans-serif-font';
  font-weight: 400;
  font-style: normal;
  src: 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') format('woff');
  unicode-range: U+0-7F,U+A0,U+200A,U+2014,U+2018,U+2019,U+201C,U+201D,U+2022,U+2026;
}

/* rest */
@font-face {
  font-family: 'medium-content-sans-serif-font';
  font-weight: 700;
  font-style: normal;
  src: url('https://glyph.medium.com/font/6b39c3b/3k-4f_4h-6bt_6bv-6c3_6c5-6c7_6ca-6cb_6ce-6ch_6cj-6cl_6cn-nvnj/kievit-700-normal.woff') format('woff');
  unicode-range: U+80-9F,U+A1-2009,U+200B-2013,U+2015-2017,U+201A-201B,U+201E-2021,U+2023-2025,U+2027-10FFFF;
}

/* latin */
@font-face {
  font-family: 'medium-content-sans-serif-font';
  font-weight: 700;
  font-style: normal;
  src: 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') format('woff');
  unicode-range: U+0-7F,U+A0,U+200A,U+2014,U+2018,U+2019,U+201C,U+201D,U+2022,U+2026;
}

/* latin */
@font-face {
  font-family: 'medium-content-slab-serif-font';
  font-weight: 300;
  font-style: italic;
  src: url('https://glyph.medium.com/font/ed5b9ea/0-3j_4g_6bu_6c4_6c8_6c9_6cc_6cd_6ci_6cm/kievit-slab-300-italic.woff') format('woff');
  unicode-range: U+0-7F,U+A0,U+200A,U+2014,U+2018,U+2019,U+201C,U+201D,U+2022,U+2026;
}

/* rest */
@font-face {
  font-family: 'medium-content-slab-serif-font';
  font-weight: 300;
  font-style: italic;
  src: url('https://glyph.medium.com/font/ed5b9ea/3k-4f_4h-6bt_6bv-6c3_6c5-6c7_6ca-6cb_6ce-6ch_6cj-6cl_6cn-nvnj/kievit-slab-300-italic.woff') format('woff');
  unicode-range: U+80-9F,U+A1-2009,U+200B-2013,U+2015-2017,U+201A-201B,U+201E-2021,U+2023-2025,U+2027-10FFFF;
}