<html><head><meta name="color-scheme" content="light dark"></head><body><pre style="word-wrap: break-word; white-space: pre-wrap;">/* 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: 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;
}

/* 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;
}</pre></body></html>