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format('woff2');
  unicode-range: U+0301, U+0400-045F, U+0490-0491, U+04B0-04B1, U+2116;
}

@font-face {
  font-family: 'Russo One';
  font-style: normal;
  font-weight: 400;
  font-display: block;
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  font-style: normal;
  font-weight: 400;
  font-display: block;
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format('woff2');
  unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}

@font-face {
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  font-style: normal;
  font-weight: 300;
  font-display: swap;
  src: url(/_website/website-20261027-release205charts1/redesign/fonts/barlowcondensed-117411a43e4b.woff2?v=117411a43e4b) format('woff2');
  unicode-range: U+0102-0103, U+0110-0111, U+0128-0129, U+0168-0169, U+01A0-01A1, U+01AF-01B0, U+0300-0301, U+0303-0304, U+0308-0309, U+0323, U+0329, U+1EA0-1EF9, U+20AB;
}

@font-face {
  font-family: 'Barlow Condensed';
  font-style: normal;
  font-weight: 300;
  font-display: swap;
  src: url(/_website/website-20261027-release205charts1/redesign/fonts/barlowcondensed-7fb4d691ebb1.woff2?v=7fb4d691ebb1) format('woff2');
  unicode-range: U+0100-02BA, U+02BD-02C5, U+02C7-02CC, U+02CE-02D7, U+02DD-02FF, U+0304, U+0308, U+0329, U+1D00-1DBF, U+1E00-1E9F, U+1EF2-1EFF, U+2020, U+20A0-20AB, U+20AD-20C4, U+2113, U+2C60-2C7F, U+A720-A7FF;
}

@font-face {
  font-family: 'Barlow Condensed';
  font-style: normal;
  font-weight: 300;
  font-display: swap;
  src: url(/_website/website-20261027-release205charts1/redesign/fonts/barlowcondensed-8e0eaa0d5d89.woff2?v=8e0eaa0d5d89) format('woff2');
  unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+0304, U+0308, U+0329, U+2000-206F, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;
}

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  font-weight: 900;
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