/* latin-ext */ @font-face {
font-family: 'Open Sans'; font-style: normal; font-weight: 400; src: local('Open Sans Regular'), local('OpenSans-Regular'), url(https://static.igem.org/mediawiki/2017/8/82/U-WUoqrET9fUeobQW7jkRRJtnKITppOI_IvcXXDNrsc.woff) format('woff2'); unicode-range: U+0100-024F, U+1E00-1EFF, U+20A0-20AB, U+20AD-20CF, U+2C60-2C7F, U+A720-A7FF;
} /* latin */ @font-face {
font-family: 'Open Sans'; font-style: normal; font-weight: 400; src: local('Open Sans Regular'), local('OpenSans-Regular'), 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) format('woff2'); unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02C6, U+02DA, U+02DC, U+2000-206F, U+2074, U+20AC, U+2212, U+2215;
}