MediaWiki:Yellix.css

/* latin */ @font-face { font-family: 'onezero-reckless-neue'; font-weight: 600; font-style: normal; src: url('https://glyph.medium.com/font/34f5cb7/0-3j_4g_6bu_6c4_6c8_6c9_6cc_6cd_6ci_6cm/reckless-neue-600-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: 'onezero-reckless-neue'; font-weight: 600; font-style: normal; src: url('https://glyph.medium.com/font/34f5cb7/3k-4f_4h-6bt_6bv-6c3_6c5-6c7_6ca-6cb_6ce-6ch_6cj-6cl_6cn-nvnj/reckless-neue-600-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: 'onezero-yellix'; font-weight: 400; font-style: normal; src: url('https://glyph.medium.com/font/715de6e/3k-4f_4h-6bt_6bv-6c3_6c5-6c7_6ca-6cb_6ce-6ch_6cj-6cl_6cn-nvnj/yellix-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: 'onezero-yellix'; 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: 'onezero-yellix'; font-weight: 500; font-style: normal; src: url('https://glyph.medium.com/font/deae8cc/3k-4f_4h-6bt_6bv-6c3_6c5-6c7_6ca-6cb_6ce-6ch_6cj-6cl_6cn-nvnj/yellix-500-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: 'onezero-yellix'; font-weight: 500; 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: 'onezero-yellix-alt'; font-weight: 400; font-style: normal; src: url('https://glyph.medium.com/font/b28b459/0-3j_4g_6bu_6c4_6c8_6c9_6cc_6cd_6ci_6cm/yellix-alt-400-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: 'onezero-yellix-alt'; font-weight: 400; font-style: normal; src: url('https://glyph.medium.com/font/b28b459/3k-4f_4h-6bt_6bv-6c3_6c5-6c7_6ca-6cb_6ce-6ch_6cj-6cl_6cn-nvnj/yellix-alt-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; }

/* rest */ @font-face { font-family: 'onezero-yellix-alt'; font-weight: 500; font-style: normal; src: url('https://glyph.medium.com/font/6d609d2/3k-4f_4h-6bt_6bv-6c3_6c5-6c7_6ca-6cb_6ce-6ch_6cj-6cl_6cn-nvnj/yellix-alt-500-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: 'onezero-yellix-alt'; font-weight: 500; 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: 'onezero-yellix-alt'; font-weight: 600; font-style: normal; src: url('https://glyph.medium.com/font/6d96e70/0-3j_4g_6bu_6c4_6c8_6c9_6cc_6cd_6ci_6cm/yellix-alt-600-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: 'onezero-yellix-alt'; font-weight: 600; font-style: normal; src: url('https://glyph.medium.com/font/6d96e70/3k-4f_4h-6bt_6bv-6c3_6c5-6c7_6ca-6cb_6ce-6ch_6cj-6cl_6cn-nvnj/yellix-alt-600-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; }