MediaWiki:Gadget-fall-variables.css


 * root {

--th-color-primary: hsl(34 80% 31%) !important; --th-color-secondary: hsl(43 58% 78%) !important; --th-color-tertiary: hsl(47 92% 95%) !important; --th-color-shadow: hsl(32 100% 89%); --th-background: hsl(36 100% 93%) url(https://dodo.ac/np/images/9/9e/Nookipedia_-_Leaf_Background_Autumn.jpg) top left repeat; --th-leaves: url(https://dodo.ac/np/images/e/ef/Nookipedia_-_Grass_Banner_-_Autumn.png); --th-list: url(https://dodo.ac/np/images/8/80/Leaf_Icon_%28Brown%29.png); --th-nookipedia-text-main-page: url(https://dodo.ac/np/images/e/ed/Nookipedia_Logo_Outlined_%28Autumn%29.png); --th-discord: url(https://dodo.ac/np/images/b/b9/Discord_Icon_Stylized_%28Autumn%29.png); --th-twitter: url(https://dodo.ac/np/images/3/3d/Twitter_Icon_Stylized_%28Autumn%29.png); --th-instagram: url(https://dodo.ac/np/images/e/ef/Instagram_Icon_Stylized_%28Autumn%29.png); --th-facebook: url(https://dodo.ac/np/images/a/a3/Facebook_Icon_Stylized_%28Autumn%29.png); --nookipedia-bg-color: var(--th-color-tertiary); --border: none; --height: unset; --p-personal-color: transparent; --th-p-text-color: hsl(0 0% 100%); --th-nookipedia-footer: url(https://dodo.ac/np/images/1/1d/Nookipedia_-_Ocean_Footer.png); --th-footer-size: unset;

--sidebar-color: var(--th-color-primary); --sidebar-text: var(--th-color-tertiary); --sidebar-background: var(--th-color-tertiary);

--text-color: hsl(210 3% 13%); --link-color: hsl(217 93% 35%); --link-color-visited: hsl(245 100% 25%); --editor-color: hsl(0 0% 0%); --editor-background: hsl(210 17% 98%); --editor-background-2: hsl(220 17% 93%); --editor-border: hsl(220 17% 93%); --editor-border-2: 	hsl(213 9% 80%); --ace-gutter: hsl(0 0% 94%); --ace-gutter-active: hsl(0 0% 86%); --brightness: unset; --selection: unset;; --cell-background: hsl(0 100% 100%) --th-rc-background: hsl(210 17% 98%); --th-rc-border: hsl(212 9% 66%); --th-img-thumbnail: hsl(34 69% 90%); --vector-legacy-hnav: 50px; --vector-legacy-hcon: 10px; --vector-hnav: 50px; --vector-hcon: -19px; --th-logo: url(https://dodo.ac/np/images/3/31/Nookipedia_Logo_-_Leaf_and_Text_%28Autumn%29.svg); --th-nookipedia-text: url(data:image/png;base64,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);

--th-discord-sidebar: url('data:image/svg+xml;utf8,<path d="M5 0a5 5 0 0 0-5 5v14a5 5 0 0 0 5 5h14a5 5 0 0 0 5-5V5a5 5 0 0 0-5-5H5zm4.625 5.686c.022-.003.044.006.055.025a8.72 8.72 0 0 1 .428.861 12.62 12.62 0 0 1 3.789 0c.113-.266.274-.602.42-.861.011-.02.031-.029.053-.025 1.184.205 2.319.56 3.375 1.045.009.004.017.01.021.02 1.872 2.753 2.795 5.859 2.449 9.434-.001.015-.009.03-.021.039-1.418 1.041-2.79 1.673-4.145 2.092-.022.007-.046-.001-.059-.02-.313-.435-.597-.895-.846-1.377-.014-.028-.002-.063.027-.074.451-.17.882-.374 1.295-.615.033-.019.034-.066.004-.088l-.258-.201c-.016-.013-.037-.016-.055-.008-2.68 1.238-5.616 1.238-8.328 0a.05.05 0 0 0-.053.008l-.258.201c-.03.022-.027.069.006.088.413.237.842.444 1.293.615.029.011.042.046.027.074-.244.483-.527.942-.846 1.377-.014.018-.037.026-.059.02-1.348-.419-2.721-1.051-4.139-2.092-.012-.009-.02-.024-.021-.039-.289-3.092.301-6.224 2.449-9.434.005-.009.012-.016.021-.02 1.057-.485 2.189-.841 3.373-1.045zm-.373 5.273c-.83 0-1.49.751-1.49 1.672s.674 1.67 1.49 1.67c.83 0 1.488-.749 1.488-1.67.013-.914-.652-1.672-1.488-1.672zm5.506 0c-.83 0-1.488.751-1.488 1.672s.672 1.67 1.488 1.67c.836 0 1.49-.749 1.49-1.67.013-.914-.654-1.672-1.49-1.672z"/> '); --th-twitter-sidebar: url('data:image/svg+xml;utf8,<path d="M19 0h-14c-2.761 0-5 2.239-5 5v14c0 2.761 2.239 5 5 5h14c2.762 0 5-2.239 5-5v-14c0-2.761-2.238-5-5-5zm-.139 9.237c.209 4.617-3.234 9.765-9.33 9.765-1.854 0-3.579-.543-5.032-1.475 1.742.205 3.48-.278 4.86-1.359-1.437-.027-2.649-.976-3.066-2.28.515.098 1.021.069 1.482-.056-1.579-.317-2.668-1.739-2.633-3.26.442.246.949.394 1.486.411-1.461-.977-1.875-2.907-1.016-4.383 1.619 1.986 4.038 3.293 6.766 3.43-.479-2.053 1.08-4.03 3.199-4.03.943 0 1.797.398 2.395 1.037.748-.147 1.451-.42 2.086-.796-.246.767-.766 1.41-1.443 1.816.664-.08 1.297-.256 1.885-.517-.439.656-.996 1.234-1.639 1.697z"/> '); --th-instagram-sidebar: url('data:image/svg+xml;utf8,<path d="M15.233 5.488c-.843-.038-1.097-.046-3.233-.046s-2.389.008-3.232.046c-2.17.099-3.181 1.127-3.279 3.279-.039.844-.048 1.097-.048 3.233s.009 2.389.047 3.233c.099 2.148 1.106 3.18 3.279 3.279.843.038 1.097.047 3.233.047 2.137 0 2.39-.008 3.233-.046 2.17-.099 3.18-1.129 3.279-3.279.038-.844.046-1.097.046-3.233s-.008-2.389-.046-3.232c-.099-2.153-1.111-3.182-3.279-3.281zm-3.233 10.62c-2.269 0-4.108-1.839-4.108-4.108 0-2.269 1.84-4.108 4.108-4.108s4.108 1.839 4.108 4.108c0 2.269-1.839 4.108-4.108 4.108zm4.271-7.418c-.53 0-.96-.43-.96-.96s.43-.96.96-.96.96.43.96.96-.43.96-.96.96zm-1.604 3.31c0 1.473-1.194 2.667-2.667 2.667s-2.667-1.194-2.667-2.667c0-1.473 1.194-2.667 2.667-2.667s2.667 1.194 2.667 2.667zm4.333-12h-14c-2.761 0-5 2.239-5 5v14c0 2.761 2.239 5 5 5h14c2.762 0 5-2.239 5-5v-14c0-2.761-2.238-5-5-5zm.952 15.298c-.132 2.909-1.751 4.521-4.653 4.654-.854.039-1.126.048-3.299.048s-2.444-.009-3.298-.048c-2.908-.133-4.52-1.748-4.654-4.654-.039-.853-.048-1.125-.048-3.298 0-2.172.009-2.445.048-3.298.134-2.908 1.748-4.521 4.654-4.653.854-.04 1.125-.049 3.298-.049s2.445.009 3.299.048c2.908.133 4.523 1.751 4.653 4.653.039.854.048 1.127.048 3.299 0 2.173-.009 2.445-.048 3.298z"/> '); --th-facebook-sidebar: url('data:image/svg+xml;utf8, '); }