/*!/wp-content/themes/outgrid-child/style.css*//*!
Theme Name: Outgrid Child
Theme URI: https://uicore.co
Description: Multi-Purpose Elementor WordPress Theme
Author: UiCore
Author URI: https://uicore.co
Template: outgrid
Version: 1.0.0
Text Domain: outgrid
*/
 .vote-badge{position:fixed;bottom:0;left:8.5rem;background-color:#170101;padding:20px 15px 8px;height:auto;width:auto;text-decoration:none;display:flex;flex-direction:column;-moz-box-align:center;align-items:center;-moz-box-pack:start;justify-content:start;row-gap:.5rem;border-top-left-radius:10px;border-top-right-radius:10px;z-index:290;box-shadow:rgb(0 0 0 / .4) 0 0 20px 10px;border:3px solid #ffb84e;border-bottom-width:0}.vote-badge,.vote-badge *{transition:all 0.5s ease-in-out}.vote-badge.hidden{bottom:-180px}.vote-badge .vote-badge-root{position:relative}.vote-badge .vote-badge-container,.vote-badge .vote-badge-glow-container,.vote-badge .vote-badge-glow{position:absolute;top:-12px;right:-12px;bottom:-12px;left:-12px}.vote-badge .vote-badge-root .vote-badge-container{width:6.9rem;height:6.9rem;-webkit-mask-image:url(data:image/png;base64,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);-webkit-mask-repeat:no-repeat;-webkit-mask-size:100%}.vote-badge .vote-badge-root .vote-badge-container 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);-webkit-mask-repeat:no-repeat;-webkit-mask-size:100%}.vote-badge .vote-badge-glow{animation-name:rotate;animation-duration:6s;animation-timing-function:linear;animation-iteration-count:infinite;background:radial-gradient(rgb(255 201 109 / .178) 0%,#fff0 6%,rgb(255 201 109 / .178) 10%,#ffb84e 26%,rgb(255 201 109 / .178) 35%,#ffb84e 40%,rgb(255 201 109 / .178) 60%,#ffb84e 82%,rgb(255 201 109 / .178) 100%)}.vote-badge:hover .vote-badge-root .vote-badge-container{width:10.5rem;height:10.5rem;top:-10px}.vote-badge:hover span{font-size:20px}@keyframes rotate{to{transform:rotate(1turn)}}.vote-badge img{position:relative;width:0;min-width:100%;min-height:100%;top:2px}.vote-badge span{font-weight:700;font-size:12px;letter-spacing:.04em;text-transform:uppercase;color:#ffb84e;text-align:center;width:100%;display:inline-block}@media screen and (max-width:1180px){.vote-badge{bottom:7rem;left:0;border-top-left-radius:0;border-top-right-radius:10px;border-bottom-right-radius:10px;border-width:2px;border-left-width:0}.vote-badge img{top:-1px}.vote-badge.hidden{bottom:5rem;left:-140px}.vote-badge .vote-badge-root .vote-badge-container{width:5.9rem;height:5.9rem}.vote-badge span{font-size:10px}}