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#fff}.modal-back-drop{position:fixed;top:0;left:0;width:100%;height:100%;z-index:99999;background-color:hsla(0,0%,100%,.8);animation:fadeIn 1s}@keyframes fadeIn{0%{opacity:0}to{opacity:1}}@media only screen and (max-width:575px){.modal-back-drop{display:none}}.modal-back-drop .modal-wrapper{position:absolute;width:90%;height:568px;left:auto;top:98px;background:#fff;box-shadow:0 5px 40px rgba(0,0,0,.2);border-radius:16px;top:50%;left:50%;transform:translate(-50%,-50%)}@media only screen and (max-width:1399px){.modal-back-drop .modal-wrapper{width:95%}}@media only screen and (max-width:575px){.modal-back-drop .modal-wrapper{height:700px;display:none}}.modal-back-drop .modal-wrapper .close-text{cursor:pointer;position:absolute;right:0;top:0;bottom:20px;font-family:Lato;font-style:normal;font-weight:600;font-size:24px;line-height:29px;letter-spacing:.005em;color:#2b95f9}@media only screen and (max-width:1399px){.modal-back-drop .modal-wrapper .close-text{font-size:20px;top:-20px}}@media 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.mfl-bullet-item:before{content:"";position:absolute;left:7px;width:12px;height:12px;border-radius:50%;background-color:var(--color-white);border:2px solid var(--color-green);top:8px}.contentWrapper .mfl-accordions-answer .mfl-bullet-list .mfl-bullet-list-item{margin-bottom:15px;padding-left:30px;position:relative}.contentWrapper .sub-item-list{padding-left:140px}MathFactLab | null
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