@charset "UTF-8";
.event_wrap .inner {width:750px; height:auto;} /* 최소 750px */
/* background */
.event_wrap .bg_01 {background:#f5f5f5 url('https://contents.kyobobook.co.kr/pmtn/2025/book/250117_mathmatics/bnD6_ebg_01_v2.jpg') no-repeat 50% 0;}
.event_wrap .bg_02 { padding:100px 0 90px; background-color:#80c5ff;}
.event_wrap .bg_03 { padding-bottom:80px; background:#151515 url('https://contents.kyobobook.co.kr/pmtn/2025/book/250117_mathmatics/bnD6_ebg_02.jpg') no-repeat 50% 0;}

/* tab */
.event_wrap .eBtnWrap {
    display: flex;
    margin:0 auto 25px;
    width:680px;
    justify-content: space-around;
}

.event_wrap .eTabBtn {
    display: block;
    width:215px;
    height:106px;
    background-repeat: no-repeat;
    background-position: center;
    cursor: pointer;
    background-size: 215px 106px;
}

.event_wrap .eTabBtn.on {
    background-size: 215px 106px;
}

.event_wrap .eTabBtn:nth-child(1) {
    background-image: url('https://contents.kyobobook.co.kr/pmtn/2025/book/250117_mathmatics/bnD6_tab_01_off_v2.png');
}

.event_wrap .eTabBtn:nth-child(2) {
    background-image: url('https://contents.kyobobook.co.kr/pmtn/2025/book/250117_mathmatics/bnD6_tab_02_off_v2.png');
}

.event_wrap .eTabBtn:nth-child(3) {
    background-image: url('https://contents.kyobobook.co.kr/pmtn/2025/book/250117_mathmatics/bnD6_tab_03_off_v2.png');
}

.event_wrap .eTabBtn:nth-child(1).on {
    background-image: url('https://contents.kyobobook.co.kr/pmtn/2025/book/250117_mathmatics/bnD6_tab_01_on_v2.png');
}

.event_wrap .eTabBtn:nth-child(2).on {
    background-image: url('https://contents.kyobobook.co.kr/pmtn/2025/book/250117_mathmatics/bnD6_tab_02_on_v2.png');
}

.event_wrap .eTabBtn:nth-child(3).on {
    background-image: url('https://contents.kyobobook.co.kr/pmtn/2025/book/250117_mathmatics/bnD6_tab_03_on_v2.png');
}


.event_wrap .eTabCon {
    display: none;
}

.event_wrap .eTabCon.on {
    display: block;
}

/* 추천도서 swiper */
.event_wrap .eRecommSwiper {
    position: relative;
    display: block;
    margin:0 auto;
    width:680px;
    height:2050px;
    overflow: hidden;
}

.event_wrap .eRecommSwiper.evtSwiper_02 {
    height:1560px;
}

.event_wrap .eRecommSwiper.evtSwiper_05 {
    height:1682px;
}

.event_wrap .eRecommSwiper .swiper-button-next,.event_wrap .eRecommSwiper .swiper-button-prev {
    margin-top:0;
    top:34px;
    width:21px;
    height:34px;
    background-color: transparent;
    background-size: 21px 34px;
    border-radius: 0;
}

.event_wrap .eRecommSwiper .swiper-button-next {
    right:72px;
    background-image: url('https://contents.kyobobook.co.kr/pmtn/2025/book/250117_mathmatics/bnD6_arrow.png');
}

.event_wrap .eRecommSwiper .swiper-button-prev {
    left:72px;
    background-image: url('https://contents.kyobobook.co.kr/pmtn/2025/book/250117_mathmatics/bnD6_arrow.png');
}

.event_wrap .eRecommSwiper .swiper-pagination {
    bottom:0;
}

.event_wrap .eRecommSwiper .swiper-pagination-bullet {
    width:12px;
    height:12px;
    background-color: #d5ecff;
    opacity: 1;
}

.event_wrap .eRecommSwiper .swiper-pagination-bullet-active {
    background-color: #000;
}

/* best 도서 swiper */
.event_wrap .eBestContainer {
    display: block;
    margin:0 auto;
    padding: 80px 0;
    width:680px;
    height:362px;
    background: url('https://contents.kyobobook.co.kr/pmtn/2025/book/250117_mathmatics/bnD6_slide_bg.png') no-repeat 50% 0;
}

.event_wrap .eBestSwiper {
    position: relative;
    display: block;
    margin:0 auto;
    width:590px;
    height:360px;
    overflow: hidden;
}

.event_wrap .eBestSwiper .swiper-slide {
    width:180px;
    height:350px;
}

.event_wrap .eBestSwiper .swiper-slide img {
    width:180px;
    height:246px;
    border:1px solid #ccc;
    border-radius: 10px;
}

.event_wrap .eBestSwiper .swiper-slide p {
    padding-top:10px;
    width:100%;
    color:#fff;
    font-size: 24px;
    line-height: 1.2;
    font-weight: 700;
    font-family: 'Noto Sans KR';
    text-align: center;
}

.event_wrap .eBestSwiper .swiper-scrollbar {
    left:50%;
    bottom:0;
    width:380px;
    height:10px;
    background-color: #8b8b8b;
    transform: translateX(-50%);
}

.event_wrap .eBestSwiper .swiper-scrollbar-drag {
    background-image: url('https://contents.kyobobook.co.kr/pmtn/2025/book/250117_mathmatics/bnD6_drag.png');
}

/* btn,link */
.event_wrap .e_btn a{display: block;}
/* .event_wrap .eMap a{background:rgba(240, 47, 13, .5);}작업 완료 후 삭제 */
.event_wrap .eMap .ebtn_01_01{
    left: 11%;
    top: 47.8%;
    width: 33%;
    height: 3%;
}
.event_wrap .eMap .ebtn_01_02{
    left: 11%;
    top: 66%;
    width: 33%;
    height: 3%;
}
.event_wrap .eMap .ebtn_01_03{
    left: 11%;
    top: 91%;
    width: 33%;
    height: 3%;
}
.event_wrap .eMap .ebtn_01_04{
    left: 49%;
    top: 44.8%;
    width: 17%;
    height: 7%;
}
.event_wrap .eMap .ebtn_01_05{
    left: 48%;
    top: 63%;
    width: 17%;
    height: 8%;
}
.event_wrap .eMap .ebtn_01_06{
    left: 48%;
    top: 85%;
    width: 17%;
    height: 8%;
}
.event_wrap .eMap [class^="ebtn_02"] {
    left:10%;
    width:220px;
    height:360px;
}
.event_wrap .eMap .ebtn_02_01{top: 11%;}
.event_wrap .eMap .ebtn_02_02{top: 36%;}
.event_wrap .eMap .ebtn_02_03{top: 63%;}
.event_wrap .eMap .ebtn_02_04{top: 33%;}
.event_wrap .eMap .ebtn_02_05{top: 60%;}
.event_wrap .eMap .ebtn_02_06{top: 66.5%;}
.event_wrap .eMap .ebtn_02_07{top: 15%;}
.event_wrap .eMap .ebtn_02_08{top: 42.5%;}
.event_wrap .eMap .ebtn_02_09{top: 68%;}
.event_wrap .eMap .ebtn_02_10{top: 40.5%;}
.event_wrap .eMap .ebtn_02_11{top: 66%;}
.event_wrap .eMap .ebtn_02_12{top: 14%;}
.event_wrap .eMap .ebtn_02_13{top: 69.5%;}

/* slider */ 
.flexslider {border: 0px solid #000; box-shadow: 0 0 0 transparent;}
/* notice */
.e_notice p, .e_notice ul li{color:#000;}
.e_notice ul li:before{background-color:#000;}