._title_17u0e_1{font-size:3.25rem}._des_17u0e_5{margin-top:3rem;padding:.875rem 1.25rem;background:white;border-radius:.875rem;font-size:1.125rem;font-weight:400;color:#323443;line-height:2rem;display:flex;align-items:center}._des_17u0e_5 i{margin-right:.5rem;width:1.125rem;height:1.125rem;background-size:100% 100%;background-image:url(data:image/png;base64,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)}@media (max-width: 767px){._des_17u0e_5 i{margin-right:.25rem;height:1rem;width:1rem}}._borderImage_17u0e_26{display:flex;justify-content:center;align-items:center;position:absolute;top:0;left:50%;transform:translate(-50%,-50%);width:4.125rem;height:4.125rem;font-size:2rem;font-weight:400;color:#fff;line-height:2rem;--tw-text-opacity: 1;color:#0bc36b}@supports (color: rgb(0 0 0 / 0)){._borderImage_17u0e_26{color:rgb(11 195 107 / var(--tw-text-opacity))}}@media (max-width: 767px){._borderImage_17u0e_26{height:2rem;width:2rem;font-size:1rem}}._borderImage_17u0e_26{background-image:url(data:image/webp;base64,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);background-size:contain;background-position:center;background-repeat:no-repeat}._cards_17u0e_44{margin-top:2.5rem;display:flex;flex-wrap:wrap;max-width:75rem}._cards_17u0e_44 ._card_17u0e_44{display:flex;flex-direction:column;padding:1.5rem 1.5rem 0;margin-top:2.5rem;width:17.0625rem;height:12.5rem;background:rgba(255,255,255,.06);border-radius:.875rem;margin-right:1.25rem}._cards_17u0e_44 ._card_17u0e_44:nth-child(4n){margin-right:0}._businessNeedsWrapper_17u0e_66 ._businessNeedsCard_17u0e_67{box-shadow:0 .5rem 1rem -.5rem rgba(0,0,0,.1);position:relative}._businessNeedsWrapper_17u0e_66 ._businessNeedsCard_17u0e_67:before{position:absolute;top:0;left:0;display:block;height:.375rem;width:100%;border-radius:.5rem .5rem 0 0;--tw-content: "";content:"";content:var(--tw-content)}._businessNeedsWrapper_17u0e_66 ._businessNeedsCard_17u0e_67:nth-child(1) ._icon_17u0e_75{background-image:url(/_astro/b1.2e9153e1.svg);background-size:cover;background-repeat:no-repeat}._businessNeedsWrapper_17u0e_66 ._businessNeedsCard_17u0e_67:nth-child(1):before{background:linear-gradient(90deg,#21d3d5 0%,#009dff 100%)}._businessNeedsWrapper_17u0e_66 ._businessNeedsCard_17u0e_67:nth-child(2) ._icon_17u0e_75{background-image:url(/_astro/b2.7b450ee2.svg);background-size:cover;background-repeat:no-repeat}._businessNeedsWrapper_17u0e_66 ._businessNeedsCard_17u0e_67:nth-child(2):before{--tw-bg-opacity: 1;background-color:#009dff;background-color:rgba(0,157,255,var(--tw-bg-opacity))}._businessNeedsWrapper_17u0e_66 ._businessNeedsCard_17u0e_67:nth-child(3) ._icon_17u0e_75{background-image:url(/_astro/b3.a2c8f440.svg);background-size:cover;background-repeat:no-repeat}._businessNeedsWrapper_17u0e_66 ._businessNeedsCard_17u0e_67:nth-child(3):before{background:linear-gradient(90deg,#009dff 0%,#635bff 100%)}._businessNeedsWrapper_17u0e_66 ._businessNeedsCard_17u0e_67:nth-child(4) ._icon_17u0e_75{background-image:url(/_astro/b4.3db7d604.svg);background-size:cover;background-repeat:no-repeat}._businessNeedsWrapper_17u0e_66 ._businessNeedsCard_17u0e_67:nth-child(4):before{--tw-bg-opacity: 1;background-color:#635bff;background-color:rgba(99,91,255,var(--tw-bg-opacity))}._cardWrapper_2q8pj_1{position:relative;width:100%}._cardWrapper_2q8pj_1 ._swiper_2q8pj_3{width:100%;padding-bottom:3rem}._cardWrapper_2q8pj_1 ._swiper_2q8pj_3 .swiper-slide{margin-right:1.5rem;display:flex;height:26.25rem;width:23.75rem;align-items:center;justify-content:center;border-radius:1rem}._cardWrapper_2q8pj_1 ._swiper_2q8pj_3 .swiper-slide:last-child{margin-right:0}@media (max-width: 767px){._cardWrapper_2q8pj_1 ._swiper_2q8pj_3 .swiper-slide{margin-right:1rem;height:28.75rem;width:18.75rem;border-radius:.875rem}._cardWrapper_2q8pj_1 ._swiper_2q8pj_3 .swiper-slide:first-child{margin-left:1rem}}._cardWrapper_2q8pj_1 ._swiper_2q8pj_3 .swiper-pagination-bullet{height:.75rem;width:.75rem;border-radius:6.25rem;--tw-bg-opacity: 1;background-color:#d1ffeb;background-color:rgba(209,255,235,var(--tw-bg-opacity));opacity:1}@media (max-width: 767px){._cardWrapper_2q8pj_1 ._swiper_2q8pj_3 .swiper-pagination-bullet{height:.5rem;width:.5rem}}._cardWrapper_2q8pj_1 ._swiper_2q8pj_3 .swiper-pagination-bullet-active{height:.75rem;width:.75rem;border-radius:6.25rem;--tw-bg-opacity: 1;background-color:#0bc36b;background-color:rgba(11,195,107,var(--tw-bg-opacity))}@media (max-width: 767px){._cardWrapper_2q8pj_1 ._swiper_2q8pj_3 .swiper-pagination-bullet-active{height:.5rem;width:.5rem}}._cardWrapper_2q8pj_1 ._swiper_2q8pj_3 ._slide_2q8pj_23:nth-child(4n+1){background:radial-gradient(109.26% 137.05% at 97.26% 0%,#dceaff 0%,#f7faff 68.02%,#eef5ff 100%)}._cardWrapper_2q8pj_1 ._swiper_2q8pj_3 ._slide_2q8pj_23:nth-child(4n+1) ._caseTitle_2q8pj_26{--tw-text-opacity: 1;color:#50a4d8;color:rgba(80,164,216,var(--tw-text-opacity))}._cardWrapper_2q8pj_1 ._swiper_2q8pj_3 ._slide_2q8pj_23:nth-child(4n+2){background:radial-gradient(109.26% 137.05% at 97.26% 0%,#eeecff 0%,#f7f9ff 68.02%,#f0f0ff 100%)}._cardWrapper_2q8pj_1 ._swiper_2q8pj_3 ._slide_2q8pj_23:nth-child(4n+2) 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