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");
}

.b-content{
    margin: 0 auto;
    flex-shrink: 0;
    display: flex;
    align-items: center;
}

.b-icon-android{
    margin-right: 8px;
    width: 18px;
    height: 20px;
    background-image: url("data:image/svg+xml,%3Csvg width='19' height='21' viewBox='0 0 19 21' fill='none' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0.312628 0.344727C0.0781569 0.582046 0 0.977578 0 1.45222V18.9347C0 19.4094 0.156314 19.8049 0.390786 20.0422L0.468943 20.1213L10.1604 10.3121V10.1539L0.312628 0.344727Z' fill='url(%23paint0_linear)'/%3E%3Cpath d='M13.286 13.6352L10.0815 10.3918V10.1545L13.286 6.91113L13.3641 6.99024L17.1939 9.20522C18.2881 9.83807 18.2881 10.8665 17.1939 11.4993L13.286 13.6352Z' fill='url(%23paint1_linear)'/%3E%3Cpath d='M13.3643 13.5557L10.0817 10.2333L0.312012 20.1216C0.702798 20.5171 1.2499 20.5171 1.95331 20.2007L13.3643 13.5557Z' fill='url(%23paint2_linear)'/%3E%3Cpath d='M13.3643 6.91097L1.95331 0.345126C1.2499 -0.0504064 0.702798 0.0287001 0.312012 0.424233L10.0817 10.2334L13.3643 6.91097Z' fill='url(%23paint3_linear)'/%3E%3Cpath opacity='0.2' d='M13.2861 13.4769L1.95331 19.9637C1.32806 20.3592 0.780955 20.2801 0.390169 19.9637L0.312012 20.0428L0.390169 20.1219C0.780955 20.4383 1.32806 20.5174 1.95331 20.1219L13.2861 13.4769Z' fill='black'/%3E%3Cpath opacity='0.2' d='M0.312628 19.9634C0.0781569 19.7261 0 19.3305 0 18.8559V18.935C0 19.4096 0.156314 19.8052 0.390786 20.0425V19.9634H0.312628ZM17.1946 11.2617L13.2867 13.4766L13.3649 13.5557L17.1946 11.3408C17.7417 11.0243 17.9762 10.6288 17.9762 10.2333C17.9762 10.6288 17.6635 10.9452 17.1946 11.2617Z' fill='black'/%3E%3Cpath opacity='0.2' d='M1.95491 0.424119L17.1956 9.20494C17.6645 9.52136 17.9771 9.83779 17.9771 10.2333C17.9771 9.83779 17.7427 9.44226 17.1956 9.12583L1.95491 0.345013C0.860705 -0.287839 0.000976562 0.1868 0.000976562 1.4525V1.53161C0.000976562 0.345013 0.860705 -0.208732 1.95491 0.424119Z' fill='white'/%3E%3Cdefs%3E%3ClinearGradient id='paint0_linear' x1='9.22255' y1='1.30191' x2='-4.05291' y2='14.4173' gradientUnits='userSpaceOnUse'%3E%3Cstop stop-color='%2300A0FF'/%3E%3Cstop offset='0.007' stop-color='%2300A1FF'/%3E%3Cstop offset='0.26' stop-color='%2300BEFF'/%3E%3Cstop offset='0.512' stop-color='%2300D2FF'/%3E%3Cstop offset='0.76' stop-color='%2300DFFF'/%3E%3Cstop offset='1' stop-color='%2300E3FF'/%3E%3C/linearGradient%3E%3ClinearGradient id='paint1_linear' x1='18.6273' y1='10.2344' x2='-0.284449' y2='10.2344' gradientUnits='userSpaceOnUse'%3E%3Cstop stop-color='%23FFE000'/%3E%3Cstop offset='0.409' stop-color='%23FFBD00'/%3E%3Cstop offset='0.775' stop-color='%23FFA500'/%3E%3Cstop offset='1' stop-color='%23FF9C00'/%3E%3C/linearGradient%3E%3ClinearGradient id='paint2_linear' x1='11.5877' y1='12.0496' x2='-6.41399' y2='29.8353' gradientUnits='userSpaceOnUse'%3E%3Cstop stop-color='%23FF3A44'/%3E%3Cstop offset='1' stop-color='%23C31162'/%3E%3C/linearGradient%3E%3ClinearGradient id='paint3_linear' x1='-2.11321' y1='-5.44863' x2='5.9258' y2='2.4939' gradientUnits='userSpaceOnUse'%3E%3Cstop stop-color='%2332A071'/%3E%3Cstop offset='0.069' stop-color='%232DA771'/%3E%3Cstop offset='0.476' stop-color='%2315CF74'/%3E%3Cstop offset='0.801' stop-color='%2306E775'/%3E%3Cstop offset='1' stop-color='%2300F076'/%3E%3C/linearGradient%3E%3C/defs%3E%3C/svg%3E%0A");
}

.b-icon-ios{
    margin-right: 8px;
    width: 18px;
    height: 20px;
    background-image: url("data:image/svg+xml,%3Csvg width='19' height='23' viewBox='0 0 19 23' fill='none' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath fill-rule='evenodd' clip-rule='evenodd' d='M16.633 19.6929C16.2394 20.3421 15.8458 20.829 15.3711 21.281C14.8386 21.7563 14.6881 22.1737 13.4609 22.3362C12.5927 22.4985 11.8402 22.1737 11.5508 22.0463C10.6825 21.6404 10.2308 21.513 9.71002 21.513C9.20064 21.513 8.77229 21.6406 7.9156 22.0347C7.64933 22.1737 6.93156 22.4869 6.05171 22.3246C5.14871 22.1623 4.68563 21.8145 4.3499 21.5246C3.65528 20.9102 3.13432 20.3305 2.65967 19.6581L16.633 19.6929Z' fill='%231E71B8'/%3E%3Cpath fill-rule='evenodd' clip-rule='evenodd' d='M0.703613 8.7719C1.10881 7.85602 1.64135 7.24156 2.17388 6.8126C3.52839 5.69963 5.73958 5.63007 6.75835 5.89672C7.59189 6.1054 8.18232 6.61551 9.12005 6.61551C10.1041 6.61551 10.6712 6.11699 11.447 5.89672C12.4658 5.64166 14.6886 5.72282 16.1357 6.83579C16.564 7.16041 16.9575 7.60096 17.1774 7.84442C16.6566 8.22701 16.3439 8.50525 16.0892 8.7719H0.703613Z' fill='white'/%3E%3Cpath fill-rule='evenodd' clip-rule='evenodd' d='M16.0893 8.77185C15.8462 9.0385 15.6725 9.29356 15.4757 9.65295C15.2443 10.0703 14.9663 10.6384 14.8969 11.4963H0.0205078C0.0320848 11.3572 0.0436617 11.2065 0.0668156 11.0558C0.205739 10.1399 0.425701 9.3863 0.703547 8.77185H16.0893Z' fill='%23FFF22D'/%3E%3Cpath fill-rule='evenodd' clip-rule='evenodd' d='M14.8971 11.4963C14.8855 11.759 14.8855 12.022 14.8971 12.2847C14.9318 12.9223 15.1518 13.6295 15.4412 14.1976L0.310175 14.1628C0.10179 13.247 -0.0139793 12.3079 0.0207516 11.4963H14.8971Z' fill='%23E0922F'/%3E%3Cpath fill-rule='evenodd' clip-rule='evenodd' d='M15.4424 14.2324C15.5609 14.4784 15.7044 14.7115 15.8708 14.928C16.8664 16.2033 17.2947 16.2033 18.0704 16.5975C18.0127 16.7364 17.9664 16.8641 17.9083 16.9801L1.19137 16.9453C0.867216 16.2381 0.531485 15.241 0.311523 14.1976L15.4424 14.2324Z' fill='%23CC2229'/%3E%3Cpath fill-rule='evenodd' clip-rule='evenodd' d='M17.9074 17.0149C17.4213 18.151 17.0275 18.9856 16.6339 19.6582L2.6607 19.6234C2.19762 18.9394 1.78085 18.1857 1.3062 17.2466C1.27147 17.1654 1.22516 17.0727 1.19043 16.9801L17.9074 17.0149Z' fill='%235A308D'/%3E%3Cpath fill-rule='evenodd' clip-rule='evenodd' d='M13.0575 2.3234C12.9764 2.90307 12.687 3.64505 12.2239 4.12039C11.726 4.65369 10.9505 5.23336 10.4872 5.5232C10.2325 5.68551 9.57266 5.70869 9.02871 5.76666C8.95924 5.27973 8.94767 4.86237 9.09817 4.41022C9.29498 3.87692 9.54983 3.11175 9.95486 2.57845C10.4527 1.91763 11.0199 1.46548 11.3325 1.30317C11.7494 1.09449 12.4441 0.781465 13.0459 0.677124C13.0692 1.21042 13.1503 1.81328 13.0575 2.3234Z' fill='white'/%3E%3C/svg%3E%0A");
}

.b-close{
    width: 18px;
    height: 18px;
    background-image: url("data:image/svg+xml,%3Csvg width='18' height='18' viewBox='0 0 18 18' fill='none' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M16.5 1.5L1.5 16.5M1.5 1.5L16.5 16.5' stroke='white' stroke-width='1.5' stroke-linecap='round' stroke-linejoin='round'/%3E%3C/svg%3E%0A");
}

.b-btn{
    background-color: #67CE74;
    box-shadow: 0px 0px 10px rgba(0, 0, 0, 0.1);
    border-radius: 20px;
    display: flex;
    align-items: center;
    justify-content: center;
    height: 28px;
    font-family: Roboto, sans-serif;
    font-style: normal;
    font-weight: bold;
    font-size: 12px;
    line-height: 28px;
    text-align: center;
    letter-spacing: 0.28px;
    text-transform: uppercase;
    color: #FFFFFF;
    width: 76px;
    margin-right: 8px;
}

body.b-open .header + main{
    padding-top: 160px;
}

@media screen and (max-width: 992px) {
    .b{
        top: 60px;
    }

    body.b-open .header + main{
        padding-top: 144px;
    }
}

@media screen and (max-width: 768px) {
    .b-content{
        width: 76px;
        flex-wrap: wrap;
        justify-content: space-between;
    }
    .b-icon-android{
        order: 1;
        margin-right: 0;
    }
    .b-icon-ios{
        order: 2;
        margin-right: 0;
    }
    .b-btn{
        order: 4;
        margin-right: 0;
        margin-top: 8px;
    }
    .b-close{
        order: 3;
    }
}

@media screen and (max-width: 580px) {
    .b{
        padding: 0 6px;
    }
    .b-image{
        margin-left: -12%;
    }
    .b-text{
        font-size: 16px;
        line-height: 22px;
        padding: 0;
    }
}

@media screen and (max-width: 375px) {
    .b-image{
        margin-left: -16%;
    }
}