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.main-header{color:#fff}.section.secondary.wysiwyg,.section.secondary.statistic-outer,.section.secondary.download-outer,.section.secondary.pullquote-outer,.section.secondary.profile-outer{color:#fff}.section.subnav{background:#fff}.section.embed-outer .section-header{margin-bottom:2.5rem}.section.form-outer .section-header,.section.form-outer .section-header-summary{margin-bottom:0}.section+.section{padding-top:0}.section+.section.secondary:not(.media-block-outer.secondary),.section+.section.embed-outer,.section+.section.download-outer,.section+.section.cards-outer{padding:2rem 0}@media screen and (min-width:960px){.section+.section.secondary:not(.media-block-outer.secondary),.section+.section.embed-outer,.section+.section.download-outer,.section+.section.cards-outer{padding:3rem 0}}.section-header{margin:0 auto 2rem}@media screen and (min-width:560px){.section-header{margin:0 auto 2rem}}@media screen and (min-width:960px){.section-header{margin:0 auto 5rem}}.section-header-title{color:#00107F}.section-header-title+.section-header-summary{padding-top:.66667rem}.section-header-summary{font-size:1em;padding-bottom:1rem;margin:0}@media screen and (min-width:560px){.section-header-summary{font-size:1.125em}}@media screen and (min-width:960px){.section-header-summary{margin:0 0 5rem;padding:0 0 2.1875rem;width:47rem}}.section-header-summary p+p{padding-top:.66667rem}.section-footer{margin-top:1.875rem}@media screen and (min-width:560px){.section-footer{margin-top:3.75rem}}.sidebar{background-color:#fff;border-radius:0px;margin-bottom:2rem;width:100%}@media screen and (min-width:960px){.sidebar{flex:0 29%;max-width:29%;margin:0;padding:0 1.5rem 1.5rem 0;top:calc(116px + (1rem * 2))}.nav-up .sidebar{top:2rem}}@media screen and (min-width:1280px){.sidebar{flex:0 28%;max-width:28%}}.sidebar.hide-for-mob{display:none}@media screen and 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(min-width:960px){.pullquote blockquote{font-size:1.125rem}}.pullquote blockquote:before,.pullquote blockquote:after{background-image:url("data:image/svg+xml,%3Csvg width='17' height='11' viewBox='0 0 17 11' fill='none' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0.75 10.9C0.55 10.9 0.4 10.85 0.3 10.75C0.2 10.6167 0.183333 10.4333 0.25 10.2L3.8 0.499997C3.9 0.166664 4.11667 -2.38419e-06 4.45 -2.38419e-06H7.7C8.16667 -2.38419e-06 8.35 0.216664 8.25 0.649998L5.85 10.4C5.75 10.7333 5.51667 10.9 5.15 10.9H0.75ZM8.8 10.9C8.6 10.9 8.45 10.85 8.35 10.75C8.25 10.6167 8.23333 10.4333 8.3 10.2L11.85 0.499997C11.95 0.166664 12.1667 -2.38419e-06 12.5 -2.38419e-06H15.75C16.2167 -2.38419e-06 16.4 0.216664 16.3 0.649998L13.9 10.4C13.8 10.7333 13.5667 10.9 13.2 10.9H8.8Z' fill='white'/%3E%3C/svg%3E%0A");background-repeat:no-repeat;background-size:100%;content:'';height:1.2rem;position:absolute;width:1.2rem}.secondary .pullquote blockquote:before,.secondary .pullquote 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