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18px;font-size:14px;display:flex}.priv-row i{color:#ff7a7a;font-style:normal;font-weight:700}.priv-link{color:#8f9bff;border-bottom:1px solid #8f9bff66;margin-top:26px;padding-bottom:2px;font-size:14px;transition:color .25s,border-color .25s;display:inline-block}.priv-link:hover{color:var(--ink);border-color:var(--ink)}.faq-list{gap:10px;max-width:880px;display:grid}.faq-item{border:1px solid var(--line);background:var(--panel);border-radius:14px;transition:border-color .3s}.faq-item:hover{border-color:var(--line-2)}.faq-item summary{cursor:pointer;justify-content:space-between;align-items:center;gap:16px;padding:18px 22px;font-size:15.5px;font-weight:600;list-style:none;display:flex}.faq-item summary::-webkit-details-marker{display:none}.faq-item summary i{width:22px;height:22px;transition:transform .35s var(--ease);flex:none;font-style:normal;position:relative}.faq-item summary i:before,.faq-item summary i:after{content:"";background:var(--ink-dim);position:absolute;top:50%;left:50%}.faq-item summary i:before{width:12px;height:1.6px;transform:translate(-50%,-50%)}.faq-item summary i:after{width:1.6px;height:12px;transform:translate(-50%,-50%)}.faq-item[open] summary i{transform:rotate(45deg)}.faq-item p{color:var(--ink-dim);max-width:720px;padding:0 22px 20px;font-size:14px;line-height:1.65}.get-panel{text-align:center;border:1px solid var(--line);background:radial-gradient(70% 130% at 50% 0%, #35e2ac12, transparent 60%), var(--panel);border-radius:28px;padding:clamp(44px,7vh,90px) clamp(24px,4vw,60px)}.get-panel .pp-h2{margin:0 auto}.get-panel .pp-sub{margin-left:auto;margin-right:auto}.get-panel .pp-downloads{justify-content:center}.get-panel .pp-soon{display:inline-flex}#get.pp-sec{padding-bottom:clamp(90px,13vh,160px)}@media (width<=1024px){.pp-hero-inner{grid-template-columns:1fr}.pp-hero-visual{max-width:560px;min-height:400px}.feat-grid,.step-grid{grid-template-columns:repeat(2,1fr)}.link-grid,.notes-grid,.hash-panel{grid-template-columns:1fr}}@media (width<=760px){.pp-hero{padding-top:110px}.feat-grid,.step-grid,.priv-grid{grid-template-columns:1fr}.pp-hero-visual{min-height:0}.flow-win{width:100%;position:relative}.flow-phone{bottom:-20px;left:-4px}.dev-row{grid-template-columns:auto 1fr}.dev-req{display:none}.lb-url{font-size:10px}}
/*$vite$:1*/