/* [project]/apps/web/src/components/ui/brand-preloader.css [app-client] (css) */
.bp-root {
  z-index: 9999;
  justify-content: center;
  align-items: center;
  padding: 24px;
  display: flex;
  position: fixed;
  inset: 0;
}

.bp-root.bp-inline {
  z-index: auto;
  min-height: 60vh;
  position: relative;
  inset: auto;
}

.bp-dark {
  color: #e8edf7;
  background: #070b14;
}

.bp-dark:before {
  content: "";
  pointer-events: none;
  background: radial-gradient(60% 50% at 50% 42%, #6366f129, #0000 70%), radial-gradient(40% 40% at 50% 60%, #22d3ee1a, #0000 70%);
  position: absolute;
  inset: 0;
}

.bp-light {
  color: #0f172a;
  background: #fff;
}

.bp-light:before {
  content: "";
  pointer-events: none;
  background: radial-gradient(60% 50% at 50% 45%, #6366f112, #0000 70%);
  position: absolute;
  inset: 0;
}

.bp-inner {
  text-align: center;
  flex-direction: column;
  align-items: center;
  width: 100%;
  max-width: 380px;
  display: flex;
  position: relative;
}

.bp-ring {
  place-items: center;
  width: 132px;
  height: 132px;
  margin-bottom: 26px;
  display: grid;
  position: relative;
}

.bp-ring:before {
  content: "";
  background: conic-gradient(#0000 0deg, #6366f1d9 130deg, #22d3ee 250deg, #0000 340deg);
  border-radius: 50%;
  animation: 1.15s linear infinite bp-spin;
  position: absolute;
  inset: 0;
  -webkit-mask: radial-gradient(farthest-side, #0000 calc(100% - 3px), #000 calc(100% - 3px));
  mask: radial-gradient(farthest-side, #0000 calc(100% - 3px), #000 calc(100% - 3px));
}

.bp-dark .bp-ring:after {
  content: "";
  border: 3px solid #ffffff0d;
  border-radius: 50%;
  position: absolute;
  inset: 0;
}

.bp-light .bp-ring:after {
  content: "";
  border: 3px solid #0f172a0f;
  border-radius: 50%;
  position: absolute;
  inset: 0;
}

.bp-mark {
  z-index: 1;
  filter: drop-shadow(0 6px 22px #22d3ee40);
  background-image: url("data:image/png;base64,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");
  background-position: center;
  background-repeat: no-repeat;
  background-size: contain;
  animation: 2.4s ease-in-out infinite bp-breathe;
  position: relative;
}

.bp-label {
  opacity: 1;
  margin-top: 4px;
  font-size: .86rem;
  line-height: 1.5;
  animation: .6s cubic-bezier(.16, 1, .3, 1) 80ms both bp-rise;
}

.bp-dark .bp-label {
  color: #9aa8c0;
}

.bp-light .bp-label {
  color: #64748b;
}

.bp-rail {
  border-radius: 3px;
  width: 168px;
  height: 3px;
  margin-top: 22px;
  position: relative;
  overflow: hidden;
}

.bp-dark .bp-rail {
  background: #ffffff12;
}

.bp-light .bp-rail {
  background: #0f172a14;
}

.bp-rail:after {
  content: "";
  background: linear-gradient(90deg, #6366f1, #22d3ee);
  border-radius: 3px;
  width: 45%;
  animation: 1.35s cubic-bezier(.65, 0, .35, 1) infinite bp-slide;
  position: absolute;
  inset: 0 auto 0 0;
}

@keyframes bp-spin {
  to {
    transform: rotate(360deg);
  }
}

@keyframes bp-breathe {
  0%, 100% {
    transform: scale(1);
  }

  50% {
    transform: scale(1.06);
  }
}

@keyframes bp-slide {
  0% {
    transform: translateX(-30%);
  }

  100% {
    transform: translateX(255%);
  }
}

@keyframes bp-rise {
  from {
    transform: translateY(6px);
  }

  to {
    transform: none;
  }
}

@media (prefers-reduced-motion: reduce) {
  .bp-ring:before {
    animation: 3.5s linear infinite bp-spin;
  }

  .bp-mark, .bp-label {
    animation: none;
  }

  .bp-rail:after {
    opacity: .7;
    width: 100%;
    animation: none;
  }
}

/*# sourceMappingURL=apps_web_src_components_ui_brand-preloader_16vtuz-.css.map*/