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  !*** css ../../node_modules/.pnpm/next@16.2.6_@opentelemetry+api@1.9.1_@playwright+test@1.60.0_react-dom@18.3.1_react@18.3.1__react@18.3.1/node_modules/next/dist/build/webpack/loaders/css-loader/src/index.js??ruleSet[1].rules[15].oneOf[5].use[2]!../../node_modules/.pnpm/next@16.2.6_@opentelemetry+api@1.9.1_@playwright+test@1.60.0_react-dom@18.3.1_react@18.3.1__react@18.3.1/node_modules/next/dist/build/webpack/loaders/postcss-loader/src/index.js??ruleSet[1].rules[15].oneOf[5].use[3]!./src/components/MatrixLoader.module.css ***!
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/* Dot-matrix boot loader. Each ring plays one opacity track, so the grid
   reads as a wave radiating out from a solid core.

   These are CSS keyframes rather than the source asset's SMIL <animate>
   elements for two reasons: Chrome never starts the SMIL timeline for an SVG
   subtree React builds via createElementNS (getCurrentTime() stays pinned at
   0, leaving every dot at its default opacity), and SMIL ignores the global
   prefers-reduced-motion rule in base.css. Stop positions mirror SMIL's even
   distribution of N values (value i at i/(N-1)), so the motion is unchanged. */

.MatrixLoader_loader__JpAd2 {
  flex: none;
}
.MatrixLoader_loader__JpAd2 circle {
  /* Long-hand on purpose: the `animation` shorthand would reset
     animation-name to `none` here, and this selector out-specifies the
     single-class ring rules below that supply the name. */
  animation-duration: 1.043s;
  /* Linear, matching SMIL's default calcMode. */
  animation-timing-function: linear;
  animation-iteration-count: infinite;
}
.MatrixLoader_far__cw7i5 {
  animation-name: MatrixLoader_od-matrix-far__at1uZ;
}
.MatrixLoader_edge__t_7xn {
  animation-name: MatrixLoader_od-matrix-edge__u3BaS;
}
.MatrixLoader_axis__LMiyn {
  animation-name: MatrixLoader_od-matrix-axis__T9Oh5;
}
.MatrixLoader_inner__1ZgF5 {
  animation-name: MatrixLoader_od-matrix-inner__3iqv3;
}

@keyframes MatrixLoader_od-matrix-far__at1uZ {
  0% { opacity: 0.103; }
  4.3478% { opacity: 0.161; }
  8.6957% { opacity: 0.224; }
  13.0435% { opacity: 0.29; }
  17.3913% { opacity: 0.352; }
  21.7391% { opacity: 0.408; }
  26.087% { opacity: 0.453; }
  30.4348% { opacity: 0.484; }
  34.7826% { opacity: 0.499; }
  39.1304% { opacity: 0.497; }
  43.4783% { opacity: 0.478; }
  47.8261% { opacity: 0.444; }
  52.1739% { opacity: 0.397; }
  56.5217% { opacity: 0.339; }
  60.8696% { opacity: 0.276; }
  65.2174% { opacity: 0.21; }
  69.5652% { opacity: 0.148; }
  73.913% { opacity: 0.092; }
  78.2609% { opacity: 0.047; }
  82.6087% { opacity: 0.016; }
  86.9565% { opacity: 0.001; }
  91.3043% { opacity: 0.003; }
  95.6522% { opacity: 0.022; }
  100% { opacity: 0.056; }
}

@keyframes MatrixLoader_od-matrix-edge__u3BaS {
  0% { opacity: 0.009; }
  4.3478% { opacity: 0; }
  8.6957% { opacity: 0.012; }
  13.0435% { opacity: 0.044; }
  17.3913% { opacity: 0.093; }
  21.7391% { opacity: 0.157; }
  26.087% { opacity: 0.23; }
  30.4348% { opacity: 0.309; }
  34.7826% { opacity: 0.387; }
  39.1304% { opacity: 0.459; }
  43.4783% { opacity: 0.521; }
  47.8261% { opacity: 0.567; }
  52.1739% { opacity: 0.596; }
  56.5217% { opacity: 0.605; }
  60.8696% { opacity: 0.593; }
  65.2174% { opacity: 0.561; }
  69.5652% { opacity: 0.512; }
  73.913% { opacity: 0.448; }
  78.2609% { opacity: 0.374; }
  82.6087% { opacity: 0.296; }
  86.9565% { opacity: 0.218; }
  91.3043% { opacity: 0.146; }
  95.6522% { opacity: 0.084; }
  100% { opacity: 0.037; }
}

@keyframes MatrixLoader_od-matrix-axis__T9Oh5 {
  0% { opacity: 0.079; }
  4.3478% { opacity: 0.032; }
  8.6957% { opacity: 0.006; }
  13.0435% { opacity: 0.001; }
  17.3913% { opacity: 0.018; }
  21.7391% { opacity: 0.056; }
  26.087% { opacity: 0.112; }
  30.4348% { opacity: 0.182; }
  34.7826% { opacity: 0.263; }
  39.1304% { opacity: 0.347; }
  43.4783% { opacity: 0.429; }
  47.8261% { opacity: 0.505; }
  52.1739% { opacity: 0.568; }
  56.5217% { opacity: 0.614; }
  60.8696% { opacity: 0.641; }
  65.2174% { opacity: 0.646; }
  69.5652% { opacity: 0.628; }
  73.913% { opacity: 0.591; }
  78.2609% { opacity: 0.534; }
  82.6087% { opacity: 0.464; }
  86.9565% { opacity: 0.384; }
  91.3043% { opacity: 0.3; }
  95.6522% { opacity: 0.217; }
  100% { opacity: 0.142; }
}

@keyframes MatrixLoader_od-matrix-inner__3iqv3 {
  0% { opacity: 0.491; }
  4.3478% { opacity: 0.394; }
  8.6957% { opacity: 0.297; }
  13.0435% { opacity: 0.204; }
  17.3913% { opacity: 0.124; }
  21.7391% { opacity: 0.06; }
  26.087% { opacity: 0.018; }
  30.4348% { opacity: 0; }
  34.7826% { opacity: 0.008; }
  39.1304% { opacity: 0.041; }
  43.4783% { opacity: 0.097; }
  47.8261% { opacity: 0.171; }
  52.1739% { opacity: 0.259; }
  56.5217% { opacity: 0.356; }
  60.8696% { opacity: 0.453; }
  65.2174% { opacity: 0.546; }
  69.5652% { opacity: 0.626; }
  73.913% { opacity: 0.69; }
  78.2609% { opacity: 0.732; }
  82.6087% { opacity: 0.75; }
  86.9565% { opacity: 0.742; }
  91.3043% { opacity: 0.709; }
  95.6522% { opacity: 0.653; }
  100% { opacity: 0.579; }
}