/* Dégradé mesh · La Fronde · 1920 × 3000 px · graine 4 */
@property --mt { syntax: '<number>'; inherits: false; initial-value: 0; }
@keyframes mesh-mt { to { --mt: 1; } }
@property --gx { syntax: '<length>'; inherits: false; initial-value: 0px; }
@property --gy { syntax: '<length>'; inherits: false; initial-value: 0px; }
@property --nx { syntax: '<length>'; inherits: false; initial-value: 0px; }
@property --ny { syntax: '<length>'; inherits: false; initial-value: 0px; }
@keyframes mesh-grain {
  0% { --gx: 0px; --gy: 0px; --nx: 0px; --ny: 0px; }
  8.33% { --gx: -95px; --gy: 82px; --nx: -36px; --ny: -36px; }
  16.67% { --gx: 107px; --gy: -77px; --nx: 47px; --ny: 18px; }
  25% { --gx: -88px; --gy: 84px; --nx: 21px; --ny: 55px; }
  33.33% { --gx: -25px; --gy: 6px; --nx: -45px; --ny: 42px; }
  41.67% { --gx: -57px; --gy: 76px; --nx: 53px; --ny: -56px; }
  50% { --gx: -52px; --gy: -64px; --nx: 10px; --ny: 50px; }
  58.33% { --gx: -110px; --gy: 54px; --nx: -41px; --ny: 39px; }
  66.67% { --gx: 39px; --gy: 78px; --nx: -25px; --ny: 6px; }
  75% { --gx: -22px; --gy: 38px; --nx: 15px; --ny: 26px; }
  83.33% { --gx: 26px; --gy: 56px; --nx: 3px; --ny: -18px; }
  91.67% { --gx: 2px; --gy: 79px; --nx: 18px; --ny: 11px; }
}
.mesh-bg {
  /* hauteur du motif : 156.25vw, répété en boucle */
  background:
    url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='256' height='256'%3E%3Cfilter id='n' x='0' y='0' width='100%' height='100%' color-interpolation-filters='sRGB'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='3.0000 0.9000' numOctaves='3' stitchTiles='stitch'/%3E%3CfeColorMatrix values='.8 .8 .8 0 -.7 .8 .8 .8 0 -.7 .8 .8 .8 0 -.7 0 0 0 0 1'/%3E%3C/filter%3E%3Crect width='256' height='256' filter='url(%23n)' opacity='0.13'/%3E%3C/svg%3E") var(--gx) var(--gy)/256px,
    url("data:image/png;base64,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") var(--nx) var(--ny)/128px,
    radial-gradient(calc(67.52vw * (1 + .306 * (sin(var(--mt) * 2turn + 64deg) - .899))) calc(51.94vw * (1 + .306 * (sin(var(--mt) * 2turn + 64deg) - .899))) at calc(34.79% + 5.16vw * (sin(var(--mt) * 2turn + 56deg) - .829)) calc(1.61vw + 5.16vw * (cos(var(--mt) * 2turn + 295deg) - .423)), #4e4e4ec7, #4e4e4eb5, #4e4e4e8a, #4e4e4e56, #4e4e4e2b, #4e4e4e0f, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(67.52vw * (1 + .306 * (sin(var(--mt) * 2turn + 64deg) - .899))) calc(51.94vw * (1 + .306 * (sin(var(--mt) * 2turn + 64deg) - .899))) at calc(34.79% + 5.16vw * (sin(var(--mt) * 2turn + 56deg) - .829)) calc(157.86vw + 5.16vw * (cos(var(--mt) * 2turn + 295deg) - .423)), #4e4e4ec7, #4e4e4eb5, #4e4e4e8a, #4e4e4e56, #4e4e4e2b, #4e4e4e0f, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(55.12vw * (1 + .306 * (sin(var(--mt) * 2turn + 302deg) + .848))) calc(42.4vw * (1 + .306 * (sin(var(--mt) * 2turn + 302deg) + .848))) at calc(-5.99% + 5.16vw * (sin(var(--mt) * 2turn + 296deg) + .899)) calc(18.93vw + 5.16vw * (cos(var(--mt) * 2turn + 152deg) + .883)), #70707078, #7070706e, #70707053, #70707034, #7070701a, #70707009, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(55.12vw * (1 + .306 * (sin(var(--mt) * 2turn + 302deg) + .848))) calc(42.4vw * (1 + .306 * (sin(var(--mt) * 2turn + 302deg) + .848))) at calc(-5.99% + 5.16vw * (sin(var(--mt) * 2turn + 296deg) + .899)) calc(175.18vw + 5.16vw * (cos(var(--mt) * 2turn + 152deg) + .883)), #70707078, #7070706e, #70707053, #70707034, #7070701a, #70707009, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(71.3vw * (1 + .306 * (sin(var(--mt) * 2turn + 232deg) + .788))) calc(54.84vw * (1 + .306 * (sin(var(--mt) * 2turn + 232deg) + .788))) at calc(78.81% + 5.16vw * (sin(var(--mt) * 2turn + 29deg) - .485)) calc(12.42vw + 5.16vw * (cos(var(--mt) * 2turn + 146deg) + .829)), #707070b5, #707070a5, #7070707e, #7070704e, #70707027, #7070700d, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(71.3vw * (1 + .306 * (sin(var(--mt) * 2turn + 232deg) + .788))) calc(54.84vw * (1 + .306 * (sin(var(--mt) * 2turn + 232deg) + .788))) at calc(78.81% + 5.16vw * (sin(var(--mt) * 2turn + 29deg) - .485)) calc(168.67vw + 5.16vw * (cos(var(--mt) * 2turn + 146deg) + .829)), #707070b5, #707070a5, #7070707e, #7070704e, #70707027, #7070700d, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(54.53vw * (1 + .306 * (sin(var(--mt) * 1turn + 267deg) + .999))) calc(41.94vw * (1 + .306 * (sin(var(--mt) * 1turn + 267deg) + .999))) at calc(77.13% + 5.16vw * (sin(var(--mt) * 1turn + 332deg) + .469)) calc(28.51vw + 5.16vw * (cos(var(--mt) * 1turn + 216deg) + .809)), #707070bb, #707070ab, #70707082, #70707051, #70707028, #7070700e, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(54.53vw * (1 + .306 * (sin(var(--mt) * 1turn + 267deg) + .999))) calc(41.94vw * (1 + .306 * (sin(var(--mt) * 1turn + 267deg) + .999))) at calc(77.13% + 5.16vw * (sin(var(--mt) * 1turn + 332deg) + .469)) calc(184.76vw + 5.16vw * (cos(var(--mt) * 1turn + 216deg) + .809)), #707070bb, #707070ab, #70707082, #70707051, #70707028, #7070700e, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(74.47vw * (1 + .306 * (sin(var(--mt) * 1turn + 83deg) - .993))) calc(57.29vw * (1 + .306 * (sin(var(--mt) * 1turn + 83deg) - .993))) at calc(1.85% + 5.16vw * (sin(var(--mt) * 1turn + 45deg) - .707)) calc(26.82vw + 5.16vw * (cos(var(--mt) * 1turn + 342deg) - .951)), #3d3d3d98, #3d3d3d8a, #3d3d3d69, #3d3d3d42, #3d3d3d21, #3d3d3d0b, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(74.47vw * (1 + .306 * (sin(var(--mt) * 1turn + 83deg) - .993))) calc(57.29vw * (1 + .306 * (sin(var(--mt) * 1turn + 83deg) - .993))) at calc(1.85% + 5.16vw * (sin(var(--mt) * 1turn + 45deg) - .707)) calc(183.07vw + 5.16vw * (cos(var(--mt) * 1turn + 342deg) - .951)), #3d3d3d98, #3d3d3d8a, #3d3d3d69, #3d3d3d42, #3d3d3d21, #3d3d3d0b, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(52.41vw * (1 + .306 * (sin(var(--mt) * 1turn + 335deg) + .423))) calc(40.32vw * (1 + .306 * (sin(var(--mt) * 1turn + 335deg) + .423))) at calc(14.48% + 5.16vw * (sin(var(--mt) * 1turn + 334deg) + .438)) calc(39.57vw + 5.16vw * (cos(var(--mt) * 1turn + 346deg) - .97)), #3d3d3dc1, #3d3d3db0, #3d3d3d85, #3d3d3d53, #3d3d3d29, #3d3d3d0e, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(52.41vw * (1 + .306 * (sin(var(--mt) * 1turn + 335deg) + .423))) calc(40.32vw * (1 + .306 * (sin(var(--mt) * 1turn + 335deg) + .423))) at calc(14.48% + 5.16vw * (sin(var(--mt) * 1turn + 334deg) + .438)) calc(195.82vw + 5.16vw * (cos(var(--mt) * 1turn + 346deg) - .97)), #3d3d3dc1, #3d3d3db0, #3d3d3d85, #3d3d3d53, #3d3d3d29, #3d3d3d0e, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(63.63vw * (1 + .306 * (sin(var(--mt) * 1turn + 47deg) - .731))) calc(48.95vw * (1 + .306 * (sin(var(--mt) * 1turn + 47deg) - .731))) at calc(41.99% + 5.16vw * (sin(var(--mt) * 1turn + 176deg) - .07)) calc(40.6vw + 5.16vw * (cos(var(--mt) * 1turn + 258deg) + .208)), #4e4e4eb9, #4e4e4ea9, #4e4e4e80, #4e4e4e50, #4e4e4e28, #4e4e4e0e, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(63.63vw * (1 + .306 * (sin(var(--mt) * 1turn + 47deg) - .731))) calc(48.95vw * (1 + .306 * (sin(var(--mt) * 1turn + 47deg) - .731))) at calc(41.99% + 5.16vw * (sin(var(--mt) * 1turn + 176deg) - .07)) calc(196.85vw + 5.16vw * (cos(var(--mt) * 1turn + 258deg) + .208)), #4e4e4eb9, #4e4e4ea9, #4e4e4e80, #4e4e4e50, #4e4e4e28, #4e4e4e0e, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(73.07vw * (1 + .306 * (sin(var(--mt) * 2turn + 80deg) - .985))) calc(56.21vw * (1 + .306 * (sin(var(--mt) * 2turn + 80deg) - .985))) at calc(35.63% + 5.16vw * (sin(var(--mt) * 2turn + 100deg) - .985)) calc(31.8vw + 5.16vw * (cos(var(--mt) * 2turn + 125deg) + .574)), #3d3d3da6, #3d3d3d98, #3d3d3d73, #3d3d3d48, #3d3d3d24, #3d3d3d0c, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(73.07vw * (1 + .306 * (sin(var(--mt) * 2turn + 80deg) - .985))) calc(56.21vw * (1 + .306 * (sin(var(--mt) * 2turn + 80deg) - .985))) at calc(35.63% + 5.16vw * (sin(var(--mt) * 2turn + 100deg) - .985)) calc(188.05vw + 5.16vw * (cos(var(--mt) * 2turn + 125deg) + .574)), #3d3d3da6, #3d3d3d98, #3d3d3d73, #3d3d3d48, #3d3d3d24, #3d3d3d0c, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(52.37vw * (1 + .306 * (sin(var(--mt) * 2turn + 175deg) - .087))) calc(40.29vw * (1 + .306 * (sin(var(--mt) * 2turn + 175deg) - .087))) at calc(44.93% + 5.16vw * (sin(var(--mt) * 2turn + 212deg) + .53)) calc(62.92vw + 5.16vw * (cos(var(--mt) * 2turn + 264deg) + .105)), #3d3d3dd6, #3d3d3dc3, #3d3d3d94, #3d3d3d5d, #3d3d3d2e, #3d3d3d10, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(75.66vw * (1 + .306 * (sin(var(--mt) * 1turn + 52deg) - .788))) calc(58.2vw * (1 + .306 * (sin(var(--mt) * 1turn + 52deg) - .788))) at calc(60.77% + 5.16vw * (sin(var(--mt) * 1turn + 9deg) - .156)) calc(71.16vw + 5.16vw * (cos(var(--mt) * 1turn + 181deg) + 1)), #4e4e4e9c, #4e4e4e8f, #4e4e4e6c, #4e4e4e44, #4e4e4e22, #4e4e4e0b, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(56.1vw * (1 + .306 * (sin(var(--mt) * 1turn + 26deg) - .438))) calc(43.15vw * (1 + .306 * (sin(var(--mt) * 1turn + 26deg) - .438))) at calc(19.49% + 5.16vw * (sin(var(--mt) * 1turn + 53deg) - .799)) calc(72.9vw + 5.16vw * (cos(var(--mt) * 1turn + 45deg) - .707)), #3d3d3dac, #3d3d3d9d, #3d3d3d77, #3d3d3d4a, #3d3d3d25, #3d3d3d0d, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(56.47vw * (1 + .306 * (sin(var(--mt) * 2turn + 311deg) + .755))) calc(43.44vw * (1 + .306 * (sin(var(--mt) * 2turn + 311deg) + .755))) at calc(55.17% + 5.16vw * (sin(var(--mt) * 2turn + 95deg) - .996)) calc(86.53vw + 5.16vw * (cos(var(--mt) * 2turn + 176deg) + .998)), #707070c3, #707070b2, #70707087, #70707054, #7070702a, #7070700e, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(60.79vw * (1 + .306 * (sin(var(--mt) * 1turn + 150deg) - .5))) calc(46.76vw * (1 + .306 * (sin(var(--mt) * 1turn + 150deg) - .5))) at calc(43.79% + 5.16vw * (sin(var(--mt) * 1turn + 327deg) + .545)) calc(82.94vw + 5.16vw * (cos(var(--mt) * 1turn + 283deg) - .225)), #3d3d3db6, #3d3d3da6, #3d3d3d7e, #3d3d3d4f, #3d3d3d27, #3d3d3d0d, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(54.76vw * (1 + .306 * (sin(var(--mt) * 2turn + 196deg) + .276))) calc(42.12vw * (1 + .306 * (sin(var(--mt) * 2turn + 196deg) + .276))) at calc(79.31% + 5.16vw * (sin(var(--mt) * 2turn + 349deg) + .191)) calc(79.67vw + 5.16vw * (cos(var(--mt) * 2turn + 209deg) + .875)), #3d3d3db3, #3d3d3da4, #3d3d3d7c, #3d3d3d4e, #3d3d3d27, #3d3d3d0d, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(53.6vw * (1 + .306 * (sin(var(--mt) * 2turn + 232deg) + .788))) calc(41.23vw * (1 + .306 * (sin(var(--mt) * 2turn + 232deg) + .788))) at calc(17.55% + 5.16vw * (sin(var(--mt) * 2turn + 77deg) - .974)) calc(93.55vw + 5.16vw * (cos(var(--mt) * 2turn + 73deg) - .292)), #4e4e4e9e, #4e4e4e90, #4e4e4e6d, #4e4e4e44, #4e4e4e22, #4e4e4e0c, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(76.23vw * (1 + .306 * (sin(var(--mt) * 2turn + 130deg) - .766))) calc(58.64vw * (1 + .306 * (sin(var(--mt) * 2turn + 130deg) - .766))) at calc(62.08% + 5.16vw * (sin(var(--mt) * 2turn + 125deg) - .819)) calc(91.88vw + 5.16vw * (cos(var(--mt) * 2turn + 343deg) - .956)), #4e4e4e81, #4e4e4e76, #4e4e4e5a, #4e4e4e38, #4e4e4e1c, #4e4e4e09, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(66.75vw * (1 + .306 * (sin(var(--mt) * 1turn + 77deg) - .974))) calc(51.35vw * (1 + .306 * (sin(var(--mt) * 1turn + 77deg) - .974))) at calc(106.9% + 5.16vw * (sin(var(--mt) * 1turn + 225deg) + .707)) calc(115.16vw + 5.16vw * (cos(var(--mt) * 1turn + 211deg) + .857)), #4e4e4ec5, #4e4e4eb4, #4e4e4e89, #4e4e4e55, #4e4e4e2a, #4e4e4e0e, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(66.75vw * (1 + .306 * (sin(var(--mt) * 1turn + 77deg) - .974))) calc(51.35vw * (1 + .306 * (sin(var(--mt) * 1turn + 77deg) - .974))) at calc(106.9% + 5.16vw * (sin(var(--mt) * 1turn + 225deg) + .707)) calc(-41.09vw + 5.16vw * (cos(var(--mt) * 1turn + 211deg) + .857)), #4e4e4ec5, #4e4e4eb4, #4e4e4e89, #4e4e4e55, #4e4e4e2a, #4e4e4e0e, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(58.52vw * (1 + .306 * (sin(var(--mt) * 2turn + 168deg) - .208))) calc(45.02vw * (1 + .306 * (sin(var(--mt) * 2turn + 168deg) - .208))) at calc(63.76% + 5.16vw * (sin(var(--mt) * 2turn + 35deg) - .574)) calc(113.41vw + 5.16vw * (cos(var(--mt) * 2turn + 347deg) - .974)), #4e4e4ebc, #4e4e4eac, #4e4e4e82, #4e4e4e51, #4e4e4e28, #4e4e4e0e, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(58.52vw * (1 + .306 * (sin(var(--mt) * 2turn + 168deg) - .208))) calc(45.02vw * (1 + .306 * (sin(var(--mt) * 2turn + 168deg) - .208))) at calc(63.76% + 5.16vw * (sin(var(--mt) * 2turn + 35deg) - .574)) calc(-42.84vw + 5.16vw * (cos(var(--mt) * 2turn + 347deg) - .974)), #4e4e4ebc, #4e4e4eac, #4e4e4e82, #4e4e4e51, #4e4e4e28, #4e4e4e0e, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(66.8vw * (1 + .306 * (sin(var(--mt) * 1turn + 57deg) - .839))) calc(51.38vw * (1 + .306 * (sin(var(--mt) * 1turn + 57deg) - .839))) at calc(67.12% + 5.16vw * (sin(var(--mt) * 1turn + 169deg) - .191)) calc(124.11vw + 5.16vw * (cos(var(--mt) * 1turn + 70deg) - .342)), #707070ab, #7070709c, #70707077, #7070704a, #70707025, #7070700d, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(66.8vw * (1 + .306 * (sin(var(--mt) * 1turn + 57deg) - .839))) calc(51.38vw * (1 + .306 * (sin(var(--mt) * 1turn + 57deg) - .839))) at calc(67.12% + 5.16vw * (sin(var(--mt) * 1turn + 169deg) - .191)) calc(-32.14vw + 5.16vw * (cos(var(--mt) * 1turn + 70deg) - .342)), #707070ab, #7070709c, #70707077, #7070704a, #70707025, #7070700d, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(75.83vw * (1 + .306 * (sin(var(--mt) * 2turn + 70deg) - .94))) calc(58.33vw * (1 + .306 * (sin(var(--mt) * 2turn + 70deg) - .94))) at calc(19.51% + 5.16vw * (sin(var(--mt) * 2turn + 55deg) - .819)) calc(119.87vw + 5.16vw * (cos(var(--mt) * 2turn + 255deg) + .259)), #70707080, #70707074, #70707058, #70707037, #7070701b, #70707009, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(75.83vw * (1 + .306 * (sin(var(--mt) * 2turn + 70deg) - .94))) calc(58.33vw * (1 + .306 * (sin(var(--mt) * 2turn + 70deg) - .94))) at calc(19.51% + 5.16vw * (sin(var(--mt) * 2turn + 55deg) - .819)) calc(-36.38vw + 5.16vw * (cos(var(--mt) * 2turn + 255deg) + .259)), #70707080, #70707074, #70707058, #70707037, #7070701b, #70707009, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(66.57vw * (1 + .306 * (sin(var(--mt) * 1turn + 171deg) - .156))) calc(51.21vw * (1 + .306 * (sin(var(--mt) * 1turn + 171deg) - .156))) at calc(5.52% + 5.16vw * (sin(var(--mt) * 1turn + 313deg) + .731)) calc(132.68vw + 5.16vw * (cos(var(--mt) * 1turn + 270deg) + 0)), #4e4e4eb9, #4e4e4ea9, #4e4e4e81, #4e4e4e50, #4e4e4e28, #4e4e4e0e, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(66.57vw * (1 + .306 * (sin(var(--mt) * 1turn + 171deg) - .156))) calc(51.21vw * (1 + .306 * (sin(var(--mt) * 1turn + 171deg) - .156))) at calc(5.52% + 5.16vw * (sin(var(--mt) * 1turn + 313deg) + .731)) calc(-23.57vw + 5.16vw * (cos(var(--mt) * 1turn + 270deg) + 0)), #4e4e4eb9, #4e4e4ea9, #4e4e4e81, #4e4e4e50, #4e4e4e28, #4e4e4e0e, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(65.25vw * (1 + .306 * (sin(var(--mt) * 1turn + 286deg) + .961))) calc(50.19vw * (1 + .306 * (sin(var(--mt) * 1turn + 286deg) + .961))) at calc(80.47% + 5.16vw * (sin(var(--mt) * 1turn + 253deg) + .956)) calc(134.36vw + 5.16vw * (cos(var(--mt) * 1turn + 211deg) + .857)), #3d3d3d83, #3d3d3d78, #3d3d3d5b, #3d3d3d39, #3d3d3d1c, #3d3d3d0a, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(65.25vw * (1 + .306 * (sin(var(--mt) * 1turn + 286deg) + .961))) calc(50.19vw * (1 + .306 * (sin(var(--mt) * 1turn + 286deg) + .961))) at calc(80.47% + 5.16vw * (sin(var(--mt) * 1turn + 253deg) + .956)) calc(-21.89vw + 5.16vw * (cos(var(--mt) * 1turn + 211deg) + .857)), #3d3d3d83, #3d3d3d78, #3d3d3d5b, #3d3d3d39, #3d3d3d1c, #3d3d3d0a, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(60.25vw * (1 + .306 * (sin(var(--mt) * 1turn + 77deg) - .974))) calc(46.35vw * (1 + .306 * (sin(var(--mt) * 1turn + 77deg) - .974))) at calc(74.07% + 5.16vw * (sin(var(--mt) * 1turn + 316deg) + .695)) calc(146.87vw + 5.16vw * (cos(var(--mt) * 1turn + 332deg) - .883)), #70707093, #70707086, #70707066, #70707040, #70707020, #7070700b, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(60.25vw * (1 + .306 * (sin(var(--mt) * 1turn + 77deg) - .974))) calc(46.35vw * (1 + .306 * (sin(var(--mt) * 1turn + 77deg) - .974))) at calc(74.07% + 5.16vw * (sin(var(--mt) * 1turn + 316deg) + .695)) calc(-9.38vw + 5.16vw * (cos(var(--mt) * 1turn + 332deg) - .883)), #70707093, #70707086, #70707066, #70707040, #70707020, #7070700b, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(71.18vw * (1 + .306 * (sin(var(--mt) * 2turn + 258deg) + .978))) calc(54.75vw * (1 + .306 * (sin(var(--mt) * 2turn + 258deg) + .978))) at calc(22.96% + 5.16vw * (sin(var(--mt) * 2turn + 183deg) + .052)) calc(142.27vw + 5.16vw * (cos(var(--mt) * 2turn + 210deg) + .866)), #3d3d3d7a, #3d3d3d70, #3d3d3d55, #3d3d3d35, #3d3d3d1a, #3d3d3d09, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(71.18vw * (1 + .306 * (sin(var(--mt) * 2turn + 258deg) + .978))) calc(54.75vw * (1 + .306 * (sin(var(--mt) * 2turn + 258deg) + .978))) at calc(22.96% + 5.16vw * (sin(var(--mt) * 2turn + 183deg) + .052)) calc(-13.98vw + 5.16vw * (cos(var(--mt) * 2turn + 210deg) + .866)), #3d3d3d7a, #3d3d3d70, #3d3d3d55, #3d3d3d35, #3d3d3d1a, #3d3d3d09, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(53.59vw * (1 + .306 * (sin(var(--mt) * 2turn + 194deg) + .242))) calc(41.23vw * (1 + .306 * (sin(var(--mt) * 2turn + 194deg) + .242))) at calc(14.15% + 5.16vw * (sin(var(--mt) * 2turn + 248deg) + .927)) calc(137.33vw + 5.16vw * (cos(var(--mt) * 2turn + 184deg) + .998)), #4e4e4eb0, #4e4e4ea1, #4e4e4e7a, #4e4e4e4c, #4e4e4e26, #4e4e4e0d, transparent) 0 0/100% 156.25vw repeat-y,
    radial-gradient(calc(53.59vw * (1 + .306 * (sin(var(--mt) * 2turn + 194deg) + .242))) calc(41.23vw * (1 + .306 * (sin(var(--mt) * 2turn + 194deg) + .242))) at calc(14.15% + 5.16vw * (sin(var(--mt) * 2turn + 248deg) + .927)) calc(-18.92vw + 5.16vw * (cos(var(--mt) * 2turn + 184deg) + .998)), #4e4e4eb0, #4e4e4ea1, #4e4e4e7a, #4e4e4e4c, #4e4e4e26, #4e4e4e0d, transparent) 0 0/100% 156.25vw repeat-y #272727;
  background-blend-mode: overlay, overlay, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal, normal;
  animation: mesh-mt 174s linear infinite, mesh-grain 1s steps(1) infinite;
}
@media (prefers-reduced-motion: reduce) { .mesh-bg { animation: none; } }