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It does not reset when the visitor reloads.\n  \/\/ Enter an ISO timestamp here only if you want one shared opening time for everyone:\n  const FIXED_LAUNCH_AT='';\n  const STORAGE_KEY='vlyubis_launch_6h_v2';\n  const duration=6*60*60*1000;\n  let deadline=FIXED_LAUNCH_AT?Date.parse(FIXED_LAUNCH_AT):NaN;\n  if(!Number.isFinite(deadline)){\n    try{const d=Number(localStorage.getItem(STORAGE_KEY));if(Number.isFinite(d)&&d>0)deadline=d;}catch(e){}\n    if(!Number.isFinite(deadline)){deadline=Date.now()+duration;try{localStorage.setItem(STORAGE_KEY,String(deadline))}catch(e){}}\n  }\n  const pad=n=>String(n).padStart(2,'0');\n  const h=root.querySelector('#vly-h'),m=root.querySelector('#vly-m'),s=root.querySelector('#vly-s');\n  function tick(){\n    const sec=Math.max(0,Math.ceil((deadline-Date.now())\/1000));\n    h.textContent=pad(Math.floor(sec\/3600));m.textContent=pad(Math.floor(sec%3600\/60));s.textContent=pad(sec%60);\n    if(!sec)root.querySelector('#vly-timer-title').textContent='\u0412\u0440\u0435\u043c\u044f \u043f\u0440\u0438\u0448\u043b\u043e';\n  }\n  tick();setInterval(tick,500);document.addEventListener('visibilitychange',tick);\n\n  \/\/ Same actual WebGL shader used in the working live version, now rendered fullscreen.\n  const canvas=root.querySelector('#vly-chrome-canvas'),stage=root.querySelector('#vly-chrome-stage');\n  const gl=canvas.getContext('webgl2',{alpha:true,premultipliedAlpha:true,antialias:false,depth:false,powerPreference:'high-performance'});\n  if(!gl)return;\n  const vert=`#version 300 es\\nconst vec2 pos[3] = vec2[3](vec2(-1.,-1.),vec2(3.,-1.),vec2(-1.,3.));\\nvoid main(){gl_Position=vec4(pos[gl_VertexID],0.,1.);}`;\n  const frag=`#version 300 es\nprecision highp float;\nuniform vec2 uResolution;\nuniform float uTime;\nuniform vec2 uMouse;\nuniform float uActivity;\nout vec4 fragColor;\n\nfloat lamp(vec2 p, vec2 center, vec2 size, float soft) {\n  vec2 grown = size + soft;\n  vec2 q = (p - center) \/ grown;\n  q *= q;\n  float d = sqrt(sqrt(dot(q, q)));\n  float edge = soft \/ min(grown.x, grown.y);\n  float shape = (1.0 - smoothstep(1.0 - edge, 1.0 + edge, d)) * (1.0 - 0.45 * d * d);\n  return shape * size.x * size.y \/ (grown.x * grown.y);\n}\nvec3 studio(vec3 r, float blur) {\n  vec2 p = r.xy \/ max(r.z + 1.0, 0.05);\n  float radius = length(p);\n  float soft = 0.012 + blur;\n  vec2 dir = p \/ max(radius, 1e-3);\n  float key = lamp(p, vec2(-0.26, 0.44), vec2(0.33, 0.13), soft);\n  float side = lamp(p, vec2(0.49, 0.10), vec2(0.065, 0.31), soft);\n  float ground = lamp(p, vec2(-0.12,-0.58), vec2(0.43,0.052), soft);\n  float rise = smoothstep(-1.0,1.0,dir.y);\n  float width = 0.016 + soft * 2.0;\n  float rim = exp(-abs(radius-1.0)\/width) * 0.031\/width * (0.8 + smoothstep(-0.5,0.8,p.y));\n  float band = 1.0 - 0.95*smoothstep(1.04-soft,1.12+soft,radius);\n  float wall = smoothstep(1.25,1.55,radius)*(0.6+0.4*rise);\n  float streak = smoothstep(.2,.8,.5+.5*sin(atan(dir.y,dir.x)*3.0+.6));\n  vec3 color = vec3(.004,.004,.005) + 0.02*smoothstep(-.4,.6,p.y);\n  color += vec3(1.0,.97,.94)*key*4.0 + vec3(.9,.95,1.0)*side*3.0 + ground*1.2;\n  color += vec3(1.0,.98,.95)*rim;\n  color *= band;\n  return color + vec3(mix(.45,1.8,streak))*wall;\n}\nvec3 shade(vec2 slope, vec3 v, float blur, vec3 f0) {\n  float steep=length(slope);\n  slope*=3.0*tanh(steep\/3.0)\/max(steep,1e-6);\n  vec3 n=normalize(vec3(-slope,1.0));\n  vec3 r=reflect(v,n);\n  float facing=clamp(dot(n,-v),0.0,1.0);\n  return studio(r,blur)*(f0+(1.0-f0)*pow(1.0-facing,5.0));\n}\nvec3 aces(vec3 x){return clamp((x*(2.51*x+.03))\/(x*(2.43*x+.59)+.14),0.0,1.0);}\n\nvoid main(){\n vec2 frag = gl_FragCoord.xy;\n vec2 uv = (2.0*frag-uResolution)\/min(uResolution.x,uResolution.y);\n \/\/ Full-background shader field.\n vec2 p = uv*0.92;\n vec2 rowX=vec2(1.0,0.0), rowY=vec2(0.0,1.0);\n float time=uTime;\n float amp=0.285;\n for(float i=1.0;i<8.0;i++){\n   float a=amp\/i;\n   float soften=exp(.3-.3*i);\n   float argX=i*2.65*p.y + time;\n   p.x+=a*cos(argX);\n   rowX-=a*sin(argX)*i*2.65*soften*rowY;\n   float argY=i*2.35*p.x + time;\n   p.y+=a*cos(argY);\n   rowY-=a*sin(argY)*i*2.35*soften*rowX;\n }\n vec2 mouseUV=vec2(uMouse.x*2.0-1.0,(1.0-uMouse.y)*2.0-1.0);\n mouseUV *= vec2(uResolution.x\/uResolution.y,1.0);\n vec2 diff=uv-mouseUV;\n float dist=length(diff);\n float pointer=exp(-dist*dist*8.5)*uActivity;\n p += (diff\/(dist+.001)) * (.065*sin(dist*15.0-time*2.2)*pointer);\n float phase=time-p.x-p.y;\n vec2 field=-(rowX+rowY);\n float density=max(length(field),.001);\n vec2 across=field\/density;\n float k=3.25;\n float sn=sin(phase),cs=cos(phase),th=tanh(k*sn);\n float bevel=(1.0-th*th)\/tanh(k);\n float fade=smoothstep(3.0,9.0,3.14159*min(uResolution.x,uResolution.y)\/density);\n vec2 slope=k*cs*bevel*.92*fade*across;\n slope += -diff * (pointer * 4.0) * sin(dist*15.0-time*2.2);\n float alp=smoothstep(0.01,0.20,length(slope));\n float edge = length(uv*vec2(.77,1.02));\n \/\/ Smooth vignetting preserves composition. No hard sticker cutout.\n float vignette = 1.0-smoothstep(1.18,1.95,edge);\n vec3 roseGold=vec3(.91,.45,.53);\n vec3 f0=mix(vec3(1.0),roseGold,smoothstep(.02,.65,length(slope)))*.95;\n vec3 v=normalize(vec3(uv*.08,-1.0));\n vec3 light=shade(slope,v,.066,f0);\n vec3 color=pow(aces(light*.94),vec3(1.0\/2.2));\n \/\/ Move reflection warmth toward ruby, with pale warm highlights.\n color.r *= 1.07;\n color.g *= .78;\n color.b *= .86;\n color = clamp(color,0.0,1.0);\n float alpha=max(0.18,alp*0.82)*vignette;\n \/\/ Blend toward a wine-tinted background tone across the whole frame.\n color = mix(vec3(.35,.035,.13),color,.95);\n fragColor=vec4(color*alpha,alpha);\n}`;\n  function compile(type,src){const sh=gl.createShader(type);gl.shaderSource(sh,src);gl.compileShader(sh);if(!gl.getShaderParameter(sh,gl.COMPILE_STATUS)){console.warn(gl.getShaderInfoLog(sh));gl.deleteShader(sh);return null}return sh}\n  const vs=compile(gl.VERTEX_SHADER,vert),fs=compile(gl.FRAGMENT_SHADER,frag);\n  if(!vs||!fs)return;\n  const program=gl.createProgram();gl.attachShader(program,vs);gl.attachShader(program,fs);gl.linkProgram(program);gl.deleteShader(vs);gl.deleteShader(fs);\n  if(!gl.getProgramParameter(program,gl.LINK_STATUS)){console.warn(gl.getProgramInfoLog(program));return}\n  gl.useProgram(program);const vao=gl.createVertexArray();gl.bindVertexArray(vao);\n  const uni={resolution:gl.getUniformLocation(program,'uResolution'),time:gl.getUniformLocation(program,'uTime'),mouse:gl.getUniformLocation(program,'uMouse'),activity:gl.getUniformLocation(program,'uActivity')};\n  let pointer={x:.5,y:.5,toX:.5,toY:.5,activity:0},last=0,elapsed=.8,frameId=0,paused=false;\n  const reduced=matchMedia('(prefers-reduced-motion:reduce)').matches;\n  function resize(){const r=stage.getBoundingClientRect(),dpr=Math.min(window.devicePixelRatio||1,window.innerWidth<680?1.25:1.55);const w=Math.max(2,Math.round(r.width*dpr)),h=Math.max(2,Math.round(r.height*dpr));if(canvas.width!==w||canvas.height!==h){canvas.width=w;canvas.height=h}gl.viewport(0,0,w,h);gl.uniform2f(uni.resolution,w,h)}\n  function move(e){const r=stage.getBoundingClientRect();pointer.toX=Math.max(0,Math.min(1,(e.clientX-r.left)\/r.width));pointer.toY=Math.max(0,Math.min(1,(e.clientY-r.top)\/r.height));pointer.activity=1}\n  document.addEventListener('pointermove',move,{passive:true});\n  window.addEventListener('pointerout',(e)=>{if(!e.relatedTarget){pointer.toX=.5;pointer.toY=.5;pointer.activity=0}},{passive:true});\n  const ro=window.ResizeObserver?new ResizeObserver(resize):null;if(ro)ro.observe(stage);window.addEventListener('resize',resize,{passive:true});resize();\n  const render=(t)=>{frameId=requestAnimationFrame(render);if(document.hidden)return;\n    const dt=last?Math.min((t-last)\/1000,.05):.016;last=t;\n    if(!reduced)elapsed+=dt*.33;\n    pointer.x+=(pointer.toX-pointer.x)*.055;pointer.y+=(pointer.toY-pointer.y)*.055;\n    pointer.activity+=((pointer.toX===.5&&pointer.toY===.5?0:1)-pointer.activity)*.035;\n    gl.uniform2f(uni.mouse,pointer.x,pointer.y);gl.uniform1f(uni.activity,pointer.activity);\n    gl.uniform1f(uni.time,elapsed);gl.clearColor(0,0,0,0);gl.clear(gl.COLOR_BUFFER_BIT);gl.drawArrays(gl.TRIANGLES,0,3);\n  };\n  requestAnimationFrame(render);stage.classList.add('ready');\n})();\n<\/script><\/div><\/div>\n<\/div>\n<\/div>\n<\/div>","protected":false},"excerpt":{"rendered":"","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-8","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/vlyubis.ru\/index.php\/wp-json\/wp\/v2\/pages\/8","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/vlyubis.ru\/index.php\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/vlyubis.ru\/index.php\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/vlyubis.ru\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/vlyubis.ru\/index.php\/wp-json\/wp\/v2\/comments?post=8"}],"version-history":[{"count":12,"href":"https:\/\/vlyubis.ru\/index.php\/wp-json\/wp\/v2\/pages\/8\/revisions"}],"predecessor-version":[{"id":26,"href":"https:\/\/vlyubis.ru\/index.php\/wp-json\/wp\/v2\/pages\/8\/revisions\/26"}],"wp:attachment":[{"href":"https:\/\/vlyubis.ru\/index.php\/wp-json\/wp\/v2\/media?parent=8"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}