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MediaWiki:KuranokaFX.js:修订间差异

MediaWiki界面页面
无编辑摘要
无编辑摘要
第1行: 第1行:
/*
/*
  * KURANOKA / STORMBREAK III
  * KURANOKA — STORMBREAK IV / EYE OF THE STORM
  * Replace MediaWiki:KuranokaFX.js ONLY. Current Citizen.js loader stays as-is.
  * MediaWiki:KuranokaFX.js — paste this file's TEXT into the existing wiki JS page.
  * No HTML markers needed. Discovers the REAL article's chapter headings and text.
* ONLY page Kuranoka in main namespace / view action.
  * No text filters, no page screenshot, no sound, no UI widgets, no external assets.
* Existing Citizen.js loader remains untouched. No wikitext markers required.
  * WebGL GPU clouds + Canvas 2D rain; graceful fallback; reduced-motion aware.
  * IMPORTANT: no high-frequency light flashes, no audio, no toolbar.
  */
  */
(function () {
(function () {
第10行: 第12行:
   if (window.mw && (
   if (window.mw && (
     mw.config.get('wgPageName') !== 'Kuranoka' ||
     mw.config.get('wgPageName') !== 'Kuranoka' ||
     mw.config.get('wgAction') !== 'view' ||
     mw.config.get('wgNamespaceNumber') !== 0 ||
     mw.config.get('wgNamespaceNumber') !== 0
     mw.config.get('wgAction') !== 'view'
   )) return;
   )) return;
  if (!window.mw && !/^\/wiki\/Kuranoka\/?$/.test(location.pathname) &&
      !document.documentElement.hasAttribute('data-kk-demo')) return;
   if (window.matchMedia && window.matchMedia('(prefers-reduced-motion: reduce)').matches) return;
   if (window.matchMedia && window.matchMedia('(prefers-reduced-motion: reduce)').matches) return;


   function begin() {
   var CONFIG = {
    pixelRatio: 0.82,        // GPU quality/performance, 0.65–1.0
    maxRenderWidth: 1600,    // cap huge desktop resolutions
    fps: 38,                // GPU cap, avoids consuming all resources
    maxContentShake: 13,    // peak article camera jitter (px)
    maxStormShake: 34,      // atmospheric layer camera gust (px)
    rainDropsDesktop: 1150,
    rainDropsMobile: 540,
    centerLine: 0.50,      // viewport MIDPOINT, not top or edge
    transitionDistance: 150,
    recoverDistance: 0.66  // amount of screen-height to clear after next section
  };
  var clamp = function (n, a, b) { return Math.max(a, Math.min(b, n)); };
  var smooth = function (n) { n = clamp(n, 0, 1); return n * n * (3 - 2 * n); };
  var lerp = function (a, b, t) { return a + (b - a) * t; };
  var norm = function (s) { return String(s || '').replace(/[\s\u200b\u200c\u200d]/g, '').replace(/\(/g, '(').replace(/\)/g, ')'); };
 
  function ready() {
     var root = document.querySelector('#mw-content-text .mw-parser-output') ||
     var root = document.querySelector('#mw-content-text .mw-parser-output') ||
               document.querySelector('#mw-content-text') ||
               document.querySelector('#mw-content-text') || document.querySelector('.mw-parser-output');
              document.querySelector('.mw-parser-output');
     if (!root) return;
     if (!root) return;
     // Compatible with legacy heading markup AND the modern .mw-heading wrappers.
     var headings = root.querySelectorAll('h2, h3, h4');
    function norm(s) { return String(s || '').replace(/\s|\[编辑\]|\[edit\]/gi, '').replace(/\(/g,'(').replace(/\)/g,')'); }
    var chapter2 = null, chapter3 = null;
    function findHeading(part) {
    for (var i = 0; i < headings.length; i++) {
      var nodes = root.querySelectorAll('h2,h3,h4');
      var heading = norm(headings[i].textContent).replace(/\[编辑\]|\[edit\]/ig, '');
      for (var i=0;i<nodes.length;i++) {
      if (!chapter2 && /初中时期((?:二|2))/.test(heading)) chapter2 = headings[i];
        var t=norm(nodes[i].textContent);
      if (!chapter3 && /初中时期((?:三|3))/.test(heading)) chapter3 = headings[i];
        if (part === 2 && /初中时期((二|2))/.test(t)) return nodes[i];
    }
        if (part === 3 && /初中时期((三|3))/.test(t)) return nodes[i];
    if (!chapter2 || !chapter3) return;
 
    // Locate narrative beats to shape intensity, no need to edit article source.
    var paragraphs = root.querySelectorAll('p, blockquote, li');
    function findBeat(expression) {
      for (var j = 0; j < paragraphs.length; j++) {
        if (expression.test(norm(paragraphs[j].textContent))) return paragraphs[j];
       }
       }
       return null;
       return null;
     }
     }
     function findLine(needle) {
     var anxiety = findBeat(/(?:180BPM|心慌|心悸|长期积累的压力|躯体化的魔爪)/i);
      var paras = root.querySelectorAll('p, blockquote, li');
    var island = findBeat(/(?:孤岛|无人的孤岛|与世界重新建立联结|与世界重新建立链接)/);
      for (var i=0;i<paras.length;i++) if (paras[i].textContent.indexOf(needle)!==-1) return paras[i];
     var lost = findBeat(/她迷茫了/);
      return null;
     var article = document.getElementById('mw-content-text');
    }
     var originalTransform = article ? article.style.transform : '';
     var section2=findHeading(2), section3=findHeading(3);
     var originalWillChange = article ? article.style.willChange : '';
    // Existing zero-height markers are supported, but never required.
     var legacyStart=document.getElementById('kk-fx-start');
     var legacyClear=document.getElementById('kk-fx-clear');
     if (!section2 && !legacyStart) return;
    if (!section3 && !legacyClear) return;
    window.__kkStormbreakLoaded=true;
    document.documentElement.classList.add('kk-stormbreak-v3');


     function layer(tag, id) {
     window.__kkStormbreakLoaded = true;
      var el=document.createElement(tag);
    document.documentElement.classList.add('kk-stormbreak-v4');
      el.id=id; el.setAttribute('aria-hidden','true');
    var sky = document.createElement('canvas');
      if (tag==='canvas') el.setAttribute('role','presentation');
    sky.id = 'kk4-sky'; sky.setAttribute('aria-hidden', 'true');
      document.body.appendChild(el); return el;
    var rain = document.createElement('canvas');
     }
    rain.id = 'kk4-rain'; rain.setAttribute('aria-hidden', 'true');
    var choke=layer('div','kk-sb3-choke');
    var pressure = document.createElement('div');
    var sky=layer('canvas','kk-sb3-sky');
     pressure.id = 'kk4-pressure'; pressure.setAttribute('aria-hidden', 'true');
     var glass=layer('canvas','kk-sb3-glass');
     document.body.appendChild(pressure);
     var g2=glass.getContext('2d',{alpha:true});
     document.body.appendChild(sky);
     if (!g2) return;
     document.body.appendChild(rain);


    // Embedded atmospheric textures: no external URLs, files or permissions needed.
     var gl = sky.getContext('webgl2', {alpha: true, antialias: false, depth: false, stencil: false, powerPreference: 'high-performance'}) ||
    // This path is used even when WebGL is disabled (as in some Chromium setups).
            sky.getContext('webgl', {alpha: true, antialias: false, depth: false, stencil: false, powerPreference: 'high-performance'});
     var STORM_IMAGES=['data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMgIyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAINAzQDASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAAAgMBBAUABgf/xAAsEAACAgICAgMAAgIDAQEAAwAAAQIDBBESIQUxEyJBFFEjMhVhgTNCJFJx/8QAGQEAAwEBAQAAAAAAAAAAAAAAAQIDAAQF/8QAJBEAAgIDAQADAQEBAQEBAAAAAAECEQMSITETIkFRBDJhFHH/2gAMAwEAAhEDEQA/APmeM0mXXatezLU3EKNspPReMqJONl2eproV8L2dCXH2XaIxmtlErEfCMal6FZmNKXpGnDjFC7LIvoq4qhFJ2ecsqcH2Mrt4x0Ws1R70Zz2mcslq+HVF7IsVz3YadctwMir/AGNOiacdDQYJoCfcxF60Xvi72VctJDSXBU+iKhsltC6hj6QiGZXlD7HNcmkgpS2zo/WSbMkBl/Foar7LcK9Ir05Efj0h1dq2dUWjmldmb5Kp7bM6pd6N3Ogp1tmDKXx2MjkVSLY3aLMvrApy+0ug7L+S0HjVqcuxH9nQ/gn45a9HJuLNiONBxKtuFufSC8bXhtytU3KRZnHcQo0Kr2DbakgpUuguyhctSAitsO2XJg1vUkSfo5dxanyR6ChOFSM3AgpaZsqMfj0duGNI5sj6DG3kmjE8pS+TZsRilMHKxVbAecdkCMqZ5GS0yzjrou5HjXHbSKsIuuWmceji+nQpJib4/YXGLLNkdvZ0UgNdDYlxbB1oucY6K9mkwNUZMV+mn42zjNGb7ZYx5OEkzQdME1aPUStXwlKuzVpFNvyV6I+GSezqbs5kqG5T5xEU07lseu1qRMWoGq3Y98ot1tRhpnNL2UXc3Ia7/wDGUUkSaJyMpRi0Zs3zlsO1OyfQ2nH0tsm25MokkistxI7bND4ISGQw4M2jYNjMjuM0zXxbfoVr8Tj2hdVrremMlqwP7IsZ9Dui2jBvolXJ7R6Oq5TWmU8+hS9InlgpKx8c9XRhp6DTGzxnHvQqMHs5aaOtSTDiMQtdMNbQQphbIZ2yGEZnNgnM5LYQHHEyi0CmYFnM6vqaO2DvTMY1k1KjRmWx1NhwyHGOtgSlyexpO0LFUL0SvZzJEGHqxKGivJ7ZzYLZmzJUDIs4dnGaRW/2ZoYODKySeh8abfAZGkumhHE+eOwX45x/DWxq1VWkwp6Z3rGq6cO7swJYzhL0X8WPGKLFlaZEY69BjCmNtYZxBxUBJDOJMY6PstVLorwjtj3JVw2zCsz/ACq3Bnm5f7s2PJZqltbMZy3LZ5+eScjswppDF6C/AYvolvogUYL9kpnaIXsxidbZEo9BAykBii2QvZ0gV7FAxsv9Suo8plhrcRcPpYtmFLNeJJ1+itdiyg9tG/guE6lvRX8hwW0i7xrWyCm9qMDWmNjIi2D3vQvejmZdDXIjlpi9thqqUvSAZscsnS0cK/jz/o4PReGnOqKiIr18nRE73PpE0QblspdvhqpdG2J9aLeLJqAMa+WtliNXGHRWKJtgSyGpaDa3DbZVnHU9kW5OoaRtq9MlfhFiU202U761F9EO58iHJz9kZSTLxi0RWuzRxoMoQfFl6jIjHo0DTLF1nxxMu65zkaNrVsejPtq0xptixQVPoOT2KqlrodtaFQzBjBe2Jvs10hvLvQm+K9hb4KvQK8hx/S1TlNyRnNFjFX2WwRk7BOKNtL5auzJy8TUm0jTqtio62DclOOzoklJEItpnnpwcWWsN6Z2TBKROPJRfZBcZe7Rpx9bO+aMXplaWUox6ZRnkOU/ZZzSFUbLuVLa2jNssbejQrXyV9lW+ji9iTt9GiVTvTO9M4mOaWDlcPbNOGapdbPNKTj6G15Mov2Ujl14TlCz0ny972WYXco9Hmv58tey3ieQ1/sy8cysm8bNe5r43s8/kNK56L2V5BSjqLM7uctsXJJSfBoRaCj9ug3RqOyK625dFmVcuHoCjYzZRnPitFaUm2WLa2pPYr49vojJMdMCPsu0UuehMaGvw08GvbW0NCHRZy4WMWlwXZZdiRMtKOkKcGzpquI5n0ltSXRXm2mWVHjEruPKYJBTA5aI57Q9UbInRpC0w2gKFymWrYtQ6FUw49hyvW9DriA+sqSsnCQ6nKlvsG2Kl2jq69GV2Nyi/8ilDszslpT6HzclHoqy79hmxYoKm1xZa5KxdlBdPos1tqIqC0Nsqi4GXdBQmXLr3GJmW3OctkcjRXGmNgk5DrKlx6KkLCzG3ce2TRXqEvojZ1j76ITAUTsk5PTJIaCGiZT2heyZC2zWLVBcjtgdnaYDWFsJC+0Ty6MZMNyAciO29F3HwJXLejJOXhnJIpbZBsR8RJ/hP/Dy36KLFIX5YmZjUudi6PVePoVdS2iriePVT20XZT4dI6sOLXrOfLPbiGzf9CmwLLdQ2yvDJ5z0WciKTLLICXaI0OhkQdoNI5cQ2GwdEqI1Q36J4ce2AWzq4lfyF3CtpMtKyKj7MTyd3KTSYmSVRGgrZlXt2TbFfG0P0yYxcutHntWdl0V96J5FiWM9bK1kXFitNDJ2FzI5E1VStfQ2zDnCO9A1bA5JCXIHlsGW4vTDqhzkKBkKLk9JFynBcltotYuHHSbHX2KiGkUjBJWyUp3xFGdCrKFz1LosXZLnIrzjtbJya/Bkn+jqM11R1slZHzW/ZlTj0DB8ZoOz8FcUbawo3V7SKGR46UG9I2PFT5QSZftprmu9HR8SkrOZ5HF0eQjjyjLtGvhYsZpbReeBBvrRYoxlX6NDDTNLLaELx8Neji9o4t8aJbM8tRRt9ovV1RijpRjX6BVnZyqKR1t2NbUQ4XJ9FWc9kVpuQbEaH5EVraKMq+Wy/b/8AMpxl99CzHgU51uLORo2Y6lDZSnU4si1R0RlYtkxUt9EPr2NqkkzILLFTaj2Ktbk+i1Wk4gcUpdjtcJ30o6cWHt6GZHH8Ah6EMyIe+wLk2O47fRE4tLtDVwH6U3Bkwco+h6ab7CUU/QEjNi1kSi+x/wDM+nsVZV0VJbT0HZoXVMc5/JMOyCjHaKsZaY5OVi0BMahUpsivuYyWPL+gFCUJb0boeGjXFqvoTfvi9lzBsjOOmHlYnJfU6dbjwldMwZf7EbLduFOL9CJY81+EHFoqmgNgsLhJfhHB/wBChICi5fhKql/RoYOH8jW0NGDbA3SEU0Tta9l+vBkl6NbFwYQ10XHVFL0duPBzpB5f4Y+PjcZdov8AwQcCbYqPoSrXvRVRURW7KWZie9IqUYr59o2ZJSXYqUIx7RKWNXYVP8K0sdPSSLmPjcIb0Kpac+zRWuAYxXospFfS32C2kwbJan0KsbS2ZsUsNpx6K0nxfQML9LsB2pzJylYUqCjbLnostOUSvCUXNF3pV7DBWZsRxaiVJxfMsu7ctHPi+xmrCuE0w5LsKxKCIhaog32cojKqD+nRsjJaZXuXfRNMW5l2OLy7YKcjN0Z9dTky/VUuGhjqjXEXG1JhUaA3ZWyMfezKux5Rl6NuVycjpVQsXolPGpeFYTcTBVUv6D+KaRqSpjB+iX8fH8JfFQ7yGRwlvsLg0i8oxk+hd8UkK4UGM+lZSObBa0wXLQhewn2QobYPIfj1ObClZKTOjWguEUWHjtAziorspqS2KtkE/QuMf7G7Tlo6yHHtCtDJi4xXyI9R4uuPxLo8tF/dHqPEz/xIr/n/AOhM16mi4xX4C3H+iZ+hL2dxyomT/oW1thrsRffGn2ZuiiAyotV9GfjdXdlm3OhODWzPV3+XohKSu0UUXRvR04nFfGm5RWx+y66ibVEWtqHRl2ZU42GvpSWitPBjJ70JOLfg8Wl6MwsjnFchmZkxhW9MrTrdMPqZWVkTbaYksjjGmGMNmPefJN9lK6/5J7YMZqQcaOb6OZyci6ikHBxcex1MYJ7ZTthKoWr5IG1eh1s0LtvqJRtpk32izi5Md/YsXWVyXWhqUlYLcQPG4732jSyKE6vQPj3DRcuceDOiEFqc85PY8pl1cJsjH9j/ACTXN6KlEtSRwyVSOiPYmjDJdfsXk5CsRFsVKG0U5Jpgk2uBjFMF+wt7WiDtkxmC4N+iI0Sb9Fmhxb7NKimEvwpGFkpT1F4G6Y7YeR5BxlpMLKXxw+pkTk5SKOTiqRFRUnZpw8k17Zaq8mmu2YPGSCjGcvWwLLJGeNHoP+Rh/Zxh/Bd/2cP80v4D4omhZB/oh/VlydkbF0U7IvkCSodMlraG0xFx6iOosjF9mQrYycfr2Zlr4WGxKcJx0mZWXXqWxciDjYcMjcdBxq+QpV72aFNiguya76WfPCtfjNdpFTTjI2J2wmtFadCk9o0ofwKl/RFdktaRahRKcNh00Qgtst1W1pa6HjH+iSl/DItocX2Kb49G1fTCxbRn24ct7SBKFeAjP+gUtP2MuUXHortSrAVsn0LdcC+guOmFCSQxY8praQEqZRloFMFphWNcChPuRcui4wEU0uc/QGu0NHnRPBouYmv0m6njFdEVLj2NFUwN2i/8cZfh1mHFw3oTDISeh9mQvi6ZfhPpUi1RP2WI58X0zLvscpsUpNE1k18K6Wb0bqrPehv8aqxfh56N0o/pZq8hOH6UWZP0Dxv8NOXjoN/gH/HQ/wCip/yctewf+Snv2FzgDWRorx9aXehtca6fTRlS8lNr2IebOT9m+WK8BpJ+npqsmO9Jj5T2tnncXIfJbZtU2coHTjybIlKNBy7AVa9nOXYE7uIzYpFj16Ey3JBJ/JIsRqWhPTXRWpralsur/UFRSJ2MlRn0VOrctirF1plv8Kl7+wso0ZFW2p62iuoSbNeupTh2SsWKfok8dh2oo41EnJNmm6/8eiYwjBdIlyKRhQjdspfxnyCnTqJa6K11jT0M4pDptlV1y5dBuqTRZpipdsc4rQFEOxToq4vbLsZLQDikuiIrsdKgPp1ycl0UbdwXZpvWuzPytSekLNBiVYy3ItVvXsVVjSk9lpYslERJjtoq5dq10U+bY/LrcX2IjpRJT9GXgVc9MKyLn6FwXKRcrSjrYqVmboo2VSit6Ksk3I3bYQnDrRReL9uhZY/4NGZTjX+svYs1EiWM1ErNuuZktTN7GrOcXEzsm1b0gpXPh7K8Y/JPsMpWKlR1KbltjrdNaCjWk0kMsx3GG2BLgb6UnHT2aWHnfDHWyg3+APYItxdoL6qZ6TH8irZabLrknHZ5Gi6Vdi7PQUWO2lHViy3xkZwovRaa6Mfy0pL0W4XuuWmTbjrKWyk/sqRo/V2zzsOcn+l7FxJSkm0X4eMUJei7XVGuPoTHhf6UeRfgFVXxwCYbYJ0eErOixifQtBJhMDZqXTMnOxG9uKNWS7GqiNkO0SnDfgYy1PJOqUWNqyPj9mln4yq20Ytv+xwzTgzqi9x916sK/HZ0RiRNuysY0L04+iPll/Y5w6FcNs3TNIs42dKr9G2+UlJa2UZQ4oWN8kkqJOCbsK2yVr2yIJoKKWgtb9Ce9D4Mqm5S0WZ4vKG0VK+po1K7F8XY8UmuiN14ZU6XFgOJeyJRfoqMm1RRdFpuLL2Pl8F2U5IFJt6QFJpglBM0MjMU46M5z++x6xJyjvTEzqcXoMm36JGKXEWqdWpI1MXBSW2jN8bW3aj09da+NHRhjt1nNmlq6RW+OpdaRw10Jv2cW1OezzlFrXtllrktlKiPKRf1xgc8eo65elextFedziWZRcinfB76FkaPRlOVJy1sfbysXop49Eua6N/FxFOC2hoRcjSkosyYVNdtEWSa6NnIxI1wb0Y17/yaQJw1HhLYdjUTtfRoQwZcfRPinBJbNr6KG+iuPGmrJzyNOjzGZCdRQV8ov2a/lrYvaRhSfZz5OPh1Y+x6XYZzXTZeoyoWLT0YLChdKD6Zo5GhJ4l+G7bjwtXRWWA1P0RhZDk0mbEIJxT0XUVPpyyk4cFY+KlDtFXNqjXtl6y344mRm5Ls2gzpISFtlKyz5J8UaeDhrinoy6a27Uz0OJqNS2TxRt9K5JUuFe/A5+kUL8V1I31NMp59fKt6RWUFViQm7o83ObjINXtx1sG+tqb6E9o5G2jsSTJk9sjZMK3N9D1hza9GUWxtkis+yB8sacfwB0yX4amawEjtE6a6CVcpLpBoItjaqZWPpHQpk5JNG/4zCi4ptD48ezJznSKuLgS0m0adVTrWmXeEa46SEWSSZ3RgoHLKWwuSK84cpDZT2RBPZn0COqq4jtkfhBvBSdnbIOCmFB7K1sftsemKn2zS8GQ6l/UZsXWtRJbMI/SWyNnbIMYnYudakwzth9GREI8UFsHZHIJgyYoBMNdIxgbpqMDOlZysG5lr9FWqLlLZOTtlYx4bGLw4LZGVlRrj0UHZOtaQrU756YXOlSBr2xOTe7Z9E14s7IbL0PHbSei5XTGqvsmsbbthc0vDAlGVEuyHkNrot5/GU3oRTTGXsk4tOkOvLYNd0m+yx8qSBspUF0BDHnMamgOiyrlKBnZTSk2XvglCPZn5MeU9ITJdGj6Idr1oKq1xDhjNrbJ+HRGmPaGVWv5NstW384qKKkKpN9ItUY0nNbRSNiSaG4/j/ljvQU/GPfSNfFhwrS0P0v6OlYlRF5HZ55eLly3o1cLHdcdSLyjHXoqZmTGiL0OoRh027lwjIx1LtCKslVT4tlZeU5bTZSnk8700xHkXqKRg/wBPTRmpx2gJMVhScqUNkjpTtE2qYJxBKAgnBJEIl9RGMDJdB1WcemVXa1ZphTsUY9E9jUVvK2bizz0nuRt5S+WDZj2R4zZxZ+uzqwrhMEM9AR9HORA6EguYcFHYjt+jm5RCmK0Ptq5ehP8AHkvwdRd3qRfiq5w/B1FSJtuJjy+vRYx6+aIyq0pdE0SdcRUqZn1DJ1KD2DK7jHSF2XOTF+zOX8Mo/wBJcnJ9kNk6I1tk2UI05Mv4WE7JLaFYuLKcl0elwcVVwTaKY4W+kMs6QuGAlXrRUt8UpS3o3W4paKmTfGuLOlwjXTkU5fhn0YkMd7YWR5CNS0mZuZnyc2kyhO2VntkXlUeRLRwOXZGo/Lvfs4x9HE/mkV+CJo04zi96LLrclrRfhXBroL4kn6OuMDjc7KVeI2vR0vHqUu0X1pI5yG0QuzK9WDCC9FypKHSFczoz7HikvDdYWYuVTPPTrXzPZ6Kxc62jDyanCxslnX6WwujoWOnTTLP/ACjVetmfOz66ZW1Kcujm3a8LqCfozIuldNivhlrejRwsCVkk2jW/4yPxegxxSl0Lyxjw8pKOvYCjtmpnYMq5PSM9R4y7JOLi6ZTZSVou4MNSR6Ghr40YOK1pGhHI4Q9nTjaSOHKrZayYxlFoxbqUpsdbmtv2V5W8wTkmCMWg6a1zRpwX06MquTUjUx39dsMATC5cX2TKamtMq5VrUuivHIaY+1cAkNuwlY20jPycBw7SNjHt5obdCM63sV41JFI5HFnncfUJ6aNvEpjZFdGTOrWTpf2egwKuNSYcEe0UyP8AQLcGtrtIr2YEHB6RbzLHFdFSu977OiUYiRsx7cRq7SRrYXjYyrW0Bc4cuRewsqLWiUMcVLo8pOhFnioxe0ixjw+FaLc5Jorzl2XUEvCVt+hTnsTJcid7ORmCqAUOwuKRJ0vQoCPZz0hDt4yBtv3HoVyRqHppktFfHbbLLDF2bwA7jslkbGCGukQdsjYAEOeiVJMCxbXQFe0+wN9MPIObSRClsJiSDmQMMg0H/wDkUmMXoJjNy9uYzDrbCyK9y2PxkoxJqP2KXwiyjkxtOPGHejp2pMOE9oZJWTbY2ViriZmX5BaaTLWVuUHowciDU3sXLJrwfHFMJ2OxtsGNrjPoGC0jox3Yjn6Wov0Qlc1s0oVRrhtoHAqXBPQWfPhU9HQlrG2Qk7dGfm5UVtIzIz5z2KybXKx9hY8WzinPaRZRpFpWfg6ur5GuhEKnKXRr4mPxhtjxi2Tk6OoxYRSctFlKqP8ARSyrXB6RTlkyb9j7qPCerl03PnjFdMOu1TMWuyUl2y7i2NS0VjksVwo0pPUG0eb8rfJzaPRzl/i2eX8pNOxgzv6lMK6Z/N/2Mok3atiNj8SDlYjjj6djqj1fj1/gQ+fsXgx40oOx9nqR/wCTifotkog5BMGgvwBDEjAKd9eu0U7bZejY4xl0yjm1xrW0iM4/o8WUJ2NVvZmTe5stXX7TSKb9nFklZ141QafRGuT6BH4sOViJrrKN0i/gYDs7aHZni9R3FGphRjVUmx0512Ra6O+OGOtHFLK9jxdtbql2FHJlFa2XfK1xjN6Mo4ppxdHTF7Kxztc3tkuzrRFFXyPQ+3DlCO9GptWa1ZWT2GhenF6CiIOGMoipWJMDi9E1y4yAb8PS4NNcYJ9Fy2+NUOjKwLXOK7Jz7HGPs6lOo8OR47l0es3lZrYvM/yR9mVXc1PZYsyHKPRNZLXR/jplW3EcntCJYso/hfqm3LtFiajx9CaJlNmjE+KX9HGm4R36OE0G3H4l7k9Mv72jHoUoSNKqxyXZ3Y3w87JHvBjYLJYOygiIk2kLjY+Q32coLYRkx9b3Ez/IQ13ovw6FZcIzrYJq0aLpnnprky9gYqnJbRVsjxsaRqeOi1pnNCNyOiUqiatNMaorSHcl6ESs0havW/Z2KkctNjMnFjdF9Hm/IYfxSbSPTRuTRn+TrU62yWaCkrLYpuLo87Va4PQ/5m+tlSz62Mj5NM4U6OiUbLnwymtoDhKD7LmDYpR0ycyte0ilcshfaFVJPstxu4x0U8ffoc6pNjRuhJIZr5H2BZQl6CUZQW2D8yb02N/+gQ7Gg0OtbjBia8iMP0HIy4ut9jWkjJOylH75X/p6HHWqUeWrv/8A5O/+z02JYp0ob/O02yuRcQvJhyKFseK6NG+SKsoczokrBFmPfdLlrstYE5ckPlgqT3ofTiqv8IqDuykpKi4pbghcvYa6QDLkCCUQcK2ZskGyWohAWQ5IVsUozk5S6Idci5DHSe2O+KOiWrYdivjRaXY2e0MUVH0RJbQ64hb6JUtkipJxkMi9oKYxJKIJQ1gOfSETuUWPl/qVJVuUxWwoiVzl6HVNtdnQoSQxRSRkmFsnZxBKRRBRKCTOSCURggTgpExhxQfE7QDWJcG5DYrSJ0cBIU6TXF7MbOj9m0bE4tlPJxXOLegZFaKQdGMpNMsY0XOxdErFfPWjTxcNQSkyEYNspKSRexY8K0UvJybi9DpZCh9UROv54bLy6qRBcdnl7V9y9h17hsjKxeN2tFqmHx1HCoVIu5cG4yjz7NLajDooY1e5bLNnJ9IvHiIS6yplLk2UZR7NOWNKSKtlDi/ROUWPFgUvT0aeLXvTKFVDb9Grjx4RK4kLMsyjupo8x5ShxsbPTxkZ3ksb5VtIplhtE2KVM8uobL+BFKxbDjgS36G048oWLo5oY2mdLkmjex2lUjpvsCjqtHSZ3rw5n6cSDsnZjBoLfQtMYvRgAJvmLzqudQyyca1szcnyDe0iM5JKmPBNvhlXVuM2TTju1hzfyy2Ox262cdJs6dqQa8Y3HehuNhOue2i3RlRbUWWL3FVcol444+ojLI/BV9yrp0mZ9eXPk+ytk5E3NoGm3T7A52zKNIjOtlY+ynCmU30jUeP8/Y6nCcPwT43J2Op0iph0uua5GzOqFlH/AIU7Kpb6Q12uujTKxSiqJybbMXKrUbXoZi4/yNC8mfKxsbiX8GjkdbHSr1L88LVfSM62pwkbmNarloR5DGUVtIecLVoWM6dMq4eT8XsnLyPlKsYvlpDVRN/hLtUPy7ExT5Gni4vypFSNEt+jY8cnHWx8ce9EyS5wbT4xJehsvHRaLqlqIq6/jE6tIpHJvJspPxsTgJZr5M4l9Sn2AePBERST6J58l7Ae0yvDlsNsFnb2jhrMcHEBBphTMRdZwjtGbdlye0Xr1yjoqww+UtsSdvwpCv0pwhKyzbRtYtfxwQNWLGH4P9LSDCFdNKVgXNtdFeMZbLL7IWimtgTOqTR2TH5K2g0w0kzOPKBfbPM5eFNSbSKEouL0z2GVVD4m9Hl81JWvRxZsep1Yp7cLHjn2ts07+HxmDTc6/RbrulY9MWE+ULPH2woyau1FGvTVuvk0JxMSMmmy/bDhTqP9HRCPLITknwzcucVFpGNbdKM2W8ic1a9+ilkyTIZJFccSY3yl+i7rZetioye+h3wTmt6JW2i2qQmuT5pnpvGWcqkjzTrlCXaNjxmQopIrgdS6DKrRrW1uTBjDiOUuUdi2+z0TmTJWiQCTWYlsFs5sgBjiDmyBWBhpnAcgkxRAjtkIkADnLSFfLtk2JtdCO4+wNjIc3F+yVFNdFKV/20Ppt30ZSTYzVDmtEBPtADgJfoXr7BNgr2YweziCQhOCQIT/ANeg2EnnFfpHzxX6ZuVZZCT9lJ5cv1k5ZqKKFnoY3xf6RZaktowa8qTkuzTg3OrZlk2M40MWV9tFquSmtmRxl8pfhKUKwxmK0WpSjH2Jsyoa0UL8ibbKU7Jb7ZpZqComl8keW0PjduOkZELXs1MOKktsEZ2aSoKNLnLbLlUFGOjlHQW+K7KJUSbszsupfJsTZ6SQedkJT6YiuxTkjnlVlknRdxuolyuKfbE1wSrWh9XSKxRJjOK0JnRGTCsnxQELuTH4BExpjELejmwRkhg1InqS7Fk7CjB/FD+hcqY73onkQ2HgyJ3paQLZzZGzGJO2QchWAJMOLFhJmsUTlQlKPRkXUtSez0CSkuytkYnNbSI5IWUhOjErWpF1Q+nRKwpKXovUY3XaJwxseU0ZD5wntbLcMmUocZGlLDg16Kd+Jx7ih9HEXdMqWY8Zdia6E7ND3XZ67Cqx5qWxdbfg2w+uv49GjUoyiU9Pj2Npk0Xjwm3YzI4Qi3oxMzJ5NpGzfD5IMxr8V8iWa/wbHX6Zz7ZMdpl6GDKS9Azw5Rfo5XBl1NF3xTbmjSz6uVRneOg4TRtygra9M6IRuNEZS+1mFi43K3tG1DBhwW0dVixrlssSf10gwxpLppzbfCnZjVx9IZRUo9kShJyIts+KBqS6C2+FqU1rWytatxZQ/mNz9jf5O0I5phUKK84fdnD+Kl2cJQ4ipNexkgtaIZVI4W7BTJbOOCazkyd6IRIUEFy7HQa0IlEZX0hkEdshtCrrlXHZmvyDdukzOaQ8Ytms10KlZxYzGfyQTCtx99lPVwKIrfJDYrRVjbGl6bHV5ELPTMmjNE5EXODSPPZuHLm3o9MxF9EbIPollx7I0J6s8vVV9tMv1Y6Wmg54bVnSLmPRpLZzQx0ys8ljsWLiizJqS0wElFA7OpKkczE3YMbE3ox8vxsk3pHoFMG1RnHtCTxqQ8ZuJ5SOLJT7RsYlMXBJoesWLn6HxoUPQkMNFJZNilleNjKDcUUsbGnXcegWnHTFfDFS3od4ldoVZHVHQWoJHBMEuKjjjjkAxGiGg9HPRjWKaIGtbFyixWxbFS3sdH0Qoh8RQNnIkjRwBThd0Nx6DbO9owyMqyLUhuPvkW5URkyY1RiIo9Hc1QS9AsNg6K2LYLI0HxIfRjWQcdtM41hs4OAAcfYUzWBk48Z1t6PPZNbhY9HprHuGjNuxFY2yWWN+FMc6Mip6mjYpuSq0Z92O6pDKlJxJQuLKyaZo47jKe2XZ8HDRmY9cky32l2Xi+EZeirYRSbM23XLovZO9FCXsnMeJ1cdyNbE+kVszsdJyLc71VHSDB10Eu8L0slRlrYc5/JV9TF+d2T9mrhpuPZSM9uCuNGLmRmrXvYeJFuSNDyFKb9CKYcNMi4VIrtcTTj1ShLtlFlmhc4AZMFBbLvwin0GTcq+xNPVgDytLiDC3U9i7KxkjT10CxcLuaGpF0xQdE6CUTmtGMBo5oLpnNGs1imns5BtEaDY1gko5o7QrFZwSRCCXQBWGnxRHzx9FXJv4R6M/+TJy9k5ZKGUbNyMoS/oJ2Qj+mPHIlroiWRNv9N8qNobHzJv2c0pIzKrJJbbHxy162Opp+m1LPxR/onUEIeQtb2VrcnvphckjJNl6XHQlWLlpFCWY9aG4k3OfYm9vg2tGjv6FZpOfZZ19SvKH22O1YqZaqhBR9EWUQl+AwbSC5bNygWwIVxhLoe7HGIqKfIO2cYw7F8N+kLKfLQ6FqfsypWrmMhc36J7lnHhruUeOzLzbW20iXkuPTYuxqa2LOVo0Y0yoovY+CaQO0mMgnPpEkirYat0jgliSaOG1Yu0TmxM7knoZL0UL+SlspJ0cUVZerfJB8SnjXpdMtq2LXsKaaM0do4h2R2MjHkuh0YAKIXxnKPYUETkUuyGkZq8fJW70bsY/2DZKuC30CUE+seM2uE4dfxwSZGbkKqtld5qUtIoeRyecH2GU1GPB4xt9KGXnSnY9MteLtnOa2zHk9yNLxtihNHLCTcrZ0zilE9N/+EJnZxTGVzU60JsW+jsl4cT9ERnzn2iymkhMa0nsJvsmuAGN7IOXo4YxGyNnMgNGo5PTC5AnBCTs7ZBwLMSQcSazEE7SIFTb2azE2Wa9FazIaH8eUSrdRLfROTY8aH0ZHJ6Za1tGfRTKMuzSgvqjRbfok1XgOuKFSyIxehty+jMjIk1JglKjRjZrQnGa6JaMfHy3GWmzTps+RAjNSBKFBMHYySFMYUnkRsg4FgDXZEpKK7O3pFTJsf4ZuhkrGvJjvRPLmujL5vkXsRtrsRTtjuNIfGDQWg2AyhOyA4gpbDiugo1icm7hEp15Dcgs6XZThLTIyk7LRjws31uzs6EVCPZMb9x0cq5WPowbLONZEdOUX6KbqlVHZXeRJPQ21egq2PvmUpLbGTnyQpPsRux0Pxq5N9BZNUtdl3x8E12NzYLj0VUPqDbplYtLlNG5TDhAqYNS3s0ePRTFCkCbKGV9mV3JLRpXUco7Mm9OEtC5FQY9NXDsXHQzKjygUsDbNLjtaY0eolLjMSVL5na4PsvZNah2jOtbbItalovYvY8l0XoyTRkY82vZbjdv0VhMWUS3KaiV7bW/QE5PQVWn7M5WZKjqZvl2WtbQmUEu0dCz8DF0Bqw2iGgn2tgscUg7RxxrNZwXHaISGwjs1AMzMiyhpR7ZrZ0dIw8i3jtHLk4y0OjVlRi9Fqu2Fi30YUpNvYym2cWkmRWTpRwNqT60hTi097G4kXOvcgMluPoq3yyP7QSblH2LcG32Ri3bnqRoxoVi2gr7Bb1KMcfZYpSqZajjuIu2h/hRRrom1j4WKSJaKUHKuWmXYPlEpGVgfDiYncQkggYfqOzNzL3y0jSk1wMrJhubZLK+cKYvStybHU3cPYhrTG1V8zmTdnTRN1zlLaIV71of/GWiFi9jas1oXVB2SNWiuNaTZXpq4ll1NxKwjRKbsf8APBf0cU3RI4pbJ6ISnsVfUpR2GmG+4gq0RRkyUoy6J+eUSxbxjLsq3Sj+EGqLLo6qxyl2aML41w7ZiQyFAVfmSk9JmWTVB+Oz0cMyuT1tD4uMl0eRryZxl7N7x+TzS2ymPLsLPHRdvt+KDZg5PkJOxrZreQf+F6PMW7drFzTa4hsUU/TTpn8newMyv67Ax4yhDZ19+46Fv69K/pmyWpFjEcua0JacpGv4zE5NNonCLbHnKkauJJ/Ethz9hqtVx0hUn2d3iOJu2T+HJA7JQooZBxwTHHaJIMGyGQSyAhJ/CDjtgAcSDsnZjHCbH2OE2QbewMKHVdoNwixNbaQxS2awAuKT6GwXRCXYfJRAZ9IsjuBkZdemzZT5ozc+tx2JkXBocZkcWp9GrgSekmZ8dcuyxTcoTRCDplpq0a8l0Il7HVTVkAJxOn05BWySGjkAwXtCL6toeiHHZn0ZOjNjjtz9Gjj1cIhRgkG3pCqNGcrOaB4kOxASyFEaxUmN6QMr4xXsQ5uz0V7qrAOX8HUQMqanIVGta2DKMk+yfskSu2WXBlMVz0zWpjCMNmNVtS2y387S1seDoSSsZmWrTSM6MOci3L/J7FPVYJddhjwXOvSIrpcpehtSd0zSqx1Fb0GMNguVHYsPjj2TkPnEKfS6Fy3wZ0eKhV7YrHyFVPTZowyYSXtHnb+SseiKsicZa2SWXXhVws9DkZMYwfZi2W/LbpCcjKlx1sXhz5XLYk8uzoKhSs9DhV8a02WXNJCa9/EuJMISfsuvDnfWUszI70LprVi2R5CpxlsjFvjGOmRf/XSyX14W1jJR2KilGztkvI5LUSpdOUZbC2l4ZJsv2NPWg60ox2yhRY5Ptlqcnw6Nt+hr8Gu1egFP7FeClKQdu4LYNmFo0INOJDRSoyH6LkJci0ZWRlGmRolRJbSCjKL/AEYUjqJKvjH9EZM+MXoybstqT7Elk1HjDY0suyNi0jCy69PY3+XKT9g2J2o5py3LRjqV66k4j8bE5WeugqKJctM1qKFCIIQsEp0IlL4IaRUtvU0zQyaOcTHurlGWhsloWCTAU2p7Rr4GS1pSKOLjc32i5LHdXoWCa6NOnw1ldGSObi0ZlUpod8sjoUyGh2RrfR1FvHpirJbfZMEmLt0fXhbd6FTydC2gXDaGcmZRQaym2dZ9o7BjjP2HFNdMV2/RlS8KUk+Q6mXFDZ0pvYLgkT1ordhq3lIt1pSRRhDb6LmPGW0PAWRYVfHsJTXoKS+oley/hH0bs4E4ItmamMXoDWgkwJAoTbj/ACFPIxJRiasWFKtWLTFljTGTo8w8eblrTBsxpwW2j08MKHLeiMrBjOt6RF/53RVZTyTlot4eY6pLsHMw5VSfXRXor5TSObsWVdNG5PL+erRTrxJTu3ou4eFtJmhGiMPw6VBy6znc1HiExwk6daKVvjXt9GzGSSOk4ss8aYqyNHnv4XCfaNfCioRQc6oyYUIcQRhqwynaGzexEkNYLQ7JAIlHaJFMSQziGwhJTJ2CSgAOZARBrMQ3pC1PbDl2hajpmCg9kbOIMYIL2CiUBgbCUUTrRyJACyUDNNolew0txCZOgKJafZW8jNNMmybrsBsrV62TbtUWS7ZlRg5S6JsrcOy6sZ1y9HXVcoeiOnCjkBg5Omotmm2pR2eebdVhoY+ZuKTY+Of4yWSH6i3LSBXZyamvYL+rK2SoZo7Qv5kiHejWgUOAsnpEKzkivdJoDYUiXak+2JtkpemJlXOfaEtTrfZNyZZRNHGkorbCsyoOXErUT+RaQM6ZQsTZtnXDa96Wp0qUeSQlV960X8fjKrTAsjCHexq/RL/CtOlRjsR1sdOz5HxiA8aS7B74Ov8A0fRVyR1uMv06iTj0Nu24bKJKgfoONXCLLr9GNXbKNpqVT5QGg0CSBnJb0xigpQ6KGTY1YWK8qMau2FTV9DRVy6lFtlFaT2W8rKjNPszZ3e9HPkkr4dEE6IvnylodhQbmmU29vZaxL+EkiMX9ulGuHp8axKtJlqLi/Rk1y5w2mHDLdT1I74zRxuAfka3KL0jDkpwlo9FC2F67KWZTXF7J5I31FISrgrBhz9jcvGf4Jx741votvJUwKqozu7KtFDRarjt6ZHNJdFeWQ42A4jdZqVYqXZVz0orQ7Fy+aSOzauUdjNJx4Km1LpSxoch8rHURhaUtDcyC47DFcs0n0qvIlN9Da/k9lepJT7NKqytR/DLoHwz8y2UYPZiWT5TPRZlCvX1Me/AlW96IZU7L4mqFVw62y7hxUpaKSnxWmWsOfGexYVYZ3RoumMe0Mg+hfych0EuJ1I5mdvktFW3EU5b0WlpMid8YexZJP0Mb/BePj/G/QzIj0RDKg37DlKNn6BVVIanfSo5qCAjY5yLU8bmgI0xq9itMPBF20iKpPQd0lLpA1RYP0f8ACfk+2i7RWpLZRlVLn6NHF6hplIe9En5wdxSQuVabGSF8nyLEVYFlekVnByZpqHOPYt0Ri9snKBSEytVXr2WY/UTO6MHrZys5doCpFKstTnqGyrG3lPQ1WKceIVeOuWwu34LVBpdHDVDo4oTMpo7QcmkRGSYTURvj7CjagJrk+hc9Vx2zWFKy7C5f2OUlJHn7c/hLpljDz3Y0hVkV0F436M8rRFwb0ecUvjt6PU5rU6Hv+jy9qSu/9OX/AEKnaK4vDd8be5JI05+jN8TBOKNOxdFsf/Jz5PRDZCbJa7CjDY4hy2w1Fhxr17Ck4wiEwmS4oUrU5aBtyYylx2HXTyW0T2t8H1pdD1sF9DIwaXZEojiC9nEtEGCjiUQcjGCBZJwAUAyAmCYxxxxItgs5EogkwAtnbA2EgGGIdDSXZXiw7Jca20Hwy6Bk1Rn6fZSlKVD/AOitdmzhZ7Aty3ZDshKas7IQdGpRbC5d+xtlC49GDTkyrn7NrGylbX2xoTUuMXJjceoycyrUyvGMo9mhm/7lZSXHRNrpr4Ootlo626QeLBMs/wAaMvY6TaItpMypXy2TC7b7LWTh69IoyrcGI7QypmnjtNAZbUUVqbuPWzsifNex9uAUejcW+LemRmyg19SjFuLHxj8i7YNrVFKp2ThPVhp31c6dozIJV2I1a7Yyp0x4eULP2zJllTok1sVZmTs62Ozafs2itjVc7NMi7uh1VWXcCDlLbNCycV0dTXGmrZXk3OzZ0RWqon6yxXGLYVsdx0itGxxlotRfJFUB8M+Vep+i9jxbgE6VIZFxqj2BRozdmd5CvimzFnkzT1s1/J5UXFpMwn9pHJmlT4dGKNroTslL9I02Eok6I2dFUCoNja6J72kTCST7L+NZB9dDxSYkpNDcOySaiy1lVf4+SBrjHmtFy+vlR/4dcY/U5m+mNVlyqnrZ2VkSsjsC2njY2DFqUuJFt+FKXomN0ovst05KbW2DbirhtFPuEyduI9KRv1asiV8qni9iMTK4a2y/1kRLpqSJU4sr4tvCSNOyxTo/8M6WNKL2iXZNQ4mTaVGaTdhY1mr9GnZV8lZl4dEnbyZtwaUUimLzpPJ7wwsuuVPaKcMmxz1tnoMzGV0Xoo0+M1PbQkoO+DRmq6WsHcopyLGRjxsg9IVtUx0g6rdrsoqqmTd3aPO52K6ptpCsbk56Nbyk4vaRRw6/vs5nGp8OpSuPS/TW9LY5troKEopJBNJ9nSlw536KkmobMjLvkptbNt6cGjEza0rGRzXRbFVlZXzT9lirNlGS2xCq5egpY8o/hzJyR0NRNivOTq7ZQvzJSnpMijHsnHXY+vxsnLbRVuUkS+sWFixc1uRehBJdEQxvjjpBclX7ZaKr0k3b4DNqP4FXb2dKUJr2D9Yx2hrNRdiuSIcFHsrU5SXTCnlKfSKqSono7DeWoPRVyM2UvQz+K7HsZ/x6a7EakysVFGRK2Tltlim98dFmzx/9IOrASXZNY5WUc40V1c1LZcoy16YE8L+gI4kk+h1GSYlxZpK+LXs4pqmSRw9sSolGzKgl7IoyIzfs87LJnL9Dqy5Vv2Q+fpX4j007YVrbZlZ2cpbUWUbc6c1rZVlNyfYJ5r4gxxV6G7HKfbNPAnGOmzH0OrucP0lGdOx5RtGxm5n00mY0p8p7Dtuc0I/QZJ7M0I0eh8PZ0kbU1tHl/GX8Jo9PTYpwR1YZXGjizKpAKvbClKNS2w5zjBbZi+Rze2osac1FCQg5MsZPklB6iylZ5NyXsznJ2PtgNaOOWaTO2GGKLUbpTs2jcwrXGC5GFhJOxbN2MdVrQ+Fv0GVLwbbkqKArvVjM7LscXoDFufNFvk7RF4+Wa8kAMh9obBaKkQSdEpBqBjAaOGcQGtGMAwQmCKxWccccKA444lIwLIRJPE5+ghIg9sZa18b2Lh7ByZNRM/BkulCWI7rehsvG6j6HY1sYvstO+M3pElCL6X3kuGNbgyj6QNE5Uy0zbnGPH0ZOSl8vROUNeoqp7KmHd/khspfpoQpcqirOvhPszT9JWvA8a3jLTNKElP0zIcH7Q2rIlU+xoyr0lKN+GrOtcOzIyl99IuLOU462U7Zbs2Gck/AQTXoEMeTWyZUSSLldkVWBZctMGqobZ2Z84uINdjUtB2z2xW1ET9KrqGWT0x1F8ukVO7JF7HoaW2ho22B1Q6cfljoirDcJctDYyjB9liN0JR0iqin6TtoS5f8A5DVaUdibH9x8JJxKRMVLdqQ/Hs/GFKtMGNWn0GqYbtFqdihDZi5vkHtpM074t1NHm8yLVj2RzzaQ+KKbF2XSsfbJriLguyxBHFdnZFUEl0Q0GjmgjtCZImqxwl7CkhLWmFcEkjVxchua7N2M1Oj/AMPK49vGS2bFWdGNWtnXinzpzZIlXOk1J6KEJSU9mhOUb5ja8KD7Jyi5PgykoroFdnKvTKd9MuW9GxXg99DrcBOr0M8TaFWRJnnINqSN/wActwM2WNxu1o28CnjBBwwdmyyTQ5VpvtC7MVN+izpJgW2xhHtnVJL9OdN/gGo017M2fknG3WwMzNc24xZQ+KUns5cmT8idEMf7I3qs3mg55iguzP8AHr7akXcyiPxbQ6k3GxXBJ0VZ5fyWaRdgmqNow4Ljfr/s36Vyx9f9AxycjZEo+GTbB2WPYLaoDyd1WMpZFvJCSdDxVjP5snYkmaULG6dmBVL/ACLZvY0o2VJBxSsbJGkJjkS+TRGRjOzsc8ZRnsapJrQzjfpO68KVGIovcixONSXeg7ItRejNtU+X6K1qhk9jQqurg9LRajfHRi1xkntlpORoyBKJq81KJleQnJPoJ5br6Odkb1pmk9lRoKnZnwyLN67NTHjK2HYEMKK+xexEovRscHfSk5L8FfwmlsinGan2aVlkWtICMddnSoIjuyYajELmAwWyggzkmRz0L2c2E1BuZykL2cmY1DeRwvZwaNR4VQJ4DPQLZ5B6AHEnR2yOwAJZEYuT6DjW2WKaoxabClYrkHRgSsjvQnJxnU/RuYdkHHSF5+PzW0izxrW0R+TpkYkZc1o9JiWca1tmLVH4faGvN4rSYIPQWa3Zcz8zSaTMWyx2SJuvdkvZ0EiU57MrCGqBi9ES7G8U30FKn67JlUdiS1Yj0mMlOtHlotwls0sTyDjpNlsU0vSeSDfhcz8TabRUwqf8umaztV1G/wDoyHd8GR/6VlSaZONtUeghUlBAurspU+UjxSbGT8jDjvZ0rJGjmeOVlqNSE5NqpiUZeW0/ZTyc539InLNGuFI4ZX0v15ynLRb3yjsysHFlJ8jVUOEdGxybXRMqSdIXIAOQAzJEN6Jj2Eo7JXGD7AYlQDVYt5UIvWwp5UVXtAtA1YF1irArn8hmZeY5z0mWcCza7EU7lRV42lZdlJVoq3381pDMn7Loqxg9hk34CK/QFGSLeNF+yaqHL8L1dChE0YDuZVss49CFRzlyDypJWaLONBOAdbdGcqR1UYxjplXLoTfJFi9OHaKU75SXEEqSomr9K6kovTBu4uPR1lE5PaQicZx9kJNlEhak4y9liL5ITGG32OitCRGZcxqXOIyWIg8OSUSxLtnVFJog27Mm3Ce+hLw5Nm3xT9gSrRvjQ6myhj4Wu2XlXGEdAOXA5S5jxikBtsRkw2uivRzUtFyyOkJjYoyFa6Mnw62LXZFVrT7GzmpxKrepdBfDI0IyTQUZLZWpjKSLHxuEdsdMDGWNfG9nm/I8fkei/m5/BOKZi22u2W2cufInwtig106HsfERDodFnMjqixhwOzthHslipRGo5rYTNWV9NPoZGcv7JcDuJrEcRtV3Bj15Bp+yjJMAKm0I4JnpMDO+RpM2FqdZ5Hx8+Ni7PU4tilWuztwz2XTkyx1Zm5kFC3ehtGbGMNbHZlPyp6M1Ylin+mdxfApprpennddGfkZc5vSLlWG2uxq8an+GkpSMnFMxoxb+zOV+paNXJxI1VsyPj3ac04uJ0QakaOL20y7dPdWtmdGaqgLlmtvWxlOkBxtkfG3dtI2sNNQSZWwao2abNNQUV0WxR/SGWf4VcjDVz9FC7xL10jYc1BdiJ5sE9PQ84xfosJS/Dz13j51Peh+HOVfTNnlVevwD/j4t/UksVO4lvltUyhLK+2h9Uot72FkeN4x2iglOFnFbC7T6alJcNSTi4lS2C2MroslHYz+JN+xnbF4iio7mki3OtRqLNOBp7Z2ZBQhoXRpWba3RjXR2yKU1IsOG0LrilMnXSqZbV3GHYP8AMUfQTx/kh0VpY2paKO0DjLmPkfJPtminuJlY9DjJGpBfUvjuukslfhEnoXzTGyjtCnU9jOwRaOB59h8dIS4/YNjcHeyCF0jtjWKFs4DZxrMeQitssQw/kXRX9Mt42Vw9nlRa/Tslf4Oq8S5e0G/ENP0WK/IxRbhn1yj3o6Yxxsg3NGPkYyx4GdK17NTyWQrN6MjXZz5Gk+FYLnTV8a232as4qa7MrxrW1s2VDaWi+LsSGTjKOTjLg2jEtTjNo9LkLVT2eeyf/oyWdUUwuyvvsNSCqpdktJF2PjZuO9EFFvws5JelSM+x3zbjoGyh1S00BsFNB4yJdsmG1LogZQk7FsyC2bfjVKdemVvJ43CTaNbx0Y/GtHeRxvkg2kd3x3A5FkqZ5WMpctbLka5Sr2Itr+K3svU3QVWmc8V+M6Z/1GbZFxl2WMOn5JpsDKcXLosYEtCpfY0n9TcxuFcUg7NNdGQ8iUbUtmjTPnWjqjO+HnZIV0CXs5IKS7ITSKExkY9Gd5C7496ZZuyeEejHypTvkyWSVKkVxxt2yK7XOW2yzOf+PSZlvnWyxjqy2S96OdS/DpcV6SqJTl6NLDxppei1i4sYwTkhzuhW9I6IY0usjKbfECsd67OVEUSsqLYxSUi3GRdoKEUibbFGHsXZaq4sx8vyDcmkxZTUUGEHJnZdr+TaLWDmLSTZQr1ctsBP47dJkVJp2dDimqPQzSsiVv40VLYzFnyqWxk0XpPpyvjoUowS09FXLpjx2kHZJqRKlzWmI1fBlwyeEt9IiUZr8NZY6/oGdMf1EnjH3KONdKMtM04T3EpuhKW0WK00hoJoSVMby2yJS0cl2DNdFrFQFi5IiH1BhP7aHqG+wrpQCf2QiVDfaLsatjFUtB1s10Z0aZa0Mrw25bZfjSiLpqqLNql6Db+C/pTHvRUyc6HFpMz/ACGdJtpMzHbKT7ZzZM9cRaGG+sdlyU5NlVLsZpv2dxORu3Z060iEhiISJRkFIIgJI7QR6IQWyCUEKOOJYOzGZDQuSGti5GATTNxmtHoMHJagtswsavlNGm/8cOi2JtdOfKkzVWVHfbLNfCxbWjzvyTlLo18CTUVyZ0wyWzmlGkaCionO6EV7KmXkqEHpmJb5GbbWzTzKJoYnMveSzE9pMyVa97Astdj22HTDm9HHKbmzuhj0QfySmtAqmbe9M0aMNPTZejjVqHehljb9FlOjNxct4+kzWo8hGzrZi+QhGEnxKtGRKua7Csrg6JyxKas9RkRdkPqY2TVZGTfZqYGSrYJMdk0wcdtHRJbq0QjJwdMwab7IP9NbCypSa5CY0VuX4NjUoP6iwTRWTTNKTU4GZZXGNu2X6nuOinmxa7RaXVZGPHRZougo66CuyoQXWjKx+blotW48pxMpNrgzSTC/5Jb0irl5fyIU8aUZEfx5SfZJuT4OoxXQIzfHsS5tS2Nu+i0ivpsmx0W687jHQMb+dmxNdDl+BxolGa6GWxuGvRJKG2c8yMZa2BXB/CZ99c1N6LOTS4SSTZsRyYSXsl2xfpmCrLIf2Pqum2BZbG+OjY2mhbQmq1v2NbKJ2SZGzjtnBs1nHHHGs1nlHAjgP0do8o9OhGmglOaXsbxI4GsNIRLcvYDiWeALgYXUCm11S6NfF8itJSZkus7TXoaM3ESWJSNfLzYzhpMzP48rZbFcnvs0MW5Jdobbd9E10XCx47B1JOSNqVcIV9pFDGyIplu2fyV9HVjSjHhzT2lLpieScXJ8TL4ts0c2pxm9iqYxfs5Jq5HXDiKvB/0TDakaLpUo9IR/Flz9CaMbZGr4m19Jmzbp1MwcROmS2bcJfJVo78L+tHDlX2s8v5Nateiipy/Dc8jgSlJtIz6cJuzTRyzg9jshOOpT1KRoYMdLs0a/ExcN6IliqlPQVia6ycsqlxFGxbt6NXEj/jRmpL5uzYxlHgtD410583gua7K17aXRauWmLcOcS3pBFGuDtl2Pjixj7Q6upQY3SZlAbYo2eOja9pFrF8fGteizDSDdsYLtmUIrpt5Pgi9OEdIzbG3It5OdD1sr0yjdMSTTdIeKaVsCNM29ov0pqPYyNajEjeikY0JKVisip2RejDy8ScJN6PSw7F5WLGyt9C5MeyGhPVnl4Wyh0g4Nyntjr8bhYyUowRzKL/To2TL2LkcEky98sXHezz8r1F9MKGRZJaWy8clcJPHfTStuipewHlQiZtnyP3srznJe9geQKxno8bIhZ0WJ1KS6PN4eS4TW2b1GZCUVtjwmpLpOcK8OdKQPHRZ3Ga6AlWU1EEkNbQ34zuDA0Yqqn7bDlJwRYUCXQpoCX8DsUlnKD0wbPKRS6YrPwpR24mPOuxN72RnllHheGOMjZj5df2V8vyfyR0mZTjJf2C037IvNJqi6wI6ybnLZ0YkqIfEj6WUaISJaO0cYxBJGgkgoASJ0ckEkEdIHRGw2AzGO2QcRswGcwJBNgSZgB02/HIvQu+XRl7HU28BoyolKNmryjXHbAfkeHUSjZe5IT7DLI14BYk/S5dnysWtlZPk9gqOxkYknJy9KRiokpDaZ8JbAQWjLhT00YZyjAXPyMvxlLTIcR/kYnxoOy53MbVhSmtpFevqaNzFurjT3oMEpPos24rgGEnRL7F7Jt51fVmXkZHKf0HY1rktSOiMq+pzyhf2K0rp1zHQztLsszwVatopXYUoP0BqUR1qy5T5BctbLqnC+J57jKDLGPdPkl2GGV+MEsS9RsxojF7Qza0IhKXx9hQbfs6osg0G4RZzqjroCU+JCt2NSBTK1+JzlsUsN79F/5EzuSF+NDbMXRjKC7QyVUd70dzBcxlFC9GJpLQuVcZewXI7mYwE8WLIhiqLG8yeYrgg7MhQUWS2Q2RsKF9J2SmCdsxqD2cAcYx50lHaOPIs9SyTjjgmIO0SSaw2C0C4hkMxrFOPZarUVDZXkiObS0NF0LJWPjkONmkzYxMiLh2zzm3vY6vIlBdMeGShJY7NLyU4v0Z1O5T0gbLpWezqZ8JbFlK3Y0Y0j0OFiKUNstxwI8vRmYvkeCSNKjyEJe2dMHFnNPYm/CUVtE424dMK/LjKPTE0WcmUVJ8Iu2ulyyMZR7Mq1Qqt2Wr7mlpGPmSsb2tgySDCJrfzoRr9lK7L+TZmVu2x67LyxpfF/2Sc3IbRRM++9xs2i/wCPzW2kyjbjScy1i0KtbZGLkpDyScTSuvTaG1cZR6MLLyXGXTGYfkWmk2XjmV9IywurRtushR0RVlQnFdo6+6MYbTL7KrIau6JnJQiZmTkSk2kT/K5ya2C4beyUpbeFYx19M+6Nje3sbg2ShNbLjqU+tBV4OntImoO7RZzVUy4shcUTGXIryqaWh9MNI6E2c7SHwWhOXmxqi1se+q2zzflbpfI1s2SWsRscNmLys1Tm9FWeS2iu22QotnC5Ns69Eh0ZObNvxlCkltGJUtSWzd8ffGEVsvgSvok1zhoywoNejOzfHJRbSL08+CXso5HklJNHTPSiUVKzFsi6p6ChkTh6bGXTjOWxMpR1pHG1XherNHF8jJaTZrU5UZrtnlobT2h8cuUP0eOVr0lLGn4emd8F+gfyYf2ee/myf6OqtlNexvmsR4aPQVzjMcmoowa8mVT9jnnSlHpjLKibxMvZN9etPRR+Kqx/hTvtlJ+warJR/SUslstCFIs2+PjL0U7PHyXpFv8AmOPsKGbCT0xWosqpSRlyx5Q9oDRtXqudW1ox5rU2TlHUvjnt6DohoPR2hSjQCiFxC0cZBSIS0SSQY1HMFhEMwGgGCw2BIAjAkyYVSsfSJhHlLs1sKiGkNCOzJTyUjN/iS/omGJJy9G9LGT9IKvD096LLCQ+Yyo+OfDeipdS65aPUqpKOtGL5KtKTBkxJIOLK3KjNiw0RVDlItzqjGGznSOqUl4V0GkB+jEzDonRDQRxgi2tMONsktbOaAfQU6A1ZexK1OX2L06lBJoxqcl1yLv8AOUo6LQkqITi7NjDntaZYtpjYvRnYF3I1E+jqh1HLPjMq7B76QeNhKL20aEtMDkl6CsauzPI6onilHQuWoolyAm9lRBMtykGo6QG9SG72gocW4sF7Q0hjUEWmwmcQYDIZxJDEsWyNkpgkmswWztkHAAFs7YJwTBbOB2cajGEQBzO5Hjnph7O2DslGMEdsghmsxOyGyNguQQkvsBhxextePKyXSClYGxCg2NhQ37NOrxzjFNoC+CgtIpo16De/Cg6P6Jjjv+h8Jfbs0aqYzr6NGFglKjGlFwYUL5RfstZeNx2zPl0zNaguzTovdnTZpY6aMPEb5o9DipOC2XxdObLwY6lNdi7MSMl6LE7IwXbEfy4OWtl3X6c1y/AKsGEHvQ+eOnHoKMuS2hi9G1Quz/TCzofDt6MyWZJdG15SPJM89bXqTOLLafDuw010Cybm9siLcX0ckHxIHVXBteXOH6MlnylHTZW4ANDKbEeOLLFVzlabVFTnWmzDxEvlWz0tTUaFr+jpwd9ObOqAjCMPYfypeiu5crO2N4rXR0o56C99kqxLoBp6ENvkFujVZf5cq2eb8nB/Mz0eOtx7MzymL7kkLljcR8TpmPVi80WYYC12TjzUXpl3muJGMEXbZmWY/CXQ6uDUfYVrTlsCVyjHSNxGDdcpL2Vb6ZRG15DUg7J/MtIzpoy4Zj3vQ+jGla+kWqvHTnLejawvHKtJtGhicmCU0jPp8U5Q7RWzPHupNnqWo1wMLymVF7SKZccYxJwk2zBa4yLuJNJdlOb3JsmM3H0cKdM6pRtF2+1J9CoZGmV5SciO0ZzAsfDRj/kHRqKOPfxematNkJxHj0lL6lDIjxKfNqXsv50l3oz0tsSXGVh1D45MuOtgN7eyFELQLZRKvDkTohBfgR0QcTogwxxxxxjHAslsHYBWCwWgmyNgYrQHaZZx8qUJLsQ0QkZNoVwT9PRY2bBxXJlmObW3rZ5iNko+mWMac5TXbOmOZ+HNPBXT0zmpQ2jKyMaV1nov4abgtj5cIF3HZdOVPV8MGzBdMd6Kdjn6/D0tkYWoqWYMJReiE8X8L4839MBNpjIyHZOI4SekVnFx9nM00zujJNDkydioyD2EYIGROwW9mAA4kJtMswr3Hsr2LUjNC3Zq+Mt+y2z0EXuB5PCsamj02NLlUjs/zytHHnVMmbFthzfYGzpOc7Zz9HATlowyFT6mNi9oXOO1tAxscemFOhx7FTnoLmmgXHkwtms6PYRyWkQAFkHE6OUTABOD4kOIGAE7ZLRGjIyOOOOGGOOOOMYyXgT/AKFSxJx/D0acH+IC+EOG9I4HgR0rMebcJR9nJlvKcU3ooOXZzyjRdOxuwXIDkHRD5JpCrofAXsFJtmpLB1XvQFGA5T9FPjYvyIDFw5WNdG7hePUNNoPDxVXFbRdUlH0dmLCl1nJkyt8QNlC4aSMXMocW2zfjPZUzaFZB6KZIWgY8jTPMTep9Gr4/colK3FkrPRqePrcY9o5scXsdM5LUXnQ+rPP5H1mz0Hkp8Uzzl8+U2Lm9Bi6i3hWJSWzVlnKmHTPPU2cJF9J3w9ghNpcBkgm+k5PlJT2kyrXmzU97Clgy5FqjxTl20D7yYH8cUaPjsx2pJmttcTMxcRYy2wrs+Mekzqi9V9jjktpfUjNjy2YuTXpM11b8y7KGalFMhk706sXOGUlqQxAf/oNHMdaJ0LmhguTMELHerEegobdSPP4/dqPQ461Wjq/znJ/oE2xcXtDcfbfY6cE47BhKMTqSOb8DsaiiulynsKc1KWiLLYwj/wBmbMlRarmopI7KjGyplGE5TeyxKfGp7Gu0aqZgZEHXa9A/yGl2WMj72MTLHbjvRxtNeHSn/RTv2A5bYucHGQPLRPb+jUWHJRQ3EsTtWyjKezq7HGSaCp0w62ezxIwlBNJFlzjBezzuH5PhDTYGV5Vv/VnYs8VE5/ibZqeQzoxg0meZyLnZNvZ1uTO19sWls5MuVzZ1YsWp0Y7ZYjjNrYqPTLcLlx0RVDTv8K0q+ILiNsltggDHwS00xteRKC1shx2RxN4ZxTClY7H2TGOjoxDSAFRo5I5kkNBDRxxxIRkQdok4wSNEMIBoxgJMW5ByQrW5AJSZK3L0NhRKS9FnFpjLWzVpxY8fRSOKznlmowJwlD2CjWz8ZRW0jK1piTjqy2OW6s7XZq+Ox+TTMrema3jshR6GxVt0Ge9eGtZNY9Zk3+RcptJljMv5x0mY9sXGWzoyTf4ccIr9LyzpRXsFeSfL2Zzs2tERi5SI/Ix1BHosfhlR7EZ2AoRbSD8XFxS2W/ISXxMtqnG2JGTUqR5qS4y0SmFKPKxnOPE5D0EyYxbOkuIUJpIGcuTMD9JVvGOhWnORzH4tfKQV3hmqVhY1UlNdHo8VNVLZSxsXtPRqRhxgduGFHDmlYmfsAZNdgaOgkiNgSW2MIaMMmJk3FAf7DpR2RCCTFaGsXGEtjUuK7GpIRkT16N4LdhctkbEQt/sZ/t6MpGqhhzkkBtL2xN09+gSlRkrLCujsLkpGbuS7LFNmxFOwuJZIaOTJbKoUBkaCaO0Gw2Do4k4FmssRrBurbjpBqQSlv2ZxQLZhZWLNyekVnhT470emdcJe0DLHi460c8v89lo5mjyc65QfaLWAl8i2aWTgJ7aRWqxJQn0iCxOMizzJo1OPOtJDcepQ7aBxouMOxzlr0dkY/pyOb8Guel0CpbYtPbGQ69lEKkRdd8UNlerPVk+Mh+RwlW1sxLv8M24snOTTLwimjddVUu+iU66100ecflJxWtipeTm/0m80UOsUmavkpQnF6Z5y1fdj7cyU12yvvbObJLZnRCGqB1otY2Q62hGiF0ya4NKNo3KbFbpmrRxjAwsGekOvznU9JnTCaStnDkxuTpFvyOX8cWkYschzs3JnZWV8yKa3sjkyWy+LFSNV5irh0yndku1ie2SoiOTZWONI5BbBfRGwD2E2Lk9nSYVNTtmkarA5UhuHW5Wro9AouNKFYGAoRUmjQnFcdHdhx6o4cuTZme73rQtKcmOnWlMs1wjx2VSbEuilNOuO2U/kdtutlvyFmlpGbXLUtk5vtDxVo2aa0q0BdtrRWryZJEu9yY9qhaJhjJy2w76YwrBhKXIffW5UgpUa+nn8lfZ6KcvZeyYuMnspyW2cc106YsAJIlRZPomVRybRzTYSJNY3AVENIFvQVfckYLlRzTRCk0aMaIzgVrMVp9Iziyamn6I5Ep7Y1YstehU4ODA0xtkWqqlKO2Ltioy6AjdKK0Ry5Ps1oVJ2EcmQSkEqTskE7ZjWSzkztkbMBBEEbO2YNkkM7ZEn0YNgTYEFykRJtsdRW/YUrZLJIbGbr0bGBb8iRiW7TNPxc9a2dGP2jjmuFvPq5Vs87bFxmz1lup1nnc+CjY9Azx/R/wDPKuFFsu4UW2U4rcjZwa0obIY1bLZpUivkScWU7rOSNPKq5MoSp0+yk0zmi0U0/sX8SCnJFWdX26LVCda2JFdHb4bVEVCK0Tkwc62VMbIblplyzIjGGmdKaaI00zBtTqsYqVjkWs2cZy6AxMf5WcjVukdqlStlfsLZoZGEoR6KMqZL8M4NDRkpAMt4DXyIptNPsdjScbEaDphkrR6iDjCtMFZ0d62Zs8zVWtlL5m59M7Hlrw5Fiv09GrIzXRDRQw3OWjR19S0ZbIlKOot9EEsgYmcBPphkNbMFMTK1xB38vsZZBA1wSYo/KAlj/qOUJRRYb6CgtmoFspuE5MKOM37Ljil+EKyKBr/QW/wq2Y2kBTU1IuynGSFrSkClYbdE8dIFrsY2mC0UFB0RoLROjGB0cFo4BgIXKQ3Zm1uUX2XYWckaMrHkhqmGrBKJ2MJQ5tSXZCjBCm3roq2WzixZcClZfnNRXQiNrlITVKVvssRdcH2+zJ2bWh8FsZOD4dE1OLXTDlZGKHoCdMx8qVkG++jPuuTi9+y/5O5JPRgytcpHHllTo7sStEWPchfthy7Cx4crEmc/rLeIH4pNb0Cun2ehhhQePvX4YuXS67HpDThqrEhlUnQvYLITC1skUbLGPfwBybfkYrR2thvlCKHbASDiiVEnQChKROjkSYwDQPEbo5oINREkWsBqNq2IkgYScJbRounZpRtUeyx5Rda0dYYmB5DjpNmurVZHaPSxzUkeZODixM47YcXqJ0vYm2fFdDeARTzfs2U4QbkWLpcmOxqVLslrsyy4iK6/qF8ai9j5V8FsoZGYoPQ0qj6L1+FlNKQ6WTBV62Y087fpiXfOT9knlrwOhYzOM22igo9lpJzQpw0yEu9KJ0QoIXZBodB96LMcdTiLrYdqMzbRPIs5GPw9FXi9iNNFlK0EouQ+qpp9jMaCa7Gyaj6GUf0SU/wfT/RYkopdlCF3BkzyuTH2VCasttxa0hNmNz70dTYpMtucYxDSYOox76uDEplnMnuXRVTIS4y8XwYmEmKDh2zDJhEhqltC5xcQh2Rz6A2c3sF7AZhbJ2AtsYoMwLIOZLi0QEKYvX2NDGjGUSi0HVe62NCVMnkhfhpSwuY/HxXUVKfIpezTx8qNqOqDizlkpI5Se9Mp5WMrNssZNih2ii8xuWjTa8Ysb9Rn2VfHZo1sJP4ijkdvkWMTLjCOmQhSkWncoh3WOM+yvbKLWyxe4WLaM+1vegyYiidzXLscrYtFOa0gIylsntQ2tmhVcoyG3SdkemZ8W9jVc4h24FR6RKmbZdwP8b7OxrYWdMuRxV7iGEe2gynymBk5C3oCMqpQ/NiszHkhNFNkpfozbsySoDJq73FCa5cZdm1HC519ozsvEdUn0LKDXSkMifBVt210RTL7IUoSl+DK6pKS6FVtjukjfwGuKL7e0UvHV6gtlyfR3419ThyPouQJLIHJkM447QrAQ1s5Q0GkSkZBTIUNo5agwpS0hU1KUdmHSDnbFxKNkpcuhdlrjPTY2qakiblY6jQmV0ohQyG2RlR0tlbHmvk0xLadDUmjTq5S7HaDpinWtBcezoS4Qb6KSDUA1FJbYEsiuHtoPEDrC4HA/wAyv+0ca0bVmbKX/QMLGpFm2lJC6ak5E6dj2OhJtdjPZ3BJHeiiFDijpVwfvQLlqOzMy82VcnpmlJJdGjFsv2zhTW9NGHkZ0vl6Yq7OlYtbKjlye2ceTLfh1Y8Vemzj+WcI6bJn5dt+zGI7F+WQ/wAMbL+RmfMislsWmMixHK/S8IpInj0dCXCWydgtAGcUbOHnKUVFsDOqUouSMqqbrlsvPLU6tMpvapnJLHq7RnNakHEifc+iUQLIIgFyO3sIWw0yQYhIwSSSCTBJRzIOfoxhc2DGDl6RL7kbHjcONiTaHhDd0JknoijjYtjknpm7jwcIaZYhiwrXoGb16O7Hi0PPyZN2Lk+xNq2hjYL7RShUULIdlvFWkBZDsOnpAiqY98LNkeVbPOeQpcbGeji9rRneSo5RbSFzRtGg6ZgQT32WEhfHjPsNvo4fCzLNTXEXP/Y6l9l6rCd3aHScvBG69M+MftssxtcYmlX4v+0RkeO4wekP8ckhN0zFvv5CEuTG5NEoTfR2PW31og7bLqqGURk3pGjV46Vi20FhYn2TaNmCUIpHRjxWukMmSvDFn4qSXSM/IxJVPtHrlqX4U83EjYtpBnhVcBjzO+nnKVJMm26S6Zq14UYpmfn0qDeiEouKOhSUmU5vmhXHTJT0yfZF9KpHDKkk+wCU9GC0Xo2xSE3NSXQjkyHJ6DsCqDpgpSHyx46F4vcixkfSO0Mlyycm7K8YRjIOyUUuir8j5EuTkLsNFWxnJMFohHbBZVRIaFtBtkcWzGboDtM0/Hb97MxrTNLEnxrKY/SeXwsZMuT1sRHG0+TEWZP+b2WJX7q6LNpnOkxGVOKWkUlNp9B2cpSexfFnPJ2zpiqRaptk1rYNu09k4kdyH5FW/QVbROVWUm2woUuS6RZpw3JrZqUYcYx7QYwbFckjAknCXZPtGj5DGjDtGdHS9iuNOgp2gqpOuWzWxczekzGlNfg3Ht1NDQlTNKNo38jU696FYulL0MxZRurSbHOFdPfR1VfSF1wtVpcStl40bl0VrvIxgtJldeV79hc4+MEYS9Rbo8ZHfaLK8dDe9FaryPL0Wf5iUNtjRUKNKU7LEK41R0gJSTfszrvI96TF1Zrcuxt14Lo3009HcStHLi17IllaYXJG1Za4kqBFFisRYSRvRWqFKB0lpE23RrBrvjY9A4MkxenKQ6cVGoaq4+yLY7gwpBbPP5b/AMjBx7eMuxuZDjNlHemcsnTLrqLuVcpQ6KNTfyoN7kiIwcXsVu3YUqR6HCe6kWOPZlYWQ1pGqmnDbOyDtHLNUypm5Kqg9M89dlznN6Zo+V3t6Zi9qRy5pu6OrDBVY9W2f2zhatOJbFtT0ds00BT7BUJN9joxUUdy9PP8DbB2d7O0OYnW4mTn40pt6Rron44y9oWUdlQ0Zas8s8Gzfphw8fY/xnqY49f9IZGitfiJL/Oivzs8xDxk2/RY/wCHlx3o9HGuv+kHqOtaHX+eIHnZ4y/CnU/QlUz/AKZ7G7Dhb+Cv+MgvwlL/ADd4Uj/ppdPJNSj7JUtmt5PDVabSMX1I55xcXR0QybKxutkdnJksmUfSNEkJkgFoW/YcSGjomB+hoIFEhHCC0CgkYxwMvQREg0GhO9SN/wAVclFI8/P2XMCyamtFcMtZEc0bR6mU9orz9gQsbgthP0ehdnntUAxc5aDl6K89uRgpE7cmMXSIrh0HxCgsmL0dfFTraI1oHb2B+AMbIxJc20irOqcPaPTxqhL2gL8KE4PSRzywX1FFM8vG5xkb3jc2CilJmLnUfFY9CK75Q9M5lJ45FXBTR7iu+E/TQ2UVJdnlMDyElNcmeipzITguzshkUkck8bixGT4+Fj9C6vHwre9F52p+hcpmcY+g2dUdGMYLonntinIOHYRB9YOVaoQ7OVsYLtmV5PMTTUWCclFD44tsG3PUd9mVk5TtkJna5MHg2cMpuR3xgonIJMhQYSiTHslEkHGCEdx2cothx6NRmBFuuWwrL3NaBn2wdGtg1TF67DSCUSWugDJA+2PhQ5LZW3qRex7NpIaKtiTbQKxHL0OhhOMe0aOLUn2Ptq61o6Y4lVnJLM7o87djvn0gtfHWbLxFJb0ZGfCVbaBKGvRo5NuFCbbnsbXY0tMTD/bsbJLRJf0qMi4yfY/4oTj0U4plzGi1Lv0FKwNkVVup7C/kLn2WL5wUP+zJul9nphl9fAL7emhLNjD0Oq8kuPbMJtsJNoT5GhvjRfzMz5fRR5NkdsJIRttjKKQLWyYtxYSREkYei7jZrq/Rl2fO1aTMvbRewKflsWysZSfCcoxXTlRbb32MrwZ8uzeqxoRrXQMq1vpHQsFdZF5f4Ua6VWjp8p9IvLG5DY4qX4VWMm5GSsSUn2Ohgs0/jUfw59DLGjbmZPFlDtAxi30zTepLRVsq4ttCyhRlIRHJ+B62Nh5Ff2Zma5KRTVsl+nNLI4ujojjUlZtZOXzXTK9OY4S9mc7W/wBOTbfQnyNsosaSN+vyLlpbL9Frtiedx65tp6Zt4c3FJM6MUm/TnyRS8Oy8T5O0Zs8Fpm9KScSla25aSGnBCRkzK+FxZzj/ANGj8O/wlYfL8JaDbiMOC5F2+cow+pFWK4MfKCa7LRXKJSl2zJdE8iX2In4h8dpGvCEYv0PWmvQPiT9D8zXh5eXi5p+jj0zjDfpHC/BEf/6JFIVc2hiEXzSRZ+EkHVPftjX6M2NzjIsK9uAqmFoa7knobCe0Z63OZeqi1E0ZNgfBymLuucEE+hU9TWh2wIVHPaehv856KV1HGW0HXU5ontIpSNKjNU32y5GakujClVOlbQ+jKlGP2HU/xgcL8GeTrUq2eWuhxsZtZ3kU9x2Y05c5bOTPJN8OvBBpdOidJnI6SOc6GCn2GvQtLsP8AKjglF6BXsepR4GQrkJ2EmSq3J9HSg4mGjI5BAoJBQ5JEiQZehhhUu2avja462zJ/TZ8bHcSuH/ohm/5NSEUzrHxQMNxZ1vaPQXhwsVzTeguCYmEXzHymoIyDROlFdiZZMVLWxduRuL0ZF90lP2Tnk1GjCz0EZKa2iGtGZg5bbSbNVfaOykJKSA40DGWmPi+UdCeHY6taQ9CtGN5XF3uSRgSjxlo9X5K2KraPL2tOx6PP/0RSkdGNujoNx7RdxsqaklspNaQ3El/lRCLpjSVo9Pi8pwTY2fR2Gv8KOs9ncvDgl6AvYzfGItew3FyiYUyc/LlBvTMmy+Vj7Zo+TrcWzJ/Tiyt2d+GKoOI+DT6K8Q4S0yaLNF6OPuOxcqH+BwykoaG1XRl7HpMn1FCUXF9hVx5MbkpOW0LqepC10onwtKEYx7E2aXobL7R6K89oLMgTiEwhGMciGyQZACLl7LGOnFpiIrci9CC+MeCI5GamDctJMvTakjGwoSc+jV9RO7G+HBkXQov8Kubhq2DaQ9PsfHUo6Hq1TFTpnj8nHlTN9ClJt6PQeTpgotmCkvl0cU4aujthLZDoR6Clf8AGuizChOvZn5UGpBaaRl0XZkSk/YtNsHXYcSLdlKJSC0QiQBO0SiNndmCEc1tAoLYQoCS0WsPJVLK77FtaCm07NKOyPQ1+Wj6bCs8lDW0zzXKS/TnZL+y6zsj8KPSU+Vjy02Xo58JQ3s8apyT3sdHLmlrYY/6WvRZYT038+MrNbLSkpR2eSpvk7E9noMS9zrSLY8uxKePUtp9h8VJARiw49FyZTycH5PSM23xko9pHoYzX6G4RmvRKWGMikcriePnRKt9ouYOMrZLZd8ljpdpC/HJxl2cyx6zou8lxs0q8aFcfQSguXREpPXQEJPmddJHM22W4roh0r2EpqMewf5MPW0ZtCKwOOmDblQpXY2U4uO0zE8k5NvTIZJ6rhWENn00qvIwnLWy7HU1tHkKbJRsXZ6PCyUqlyYuLNt6bLhrwucAZzUF7KmR5OEN6ZlZHlHN9MpPNFCRwtmvLIW/Zxgfzn/ZxH5yvws236K86nORYOR1NWQK8cQdHEQ+IM7lX7Bqka2zoYqj+DeGhCzoL9O/nV79m2ibWQyxaRXUW5D/AOTXP9RCcW+jcZuoiVSmuzo8amOSEZUHx2hvOgTsm+2vh3oycjMik1ErZmTOLcdsz3NyfbOXJm/h2YsQ2ybnLZyQMQtnPZ2KkgiGwXI7kACdkkgtkchTUESmDqX9HLa9mBSLFVvEmc+QlBoawKKslIk7RwSiJAkwti5MIQf02/EozcXGd0kehw8X4YI6f88HdnLnmqofOCQmXY2yQn9O44wWlFbKOTc96Ltj60UL63vZOf8A4UiLW3EqX1cmXYLfQx4nJbJOOyKXRUwqeM9m3VKKilsy5wdCE/zZJ9MaElj4BrY9AuIF1sa4Psw35OUPbK9/k5TWtjS/0RoHxsnyOQ5t9mS39h87HawHS/ZwTls7LpURz60WcGPK5FRx0XMCSjctix9BLw9ZjR40ICz2MxpKVK0BYuz0K4ee/RS9lipbExj2Wa1pbMkKynn4sbINnm8mlVzejf8AJ5nxxaTPOXXOyTOTPVnbgTSBTO2TXW5ssrF+pBRbOhySKvIKNjj6HRxXKWiw8BqG9BUGK5opu1y9nRno6ylwlomFTa7FpjJqhivaWgHPkw1SRKlr0GmZSQJKYHoJdijBbBkxipk16F2QcfYAWTTHcy1KetJFWnpjHLlYtDx4iU+s2vHQ+uy5YxGB1UtjZ9noQ5E4Zei0+x8ZcYlftMfX9loZCmL5XJltoxoz++z0XlMRODkebsXCbOLMmpdOzE1RoQyWoaI4fOynVPfRpY2ox2aL2GaorXYvBbKvpl/Jtc+kUJJpiTSvg0STmRsOCTEHZNcds0KsHnXvRVpjuaNvFmlBIrCKfpKcmvDFvxnUyts2fJRWm0Yr9iTVMaDtBENHI5ioqgWiOIRyCYHgC46HAyXQDUHQ0vZseOtTkkYDbiWsLJddi7K450yOSB7Ba4kaTXRn15LsrWmNqyH+nepI5HFjZy4PbJry471sqZd/1fZiyy5Rs6ZGeXVjwx7Hp7oRuiIrxlB9GXV5RpabL2NnK16MskZMLhKKLqWl2dGKT2ElyWwnDUWWJGfnZTgtJmS82fL2WPJ7UmZsYuTODNN7HbigtTQr8jL02Tff8kSoqJJb0FvS0yOz/R9V+EJd7GLMlCPFMU5rXQpxcn0C2vA1fpNt0pvtiu2M+Nr8I46B1hSQGmcM0cAJ6RkxC4hRgeseVYUWkuzP8hNpPiW7m16Eyodtb2LPqoeHHZgTvmpewf5E/wCx2Zjuub6KujhbaZ3xSaLEcucf00MLMc5pNmNrs0PH0uU0xscnZPJFJHpYPlBMmUVKLRFUeNa2C7VGWmegvOnB+mB5bG4ybSMj0z1fkKVbU2jA/iNza0cWaH24dmHJSKqkS5Dbsd1iEty0QaaOi7VkpOT6GfFP+mafjsFWJNo1f+Or16RWOFyVkXnUXR5SUZL2ixiY7tmkbd/ioy9I7FwPgltoKwNPoJf6LXDq/FR+PbRm52KqZPRvW5kKoa2YOflK6T0PlUUuC4XNspRY2IqKGo5kdiQRzZ2wJMI5MmL9s7uT0H8bit6ClYspUaHj7o1tbNqOVGUemeVr5uX1NfCrn05bO3DN+HFkV9NKUtgP0TrSIl6OkkkJlL7AWw3Hoh/7lqCjKsHo/hlxlwn2NnmqEdIRmrjN6Ksa5WMg5NcRVJPo27KdpXWt9j3jOMSvKEkSlf6Nwr3y29IVwbWwrP8AbslTXHRB9Yx1KSl2W5KPApd72g/klrQU6MBb/sRVNwmmdJPYK9iP0b8PT+KyucEmzRmtmF4dPkjfa6R3Ym3E8/KqkBCPYd01XU2TBGd5TK4QaTHk9VYsY2zG8jkOyxrZQiuUg5t2WMdVTrtnnu5OzvVRVFrGpShsC6coy0iVeoLRHyKb7KcqifR2JJuXaNJpcDNhZGHaJszWlopGSS6K1bJvqTlsqW2KHSJnltiXXK17Iyd+DpV6MUnx2FC1PpiJNwWmdXGT7QthSCs/26GUR+3Z1NErLEtGrHxzjVtICg30d5FFUJjZXFaYnIjGa+onJjKuYePLk9MF26N+WVmnBDsOCnYmxuXUlDaRTouddgVx9El1cPTQXGpcRXyNPs7Ct+WtbHWQR3Lq4cT4+i1NMdTLbKzWmPo9jL0DE+Ub+FnlLv8A6M9hnRU6mjy+TjSU3pHN/oTs6cL4VYvTLtNja0U3FxfY2qejni6Zd9LctFexIKUmwZNaHfQIS2FBgP2XMHH+aaESt0NJ0g8eD96NCnltdF2jxqUV0W68KMfw6o4mc0sqMnMjursw7NKTPReVjwrejzc39mRzKmVxO1ZKfRHIgglZVsLZB2yNmNZKYxehSYyL6MPECyIuL4yHS7FJfYyBJG346blBJl5x12U/GRXFGjbqMDvh/wAnHL0yM67TaM3e2WM6e7GVonHkds6capBdlnEu4WLsRroDk4y6ETp2Ul1Hq6MlOtdjXkJowMXL4x02HZnf0zsWZUcbxWx3kpKRUw4KU+xV2Q7PY3Cb5nNKW0jojFxiaM4Ra0Z+VVwe0aMoPaZXzY/QE0aLMxds0cSiMltlGqG7DZqx2q00LBWGTAsx61Ezb4pS6L98LNNFF1yU9yDIERKrkcX4cFFbOF1DsbyqJ0ooTdmwhH2Zt3lF2kz0Xkijzo42y1kZEYy0PotjKs81flynPexlOfKEdbIfN06PgdFvyjjt6Mn9HX3u6Qvj0c83s7OmC1VApdmt4+yMGtmS3ph13uEthhLVgyR2R69WRcCpbFuzaM7H8huKTZdovVj9nasikcTxuJa0nXqRn5Ncak5It3ScY9MqzTtg0zTBFdMi+9SbTKnL77H5dLhNlfRwyuzvhG1w2MDPVSSZsU5KtW9nkU2vRcxs6VS1stjzVxkcuD9R6n5IpdsqZWbCEXpmPZ5OUl0ynZkysfbHln/gkP8AO76NycqVk32V+5MhLbGJHM22dsIqKJigiETswxwEmGLkYJbwsf5Zo2H4yMq/RmeMt4zSPS1y3WjvwQi4nFmk7Murxka5baLihGC0hs2Je2dKgo+EW2wWRrYWiVAJkIlTt7GVxaWhygFwNQbKF+H8kti/4/wrejT46F2181oRwXplMzoNWy1oPJwV8TaRapxVCey5OtTr0Lpa6Zz6eHyoOFjQqCbZt+S8fLm2kVsXx8pT7RxSxPajoU1Qiqra7RFlPHvRuR8ZpLoOzxqlD0U+F0T+RHm2t9E148pSXRrR8S/k7XRoV+OjGK6FWBv0MsqQnxlHCKejSbFwgq1pHcts6orVUc0nbscv9Wec8xJ82ekj3E895iH2ZPOvqPh/6MqjXLs0o1qcOjKT4yNTCs67ObH3h0zVFW6iUZHRjxRpWxUitOrroZwoSypzfLQc4fTYUaO9nWpqOtC06DZSb+5fpshGvsq/F+sKEHKWkIrQzVnWf5bdI18LA5VdoXh+Nbak0btNSqhovixW7Zz5MlcRTx/HqE96L81GFWmRy0wL05w0i2qiuENm30wfIpSm+JVxf/oka9mE3FtmZ8ThkaS/TinFp2d0Jpxo0LcdTo3/ANGFdDhaejbaxv8Aw87lP/KzZUlQuJttmt4qzaSNWUGzzeDlfFJbPQ4uVG5I6cEk1RHLBp2c6g4R0grpKC2Khem9HRSRKilnZDrZnSyYz9m1kYiyEZGX491baObLGXpaDRnXtOXQpJ/hdpxPkl2adHi4yXZzrG5FnkUTCUml2BKWzdzPFcIbijEtqcJNNAnFx9GjJS8AXbPQ+Go9Now6Icpo9J46yFUUh8K+1sTM+UbKWkid9AwmpLYvItVUGzvukcNWzM8xJcGeYn/szT8lm/JNrZl+2edmltI9DDGohROaJS0dskOAwWMYEgmYOw4yAORqMnQ3ewH72SiVHYaGbs0MHKVa7Y3Lz+UdJmaoteiGm/ZT5GlQnx9sic3OW2dFaCUA1EkOog7Icdh8SUjBoBRaDUWw0gtGGSFqHZoYdSi1JlP0x9dzS0gx4wS6a3yxaSItpV0DP5uPexlWdxemO5J+ktX+BV4DjZvRqQiq6uyvXmwa30V8rPWmkwqooVpsZZfDnpiMmUHDa0Z1l0nLewXbKSJOY6gTKb37OA0cTseiLMyc/wBK7sb/AEKVLRCrZV3+iKl4Qk2MUA64Jexj0ag2I4tMPTaGaS9kqaTNRrFfGwXUy5FxkDZpLoOprKncCxj5rrfsTY9iWgJuPgHFP01peR5rRYxbfkMOHs08OzhorDI2+kpwSXCzmYfyLaRlWYc4v0eirmpx7InVXL+ikoKXSccjjw8vKDi+0CamdTGD6M7itnNKNOjqjPZApNhKDHVxjvssyqj8e0FRM5UUV0MTFyT5ExYCiYxEnIJIIyBFy9jmhUumahi/4ylysTPTVw1Wkef8ZdGDWzZnlxVe0z0cDSicGa3IbKKIUEzHv8o1J6YEPMa9sf542Jozc+NHaijGfmf+wP8AlXJ+wfPE3xyNe7IhUvYFOdCb1tGLlZfyR9lKvInCXTJS/wBNMpHDsj2HOEvTR3FP0eZr8lNNbZqY3k049spDPGROWKUTT46JU4+tmdd5KPHpmbPykoz6ZpZ4oVY5M9FZTC1d6FxxYQe0jKx/L/8A9mW15SD/AEKyQfTOElwszT5dBx9dg03RtWyMmarg2h7VWJ/4E3H/AKIlLroxn5Bq3Wy9RkfKkTjkT4FwaGyBXsNraFTlxYwEWq/Rj+Wqcts06Z8iMrHVkG2LOO0QwerPHTi4yLWLZp6Jz6VCb0VqZcWcC+sjt/6RqWW/XoR8kmzoSU9IuU4fPTLpOXhN0iMevn7RYtwk4bLNeNwXSG8W46aLrHzpJy6ebyoOttIVjz4T2zSzqfszMujw9HHkjq7LRdqjews6D1Ho1lJShtHisW5wtXZ6OnN40Lb/AAtiy2ukMuKnwvP2TvS7M6rMdlmi9JNwKqV+EHGgbrVx0Z8o18+XRZujqtsxb7pRm9Po58sq9OjFG/DVdkZ1uKMPNqam2PqynFdsVfcrCE5KSLQi4spLaZq+LyOMkmzMaCrsdb2hYS1dlJx2R62aV1fTK9eO1MzsPyLTSkzYryIOOzvhOM+nHKDiNScUV8ur5IegnmQ5a2S8iM+kO2mTpoyPhlVLpF7DslySZa+GM1vRyqVa2hFCguVjrVGVf2PM+UqhGb4mhm5k4bSMLIvlZJ7I55p8K4Yu7FQnwZZqzJRkuyokFo5k2jqcUz0WN5ZRgk2KzfJqyDSZhqUl+nNt+yjzSqiSwq7OnJznslI5RJ9ES3gLZGzpAMwjYbkA3sjZwTHEpHJDIxCMlZEUHFEpE6CPqSidAphbMElIkhMkBjjkjiUAISJBTCTMzE6Oj0zjgGG/JuOhE/fRJzMCiFZJfoLbk+wtHaAaiEiUjkECgEaOOONRjpWRkDGKZXSY6L4otdkqCmteiIRbBdnYUbAGpnST2Q9aInZtgbbMFdDrk1IuRr5w2yhB6kXYWrgGIJCLoafQjQ62e2KFYyB1obVY4MHRPEHgasuRz3GOkTHyEt+ylwO4DbsHxIbk3u1lfsaoEOIrbYyjQCk9mpjVO2vRlepGx421LSZTF19J5OLhEsBJNtFC+r45dG9lS1XtGHkWcpMpkikDE2xcRiFwGIkkdSRwE4jCGthoehUZyg+mO/mTcdbFuJHANtCOCYFknJ7F6Y/gdxEtm1QjTJi2h3AjgYGoO5NHKIxIJIwaoU46CU5R9MPidwBdAdMB2Sf6LltjuJDib01ISm0ErZJ+w3ABwDbQriaGL5J1LTY6/wAp8kNbMdrQVUXOSRRZZVRJ4l6WqYSvt2jexMV1wTZX8dixglJmspR46R1YcddZzZZfiES6FyipDZrsWXZImqGmMyZ8KWdX7EeQnqlgfIhXWebzreVrKTffQ7IbdjFwhyZ5snbO6KpDsab5I3MbIUIrZj0VamW5y4RL4m4olLptQzIPpj4TjNdHm6pTnPpm7hwkoLZ1457EpRoXl4rntoxsvFcE9nqdbXZmeSoTi2LlxpqwQlTPMxi4zNGmTnFRESrUWxuL/wDVHDFUy0naNjBw9akzSlFRgKxZxVa2OnqcGkdsYpLhxybb6YudlKMnFGdPjOOy35HFkpORlym49HDlbvp244quAyX26OUSUthpEDooW49C5LsfJC9bZgE0Rbl0aDlOFfRGDhuck9GvLx/Kv0dOODohkmrMH5p8v0t4tz5LkWpeM496A/hSXpDKMkybcWXHlxjX7Bqyflloychyrlpsu+OW2mUWRt0TcElY/MxYyg2eby4KE3o9Pm2JVNbPL5cuVjJ56KYLExDQCDRzHSToniSjgmIYDJZDZqAwNnMhkAEZGidMOuOw+lLTDRrFLaGRkHJR4it9mY0ZDkyQIsJALJk6O0TsnQbNQPo7kE/Qt+zAfBikTyFbJTMBMamSBFhmof0lMlABANQRByZwAHHHMgxiTjiAAo4444xhRzJ0cUFoHRGgjgGB4k6JJMGgGiVNpHMFmA0d3JhKJNa2yzGn67MlYjdFbWgkdYuLIiwDphonRCCRh0doGQTFyZgsW12WsSbhNFX2yxjxfJDx9IzXDXnPnSY2RHVjNmnTr0zOzampN6LZFasTE6ZWgMFR6YxdkkdiCRJBzYwxxGiHI5MDFsnR2jjmKAg447RgnEpEEgFCRxCZIAEEEkGCQc0ScYwqaGUQcXsGQULlGOho+k5l+Ge4LjsuY2W5PtmEtzltF3F5KSR0Y5uznnBUb3LktgNk1L/GRJdnZ+HNQUH2TfR80NEQXZah1Ear4bw8t5Dx7qbejOrfCXZ6bys4ODR5ixf5Ho8/NFRlw6scm10uUS3ILJkKql8cNibb+TBdINdNDx8oqa2eiqsjwR5HFt/yI2f5DhTvZ04clIScbNWd0UvZj+Qzva2VZ+Sfa2UpTlkWC5c1qkCOOvSZ277Jpv4S2dZjuEexPF7ORtplkk0aK8nJaSZq4GY7F2zzipl70X8G74vZSGRp9Enii1w1M+2Li0YVtXKTaL2TkKa9lL5kmLlakw44tIVx4sJejpS5M5EGXQMgYf7oOQtdSAY9N4iMXFGu4rRheHt6SN1yTielhf1POy8kKlBMXZCMINsfvXZleTzOEWkxptJWLBNujI8lNfK9AYud8S0U8i12TbE7aZ57m9rR2/GtaZp5Oa7IvsybJOUh8WnHsCVffRpScgQSiLSDSO4tEoUoSiWwGyOQTXRMmA2c3sFmFsldjYUclsRvsdG/jHQVQrsZGCi9A3V9bQt2ty6JlZJx0w2qBQlyfolMH2wkhBkNgMQqLGbMVj4EmTsDZKCGw/wBoJBaCFqxWjtDNHaQBdQU9BxeyOJKWgjLgWjjjgMJJJCJBRqOYL6CFyZqMwuRHIW2yNs1C2N5HCts41GsM4g4YBxxxIaMkcccQ2YILDhXzQtjK7OABJXXDmvjZYru3HRWsnzYyuOo7NfSdf0ix7YESZ+zkhSkUEidkIloKKAuQOnJ9EyQ3GUea2MlbFk6Q7Gw3Lto0K8WEUHHj8X1Fxc+R1RgonNKTY2NfGXRORjKde2gq7Ir/Y7IyoKtpMZpUIm7MK+vhPR0fR2RZzsZEDk/T0Md0GcSjhigtohBtEJGYrXTiTjgBOIJIAwEBIg5CgCOOOAxTjjtnAMccQcYwEkKa7HsU+mEzNTxuKrF2jQWDwntIpeLyow0mbatjZHpo78Si4nBlbUgIrUNAtdjGgdHSSOjpds6zKhCD7KmXlKuLSZiX5U5SemyU8upSMLD8jlOyxpMq117W2dGudstsbOPxQ7ON3J2y64qEXy4rSKjb2NtlyYvRNux0WMNN2I1rn/g/wDDJx5qDLVuSpQ0VhJJCyXSlNN2Gt4zE5tNoyHL77N3xWTFaTBipy6LkuuD8vD+vSKeP49ys7RuWWQkuwseMG+tHQ8SbOdZGkUL8KFVO9GJY9Taien8jBup6PORqcsjT/shnjTpHRglati/jsmv0iWPOK20emw/HxdabRW8nTCqDSQrwtRtjLKm6R59LTDQMn9mEjmLnMXJDAZIwC1h5XwP2alPl02k2YEYOT6Gqice0VhklHwlPHFnpp58HVtM875DJdlj7Ad84rTbK03yexsmVyQsMSixfs7RLRxEq2R2iYy77OYOjWI0PSjJCpx4s6MtMOfaGuxVxin6AbJbAYBmSQcdsICCNNkrslLRjDKam5dlqyqKrK0LuJ1l7ktDppIWmJktSJXoj2yUIOTEYDFEsI68JQyPYtMbEwYhpHM7YLYB26O9k6ITJ2AQ4kglGCmSSQiQjI4lHHIwSWKmMbEzl2ED8G1U8ixDFg/ZWquetIfD5H2Vikc0rssLDho4FfJ/2cUpfwTpnHEkHOdJJxDOGCSCyWcvYDS4Do7QUgRWKmdrTGKzrQCJ0KBqzvYSRyCRh0cidEBGChcl0ApuEhsvQifsY0kauFkctJs0HZCKMHFk1JFydkujphPhyyj0dkKUu4FG12L3s18SKnDsRnVRW9IM42rNCVOjHXb7HRAa1IOPo50dsQ0ccjhhziCSDMxxBJAAEHHM4DAcSQSKBnHHEAAScQcABLIIZxjBASQaIYQio2OD6ZoYfkJKSTZnTJoerUPCTTJZIpo9fRP5K0yZIRgPdKLD9nqR6jgfGZWbjym+hNPjeXckbTgpezuKjHoV4k3bHU3VGd/FhTDejG8hauTSNrNm1Bnm8mTdj2c2fipFsasUu2HoGIZzFSNEbYYP6YwEmWcS1wn7K8htC7AvQS8NOWZJpdmj422U2tmH+o2vF+kdONtyOWaSRp5ckqXswqUpZXX9mp5GTVLMjCe8j/0OZ/ZIfCvq2epo1Ghf/wCGF5izbaNhSax//DzvkptzezZpfWg4l9jM/Q0L/RkfR551knM45hAWcWKb7LM5Riinjyew8iT0VTpCNdK97Tl0J0S3tnfhO7HQtkBSAYSbJ2cyESYAP6M19QP0c19DIVlaQAchbAgs4gkhf7DGLNFPLsG9KL0XMdL4ilkf7sdqkKnbFE6IJJjnaCiCgkYKDSOaJicxij8BQ2ACXY1ejGijmCwiAMEiDtksEAgWyUyF6J/TBi+hIJAoIJYk444IQZehDTlLQ+XoGtbsQUJPwtYmLvTaL/GMETQkqgLH2dcYpI5G7Z20cK2cGwH/2Q==','data:image/jpeg;base64,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'];
    var isGL2 = !!(gl && typeof WebGL2RenderingContext !== 'undefined' && gl instanceof WebGL2RenderingContext);
    var atmosphere=[];
     var program = null, vertBuffer = null, attr = -1, uniform = {}, ctxFallback = null;
    var atmosphericSurface=document.createElement('canvas');
     var vtx = 'attribute vec2 a_pos; varying vec2 v_uv; void main(){v_uv=a_pos*.5+.5;gl_Position=vec4(a_pos,0.,1.);}';
    var ac=atmosphericSurface.getContext('2d',{alpha:true});
     var frag = [
    for(var ai=0;ai<2;ai++){
       'precision highp float;',
      var texture=new Image();
       'varying vec2 v_uv;',
      texture.src=STORM_IMAGES[ai];
       'uniform vec2 u_resolution;',
      atmosphere.push(texture);
       'uniform float u_time, u_strength, u_chaos, u_recover, u_wind;',
    }
       'float hash21(vec2 p){return fract(sin(dot(p,vec2(127.1,311.7)))*43758.5453123);}',
    // WebGL renders atmospheric storm clouds. Canvas2D is an always-present fallback.
       'float noise2(vec2 x){vec2 i=floor(x);vec2 f=fract(x);f=f*f*(3.0-2.0*f);',
    var gl=sky.getContext('webgl',{alpha:true,antialias:false,depth:false,stencil:false,preserveDrawingBuffer:false,powerPreference:'low-power'});
       'return mix(mix(hash21(i),hash21(i+vec2(1.,0.)),f.x),',
     var program=null, attr=-1, uniforms=null, buffer=null;
      'mix(hash21(i+vec2(0.,1.)),hash21(i+1.),f.x),f.y);}',
     var vertex='attribute vec2 a; varying vec2 v; void main(){v=a*.5+.5;gl_Position=vec4(a,0.,1.);}';
       'float fbm(vec2 p){float a=.5;float s=0.;',
     var fragment=[
      'for(int i=0;i<5;i++){s+=a*noise2(p);p=p*2.08+vec2(5.32,1.97);a*=.49;}return s;}',
       'precision mediump float;',
       'varying vec2 v;',
       'uniform vec2 res;',
       'uniform float time, intensity, rift, abyss, clearPhase;',
       'float hash(vec2 p){return fract(sin(dot(p,vec2(127.1,311.7)))*43758.5453123);}',
       'float noise(vec2 p){vec2 i=floor(p),f=fract(p);f=f*f*(3.-2.*f);',
       'return mix(mix(hash(i),hash(i+vec2(1.,0.)),f.x),mix(hash(i+vec2(0.,1.)),hash(i+vec2(1.,1.)),f.x),f.y);}',
       'float fbm(vec2 p){float f=0.,a=.5;for(int k=0;k<4;k++){f+=a*noise(p);p=p*2.05+vec2(9.2,6.4);a*=.48;}return f;}',
       'void main(){',
       'void main(){',
       'vec2 u=v;float asp=res.x/res.y;',
       'vec2 uv=vec2(v_uv.x,1.0-v_uv.y);',
       'vec2 q=(u-.5)*vec2(asp,1.);',
      'float aspect=u_resolution.x/u_resolution.y;',
       'float slow=time*.022;',
       'vec2 p=(uv-.5)*vec2(aspect,1.);',
       'vec2 p=q*3.65+vec2(slow*.55,-slow*.83);',
       'float t=u_time;',
       'vec2 warp=vec2(fbm(p*.66+vec2(slow*.26,0.)),fbm(p*.67-vec2(0.,slow*.2)));',
      'float gust=sin(t*.37)*.42+sin(t*.93)*.22+sin(t*.16)*.36;',
       'float c=fbm(p+warp*.86);',
       'vec2 advect=vec2(t*.075+u_wind*.055,-t*.021);',
       'float high=fbm(p*1.9-warp*.48);',
      'vec2 st=p*vec2(2.4,2.5)+advect;',
       'float ledge=smoothstep(.42,.73,c*.81+high*.36);',
      // Layered domain-warped cumulonimbus billows, upper shelf and lower cloud walls.
       'float rim=smoothstep(.22,.87,length(q*vec2(1.1,1.25)));',
       'vec2 domain=vec2(fbm(st*.72+vec2(t*.013,2.1)),fbm(st*.72-vec2(6.4,t*.023)));',
       'float cap=(1.-smoothstep(.03,.37,u.y))*.94;',
      'vec2 q=st+domain*vec2(1.60,1.15);',
       'float floorMist=smoothstep(.73,1.0,u.y)*.37;',
       'float base=fbm(q*1.22);',
       'float coverage=clamp(max(rim*.91,max(cap,floorMist)),0.,1.);',
       'float folds=fbm(q*2.34-vec2(t*.037,-t*.019));',
       'vec3 low=mix(vec3(.004,.013,.032),vec3(.025,.043,.11),c);',
       'float scale=fbm(q*.58+vec2(4.4,1.8));',
       'vec3 highColor=mix(vec3(.07,.12,.25),vec3(.14,.30,.44),high);',
       'float cloud=mix(base,folds,.28)+scale*.20;',
       'float electric=smoothstep(.55,.77,c)*smoothstep(.50,.81,high);',
      'float large=fbm(p*vec2(1.6,2.)+vec2(t*.036,3.3));',
       'vec3 col=mix(low,highColor,ledge*.73);',
       'float ceiling=1.-smoothstep(.04,.66,uv.y+.12*(large-.5));',
       'col+=electric*mix(vec3(.008,.065,.14),vec3(.19,.04,.17),clamp(rift*.7,0.,1.));',
       'float flank=smoothstep(.34,.88,abs(p.x)/max(.65,aspect*.48));',
       'float stormOpacity=(.30+.72*ledge)*coverage+rim*.11;',
       'float bottom=smoothstep(.72,1.05,uv.y)*.46;',
       'float op=clamp(intensity*stormOpacity*(1.-clearPhase*.92),0.,.96);',
       'float shelf=smoothstep(.29,.62,cloud+.16*ceiling);',
       'float ap=abyss*(1.-clearPhase);',
      'float density=clamp(shelf*.82 + ceiling*.77 + flank*.51 + bottom,0.,1.);',
       // Black starless chasm near the right edge so article text is not blanketed.
       'float billow=smoothstep(.40,.67,folds)*smoothstep(.27,.64,base);',
       'vec2 center=vec2(asp<.85?1.13:.87,.56);',
       'float shelfEdge=(1.-smoothstep(.0,.12,abs((uv.y-.34)-(.5-cloud)*.34)))*(.3+.5*cloud);',
       'vec2 dq=(u-center)*vec2(1.0,.86);',
       'vec3 deep=vec3(.014,.023,.044);',
       'float angle=atan(dq.y,dq.x);float d=length(dq);',
       'vec3 cobalt=vec3(.045,.083,.145);',
       'float rip=fbm(vec2(angle*2.8+time*.032,d*7.3-time*.05));',
      'vec3 steel=vec3(.17,.245,.32);',
       'float rimrad=.31+(.5-rip)*.10;',
      'vec3 slate=vec3(.32,.39,.43);',
       'float inner=1.-smoothstep(rimrad-.055,rimrad+.05,d);',
       'vec3 atmosphere=mix(deep,cobalt,clamp(cloud*.8+.1,0.,1.));',
       'float halo=(1.-smoothstep(.0,.055,abs(d-rimrad)))*ap;',
       'atmosphere=mix(atmosphere,steel,clamp(billow*.62+shelfEdge*.28,0.,.74));',
       'vec3 hue=mix(vec3(.17,.73,.94),vec3(.82,.055,.29),smoothstep(-.4,.65,sin(angle*4.+rip*3.)));',
       'atmosphere+=slate*pow(clamp(folds*.85,0.,1.),3.)*.22;',
       'col=mix(col,vec3(.0,.0,.017),inner*ap*.98);',
       // Dense rain shafts / wet haze, sweeping from left to right with strong wind.
       'col+=hue*halo*.45;',
       'float shafts=fbm(vec2(p.x*6.4-t*.082,p.y*.82));',
       'op=max(op,inner*ap*.91+halo*.68);',
       'float curtains=smoothstep(.40,.78,shafts)*smoothstep(.23,.80,uv.y);',
       'float light=1.-smoothstep(.09,.28,length((u-vec2(.61,.06))*vec2(1.,1.2)));',
       'atmosphere=mix(atmosphere,vec3(.018,.044,.067),curtains*.53);',
       'col=mix(col,vec3(.38,.68,.83),light*clearPhase*.42);',
      // Sparse low-frequency violet underlighting, not flashing or strobe.
      'op*=1.-clearPhase*.53;',
       'float underlight=(.5+.5*sin(t*.19+scale*8.0))*.11;',
       'gl_FragColor=vec4(col,clamp(op,0.,.97));',
       'atmosphere+=vec3(.07,.12,.19)*underlight*shelf;',
       'float abyss=u_chaos*(1.-u_recover);',
       'float depth=smoothstep(.23,.88,length(p*vec2(.93,1.25))+.09*fbm(st*.4));',
       'float curtain=clamp((density*.76+ceiling*.20+depth*.18+.12)*u_strength,0.,.93);',
      'float pressure=abyss*smoothstep(.08,.9,cloud+.25*depth)*.18;',
       'curtain=min(.95,curtain+pressure);',
      'curtain*=1.0-u_recover*.93;',
       'vec3 nearBlack=vec3(.004,.009,.018);',
       'atmosphere=mix(atmosphere,nearBlack,abyss*(.17+.36*ceiling));',
      // Warm very slow break in the clouds when leaving the chapter.
       'float dawn=1.-smoothstep(.0,.78,length((uv-vec2(.66,.14))*vec2(.8,1.)));',
       'atmosphere=mix(atmosphere,vec3(.44,.68,.79),u_recover*dawn*.50);',
       'gl_FragColor=vec4(atmosphere,clamp(curtain,0.,.95));',
       '}'
       '}'
     ].join('\n');
     ].join('\n');
     function shader(type, source) {
 
       var s=gl.createShader(type);gl.shaderSource(s,source);gl.compileShader(s);
     function compile(type, source) {
       if(!gl.getShaderParameter(s,gl.COMPILE_STATUS)) {gl.deleteShader(s);return null;}
       var sh=gl.createShader(type); gl.shaderSource(sh,source); gl.compileShader(sh);
       return s;
       if(!gl.getShaderParameter(sh,gl.COMPILE_STATUS)) { console.warn('[KK Stormbreak] shader:',gl.getShaderInfoLog(sh));gl.deleteShader(sh);return null; }
       return sh;
    }
    if (gl && !isGL2) {
      try {
        var vertex=compile(gl.VERTEX_SHADER,vtx),fragment=compile(gl.FRAGMENT_SHADER,frag);
        if (vertex && fragment) {
          program=gl.createProgram();gl.attachShader(program,vertex);gl.attachShader(program,fragment);gl.linkProgram(program);
          if (!gl.getProgramParameter(program,gl.LINK_STATUS)) program=null;
          if (program) {
            vertBuffer=gl.createBuffer();gl.bindBuffer(gl.ARRAY_BUFFER,vertBuffer);
            gl.bufferData(gl.ARRAY_BUFFER,new Float32Array([-1,-1, 1,-1, -1,1, 1,1]),gl.STATIC_DRAW);
            attr=gl.getAttribLocation(program,'a_pos');
            ['resolution','time','strength','chaos','recover','wind'].forEach(function (key) {uniform[key]=gl.getUniformLocation(program,'u_'+key);});
          }
        }
      } catch(error) { console.warn('[KK Stormbreak] GPU init:',error);program=null; }
     }
     }
     if(gl){
    // WebGL2 uses different GLSL shader syntax. Build compatible GLSL 300 ES from the WebGL1 source.
       try{
     if (gl && isGL2) {
         var vs=shader(gl.VERTEX_SHADER,vertex), fs=shader(gl.FRAGMENT_SHADER,fragment);
       try {
         if(vs&&fs){
         var v300='#version 300 es\nin vec2 a_pos; out vec2 v_uv; void main(){v_uv=a_pos*.5+.5;gl_Position=vec4(a_pos,0.,1.);}';
           program=gl.createProgram();gl.attachShader(program,vs);gl.attachShader(program,fs);gl.linkProgram(program);
        var f300='#version 300 es\n'+frag.replace('varying vec2 v_uv;','in vec2 v_uv; out vec4 fragColor;').replace('gl_FragColor=','fragColor=');
           if(!gl.getProgramParameter(program,gl.LINK_STATUS)) program=null;
        var v=compile(gl.VERTEX_SHADER,v300),f=compile(gl.FRAGMENT_SHADER,f300);
           else{
         if(v && f) {
             buffer=gl.createBuffer();gl.bindBuffer(gl.ARRAY_BUFFER,buffer);
           program=gl.createProgram();gl.attachShader(program,v);gl.attachShader(program,f);gl.linkProgram(program);
             gl.bufferData(gl.ARRAY_BUFFER,new Float32Array([-1,-1,1,-1,-1,1,1,1]),gl.STATIC_DRAW);
           if(!gl.getProgramParameter(program,gl.LINK_STATUS)) {console.warn('[KK Stormbreak] GPU link:',gl.getProgramInfoLog(program));program=null;}
             attr=gl.getAttribLocation(program,'a');
           if(program){
             uniforms={res:gl.getUniformLocation(program,'res'),time:gl.getUniformLocation(program,'time'),
             vertBuffer=gl.createBuffer();gl.bindBuffer(gl.ARRAY_BUFFER,vertBuffer);
              intensity:gl.getUniformLocation(program,'intensity'),rift:gl.getUniformLocation(program,'rift'),
             gl.bufferData(gl.ARRAY_BUFFER,new Float32Array([-1,-1, 1,-1, -1,1, 1,1]),gl.STATIC_DRAW);
              abyss:gl.getUniformLocation(program,'abyss'),clearPhase:gl.getUniformLocation(program,'clearPhase')};
             attr=gl.getAttribLocation(program,'a_pos');
             ['resolution','time','strength','chaos','recover','wind'].forEach(function(key){uniform[key]=gl.getUniformLocation(program,'u_'+key);});
           }
           }
         }
         }
       }catch(e){program=null;}
       }catch(error2){console.warn('[KK Stormbreak] WebGL2 init:',error2);program=null;}
     }
     }
     if (!program && gl) { sky.width=1;sky.height=1; }
     if(!program){
      // If GPU is unavailable, keep atmosphere using layered 2D canvas clouds, not flat colored lines.
      if(gl){sky.remove();sky=document.createElement('canvas');sky.id='kk4-sky';sky.setAttribute('aria-hidden','true');document.body.insertBefore(sky,rain);}
      ctxFallback=sky.getContext('2d',{alpha:true});
    }
    var cloudTextures = [new Image(), new Image()];
    cloudTextures[0].src = 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';
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';
    var rainCtx=rain.getContext('2d',{alpha:true});
    if(!rainCtx) return;


     var w=0,h=0,dpr=1,frame=0,raf=0,last=0,lastScroll=0;
     var W=0,H=0,renderW=0,renderH=0,rainDpr=1, lastRender=0, frameId=0, stopped=false;
     var yStart=0,yRift=0,yVoid=0,yClear=0;
     var loc={start:0,end:0,anxiety:0,island:0,lost:0};
     var state={strength:0,r:.0,a:.0,c:.0,phase:0, enabled:false};
     var current={strength:0,chaos:0,recover:0};
     var cur={strength:0,r:0,a:0,c:0};
     var wanted={strength:0,chaos:0,recover:0};
     var drops=[],dust=[],fragments=[],shatters=[],ridges=[];
     var time0=performance.now(), drops=[],lastGust=0;
     var mobile=false, randSeed=0xA4120;
    var reduce=window.matchMedia ? window.matchMedia('(prefers-reduced-motion: reduce)') : null;
    var visible=true, lastActive=false;
     var randSeed=0x4fa0ac;
     function rand(){randSeed=(Math.imul(randSeed,1664525)+1013904223)|0;return (randSeed>>>0)/4294967296;}
     function rand(){randSeed=(Math.imul(randSeed,1664525)+1013904223)|0;return (randSeed>>>0)/4294967296;}
     function clamp(x,a,b){return Math.max(a,Math.min(b,x));}
     function ypos(el){return el ? window.scrollY+el.getBoundingClientRect().top : NaN;}
    function ease(x){x=clamp(x,0,1);return x*x*(3-2*x);}
    function ramp(a,b,x){return ease((x-a)/Math.max(1,b-a));}
    function pos(el){return el ? el.getBoundingClientRect().top+window.scrollY : 0;}
    function geometry(){
      drops=[];dust=[];fragments=[];shatters=[];ridges=[];
      var n=mobile?100:180;
      for(var i=0;i<n;i++)drops.push({x:rand(),y:rand(),z:.6+rand()*1.5,len:20+rand()*85,alpha:.18+rand()*.6});
      for(var j=0;j<42;j++)dust.push({x:rand(),y:rand(),k:.1+rand()*.9,t:rand()*6.28});
      for(var k=0;k<15;k++)fragments.push({side:k%3,x:rand(),y:rand(),size:25+rand()*130,spin:rand()*6.28,dir:rand()*2-1});
      for(var a=0;a<4;a++){
        var arr=[],side=a%2===0?0:1;
        for(var b=0;b<13;b++){
          var t=b/12;
          arr.push([side===0? t*.36*w : w-t*.4*w,
                    (a*.26+.02)*h + (t-.5)*h*.52 + (rand()-.5)*h*.15]);
        }
        shatters.push(arr);
      }
      for(var z=0;z<12;z++)ridges.push({angle:z/12*Math.PI*2+(rand()-.5)*.22,phase:rand()*Math.PI*2,r:rand()*.26});
    }
     function measure(){
     function measure(){
       mobile=window.innerWidth<680;
       loc.start=ypos(chapter2);loc.end=ypos(chapter3);
      w=Math.max(1,window.innerWidth);h=Math.max(1,window.innerHeight);
       // Beat positions must be INSIDE the chapter, so duplicate mentions elsewhere cannot cause early triggers.
       dpr=Math.min(window.devicePixelRatio||1, mobile?1.05:1.33);
      function safeBeat(el, fallback){var y=ypos(el);return isFinite(y)&&y>=loc.start&&y<loc.end?y:fallback;}
      glass.width=Math.round(w*dpr);glass.height=Math.round(h*dpr);
       loc.anxiety=safeBeat(anxiety,lerp(loc.start,loc.end,.24));
      atmosphericSurface.width=w; atmosphericSurface.height=h;
      loc.island=safeBeat(island,lerp(loc.start,loc.end,.68));
      glass.style.width=w+'px';glass.style.height=h+'px';
       loc.lost=safeBeat(lost,lerp(loc.start,loc.end,.86));
      g2.setTransform(dpr,0,0,dpr,0,0);
      var scale=mobile?.72:.68; // shader resolution independent from CSS pixels
       if(program){
        sky.width=Math.max(4,Math.round(w*scale));sky.height=Math.max(4,Math.round(h*scale));
        gl.viewport(0,0,sky.width,sky.height);
      }
      sky.style.width=w+'px';sky.style.height=h+'px';
      var base=section2||legacyStart, end=section3||legacyClear;
      yStart=pos(base);yClear=Math.max(yStart+200,pos(end));
       var chapter=Math.max(250,yClear-yStart);
      var line180=findLine('180BPM')||findLine('180 BPM')||findLine('心悸')||findLine('梦想逐渐');
      var lineVoid=findLine('她迷茫了')||findLine('无人')||findLine('孤岛');
      yRift=line180 ? clamp(pos(line180),yStart+chapter*.2,yClear-chapter*.2):yStart+chapter*.4;
      yVoid=lineVoid ? clamp(pos(lineVoid),yStart+chapter*.45,yClear-chapter*.03):yStart+chapter*.78;
      if(yVoid<=yRift) yRift=yStart+(yVoid-yStart)*.5;
      geometry();updatePosition();
     }
     }
     function updatePosition(){
     function resize(){
       var cursor=window.scrollY+h*.57;
       W=Math.max(1,window.innerWidth);H=Math.max(1,window.innerHeight);
      // The effect creeps in BEFORE the chapter fills the center of the screen.
       var frac=Math.min(CONFIG.pixelRatio*(window.devicePixelRatio||1),1.15,CONFIG.maxRenderWidth/W);
       var arrival=ramp(yStart-h*.53,yStart+h*.08,cursor);
       renderW=Math.max(2,Math.round(W*frac));renderH=Math.max(2,Math.round(H*frac));
       var departure=1-ramp(yClear-h*.40,yClear+h*.18,cursor);
       sky.width=renderW;sky.height=renderH;
       state.strength=arrival*departure;
       sky.style.width=W+'px';sky.style.height=H+'px';
       state.r=ramp(yRift-h*.38,yVoid-h*.12,cursor);
       if(program)gl.viewport(0,0,renderW,renderH);
       state.a=ramp(yVoid-h*.28,yVoid+h*.18,cursor);
       rainDpr=Math.min(window.devicePixelRatio||1,1.4);
       state.c=ramp(yClear-h*.57,yClear+h*.12,cursor);
       rain.width=Math.round(W*rainDpr);rain.height=Math.round(H*rainDpr);
       state.enabled=state.strength>.001;
       rain.style.width=W+'px';rain.style.height=H+'px';
      document.documentElement.classList.toggle('kk-sb3-on',state.enabled);
      var n=W<680?CONFIG.rainDropsMobile:CONFIG.rainDropsDesktop;
       document.documentElement.style.setProperty('--kk-sb3-deep', String(clamp(state.strength*(.43+.55*state.a)*(1.-state.c),0,.86)));
       drops=[];
       if(state.enabled && !raf)raf=requestAnimationFrame(tick);
       for(var i=0;i<n;i++)drops.push({x:rand()*W,y:rand()*H,z:.35+rand()*1.8,len:15+rand()*95,alpha:.15+rand()*.48,drift:(rand()-.5)*.38});
       if(!state.enabled){g2.clearRect(0,0,w,h);if(gl&&program){gl.clearColor(0,0,0,0);gl.clear(gl.COLOR_BUFFER_BIT);}}
      measure();
     }
     }
    // Smoothly varying intensity, never strobing.
     function targets(){
     function lerpCur(){
       var center=window.scrollY+window.innerHeight*CONFIG.centerLine;
       cur.strength+=(state.strength-cur.strength)*.15;
       // HARD GUARD: zero impact before chapter 2's heading CROSSES CENTER.
      cur.r+=(state.r-cur.r)*.15;
       if(center<loc.start) {wanted.strength=0;wanted.chaos=0;wanted.recover=0;return false;}
       cur.a+=(state.a-cur.a)*.15;
       if(center>=loc.end+window.innerHeight*CONFIG.recoverDistance){
       cur.c+=(state.c-cur.c)*.15;
        wanted.strength=0;wanted.chaos=0;wanted.recover=1;return false;
    }
       }
    function drawWebGL(t){
       if(center>=loc.end){
      if(!gl||!program)return;
        wanted.recover=smooth((center-loc.end)/Math.max(160,window.innerHeight*CONFIG.recoverDistance));
      gl.viewport(0,0,sky.width,sky.height);
         wanted.strength=1-wanted.recover;
      gl.enable(gl.BLEND);gl.blendFunc(gl.SRC_ALPHA,gl.ONE_MINUS_SRC_ALPHA);
         wanted.chaos=(1-wanted.recover)*.7;
      gl.clearColor(0,0,0,0);gl.clear(gl.COLOR_BUFFER_BIT);
         return true;
      gl.useProgram(program);gl.bindBuffer(gl.ARRAY_BUFFER,buffer);
      gl.enableVertexAttribArray(attr);gl.vertexAttribPointer(attr,2,gl.FLOAT,false,0,0);
       gl.uniform2f(uniforms.res,sky.width,sky.height);gl.uniform1f(uniforms.time,t*.001);
      gl.uniform1f(uniforms.intensity,cur.strength);
      gl.uniform1f(uniforms.rift,cur.r);
      gl.uniform1f(uniforms.abyss,cur.a*cur.strength);
      gl.uniform1f(uniforms.clearPhase,cur.c);
       gl.drawArrays(gl.TRIANGLE_STRIP,0,4);
    }
    function ellipseShade(x,y,rx,ry,c1,c2,opacity){
       g2.save();g2.translate(x,y);g2.scale(1,Math.max(.1,ry/rx));
      var grad=g2.createRadialGradient(0,0,rx*.07,0,0,rx);
      grad.addColorStop(0,c1);grad.addColorStop(1,c2);
      g2.globalAlpha=opacity;g2.fillStyle=grad;
      g2.beginPath();g2.arc(0,0,rx,0,Math.PI*2);g2.fill();g2.restore();
    }
    function drawAtmosphere(t,intensity){
      // Render the storm into its own canvas, then preserve a reading corridor in
      // the centre. The layer is MUCH darker and more textural than a grey vignette.
      if(intensity<.003||!ac)return;
      var sec=t*.001;
      ac.clearRect(0,0,w,h);
      for(var i=0;i<2;i++){
        var img=atmosphere[i];
         if(!img||!img.complete||!img.naturalWidth)continue;
        var scale=1.15+i*.13, x=-w*(scale-1)*.5+Math.sin(sec*.025+i*2.3)*w*.042;
         var y=-h*(scale-1)*.5+Math.cos(sec*.016+i)*h*.045;
         ac.save();ac.globalAlpha=i===0?.90:.56;
        ac.drawImage(img,x,y,w*scale,h*scale);ac.restore();
       }
       }
       ac.globalCompositeOperation='destination-in';
       wanted.recover=0;
       var r=Math.max(w*.52,h*.66);
       var progress=smooth((center-loc.start)/CONFIG.transitionDistance);
       var mask=ac.createRadialGradient(w*.48,h*.5,Math.min(w,h)*.15,w*.5,h*.5,r);
       var toward=smooth((center-loc.anxiety)/Math.max(110,loc.island-loc.anxiety));
       mask.addColorStop(0,'rgba(0,0,0,.10)');
       var peak=smooth((center-loc.island)/Math.max(90,loc.lost-loc.island));
      mask.addColorStop(.33,'rgba(0,0,0,.30)');
       wanted.strength=progress*(.50+.27*toward+.23*peak);
       mask.addColorStop(.72,'rgba(0,0,0,.93)');
       wanted.chaos=progress*(.20+.35*toward+.45*peak);
      mask.addColorStop(1,'rgba(0,0,0,1)');
       return true;
       ac.fillStyle=mask;ac.fillRect(0,0,w,h);
      ac.globalCompositeOperation='source-over';
      g2.save();g2.globalAlpha=intensity*.96;
       g2.drawImage(atmosphericSurface,0,0,w,h);g2.restore();
     }
     }
     function stroke(points,color,width,alpha,blur){
     function renderClouds(t,wind){
      g2.save();g2.globalAlpha=alpha;g2.lineJoin='miter';g2.lineCap='round';
       if(program){
      g2.strokeStyle=color;g2.lineWidth=width;
        gl.useProgram(program);gl.bindBuffer(gl.ARRAY_BUFFER,vertBuffer);
       if(blur){g2.shadowColor=color;g2.shadowBlur=blur;}
         gl.enableVertexAttribArray(attr);gl.vertexAttribPointer(attr,2,gl.FLOAT,false,0,0);
      g2.beginPath();for(var i=0;i<points.length;i++){
        gl.uniform2f(uniform.resolution,renderW,renderH);
         if(i===0)g2.moveTo(points[i][0],points[i][1]);else g2.lineTo(points[i][0],points[i][1]);
        gl.uniform1f(uniform.time,t);
      }g2.stroke();g2.restore();
        gl.uniform1f(uniform.strength,current.strength);
    }
        gl.uniform1f(uniform.chaos,current.chaos);
    function rain(t,intensity){
        gl.uniform1f(uniform.recover,current.recover);
      var seconds=t*.001;
        gl.uniform1f(uniform.wind,wind);
      g2.save();g2.beginPath();g2.rect(0,0,w,h);g2.clip();
        gl.clearColor(0,0,0,0);gl.clear(gl.COLOR_BUFFER_BIT);
      for(var i=0;i<drops.length;i++){
        gl.drawArrays(gl.TRIANGLE_STRIP,0,4);
         var d=drops[i],xx=((d.x*w-seconds*115*d.z)%(w+130)+w+130)%(w+130)-65;
      } else if(ctxFallback){
         var yy=((d.y*h+seconds*380*d.z)%(h+170)+h+170)%(h+170)-85;
         var c=ctxFallback,cw=renderW,ch=renderH;
        var edge=Math.abs(xx/w-.5)*2;
        c.clearRect(0,0,cw,ch);
         var alpha=intensity*d.alpha*(.12+.72*Math.pow(edge,1.5));
         var scale=cw/W;
         g2.strokeStyle=i%11===0?'rgba(213,116,169,'+alpha.toFixed(3)+')':'rgba(130,190,234,'+alpha.toFixed(3)+')';
        // GPU-disabled fallback: two rich, embedded photographic-style procedural storm-cloud layers.
         g2.lineWidth=.45+d.z*.7;
        // Each layer moves with different parallax; no external images, network or permissions.
        g2.beginPath();g2.moveTo(xx,yy);g2.lineTo(xx-16*d.z,yy+d.len*d.z);g2.stroke();
        c.save(); c.scale(scale,scale);
      }g2.restore();
         var bg=c.createLinearGradient(0,0,0,H);
    }
         bg.addColorStop(0,'rgba(3,9,23,'+(.78*current.strength)+')');
    function fracture(t,intensity){
        bg.addColorStop(.55,'rgba(10,27,48,'+(.52*current.strength)+')');
      // Four jagged, BLACK layers tear into the viewport from OUTSIDE the article.
         bg.addColorStop(1,'rgba(2,7,18,'+(.73*current.strength)+')');
      // These are thick silhouettes, not the cheap ECG-like polylines of V2.
        c.fillStyle=bg;c.fillRect(0,0,W,H);
      if(intensity<.01)return;
         for(var k=0;k<2;k++){
      var sec=t*.001;
           var img=cloudTextures[k];
      function wall(side,scale,seed){
           if(!img.complete||img.naturalWidth===0)continue;
        var steps=54,edge=[],i,u,noise,depth;
          var sideShift=Math.sin(t*(.10+k*.055))*W*.035+(t*(13+k*10) % (W*.08));
         for(i=0;i<=steps;i++){
           var upShift=Math.cos(t*(.072+k*.03))*H*.025;
           u=i/steps;
           c.globalAlpha=current.strength*(k===0?.90:.48)*(1-current.recover*.75);
           noise=.48*Math.sin(u*17.3+seed)+.27*Math.sin(u*39.1+seed*3.11)+.11*Math.cos(u*74.3+seed*5.8);
           c.drawImage(img, -W*.15+sideShift,-H*.16+upShift,W*1.35,H*1.38);
           depth=scale*(.72+.27*noise)+Math.sin(sec*.17+u*9.+seed)*.007;
           if(side==='left')edge.push([w*depth,u*h]);
          if(side==='right')edge.push([w*(1-depth),u*h]);
           if(side==='top')edge.push([u*w,h*depth]);
          if(side==='bottom')edge.push([u*w,h*(1-depth)]);
         }
         }
         g2.save();
         c.globalAlpha=1;
         var grad= side==='left'?g2.createLinearGradient(0,0,w*.40,0):
         // Nested leaden cloud-bank vignetting with subtle silver shelf contrast.
                  side==='right'?g2.createLinearGradient(w,0,w*.60,0):
        var shelf=c.createLinearGradient(0,0,0,H*.72);
                  side==='top'?g2.createLinearGradient(0,0,0,h*.35):
         shelf.addColorStop(0,'rgba(1,5,16,'+(.55*current.strength)+')');
                  g2.createLinearGradient(0,h,0,h*.65);
         shelf.addColorStop(.36,'rgba(4,13,30,'+(.27*current.strength)+')');
         grad.addColorStop(0,'rgba(0,1,11,.96)');
         shelf.addColorStop(1,'rgba(4,13,30,0)');
        grad.addColorStop(.60,'rgba(3,7,25,.96)');
         c.fillStyle=shelf;c.fillRect(0,0,W,H*.72);
        grad.addColorStop(1,'rgba(11,25,51,.85)');
        c.restore();
        g2.globalAlpha=clamp(intensity*1.15,0,1);g2.fillStyle=grad;
        g2.beginPath();
        if(side==='left'){g2.moveTo(0,0);g2.lineTo(0,h);}
        else if(side==='right'){g2.moveTo(w,0);g2.lineTo(w,h);}
         else if(side==='top'){g2.moveTo(0,0);g2.lineTo(w,0);}
        else{g2.moveTo(0,h);g2.lineTo(w,h);}
        for(i=edge.length-1;i>=0;i--)g2.lineTo(edge[i][0],edge[i][1]);
        g2.closePath();g2.fill();g2.restore();
        // Smouldering torn paper/glass edges, with soft neon bleed, not bright traces
        stroke(edge,'rgba(1,2,18,.95)',13,intensity*.93,23);
        stroke(edge,seed%2?'#48a8ce':'#a53d71',3.4,intensity*.72,38);
        stroke(edge,'rgba(20,31,54,.9)',1.25,intensity*.74,0);
        return edge;
      }
      var level=intensity;
      wall('left',.18*level,2);
      wall('right',.19*level,7);
      wall('top',.14*level,11);
      wall('bottom',.13*level,17);
      // Large, soft internal stress fractures; edges stay peripheral.
      for(var i=0;i<6;i++){
        var f=fragments[i],cx=(i%2===0?w*.03:w*.97),cy=f.y*h;
        var s=55+f.size*1.1;
        g2.save();g2.globalAlpha=intensity*.35;
        var gr=g2.createRadialGradient(cx,cy,s*.02,cx,cy,s*2.1);
        gr.addColorStop(0,i%2?'rgba(236,59,135,.44)':'rgba(24,170,219,.37)');
         gr.addColorStop(1,'rgba(0,0,0,0)');
         g2.fillStyle=gr;g2.beginPath();g2.arc(cx,cy,s*2.1,0,Math.PI*2);g2.fill();g2.restore();
       }
       }
     }
     }
     function vortex(t,intensity){
     function renderRain(t,dt,wind){
      // A huge swallowing black eye, with a turbulent chromatic corona.
       var c=rainCtx;
      // Deliberately anchored beside the main prose (in the right margin).
       c.setTransform(rainDpr,0,0,rainDpr,0,0);c.clearRect(0,0,W,H);
      if(intensity<.01)return;
       var power=current.strength;
      var cx=mobile?w*1.68:w*1.13,cy=h*.47,rad=Math.min(w,h)*(mobile?.91:.81);
       if(power<.025) return;
       var seconds=t*.001;
       c.save();
       g2.save();g2.translate(cx,cy);g2.scale(1,.91);
       var gustFactor=1+.28*Math.sin(t*.78)+.22*Math.sin(t*.29+1.3);
      var glow=g2.createRadialGradient(0,0,rad*.20,0,0,rad*1.14);
       var slide=(.48+.18*wind)*gustFactor;
      glow.addColorStop(0,'rgba(0,1,10,.98)');
       var speed=(620+840*current.chaos)*gustFactor;
       glow.addColorStop(.47,'rgba(0,2,12,.99)');
      c.lineCap='round';
       glow.addColorStop(.60,'rgba(10,10,36,.94)');
       for(var layer=0;layer<3;layer++){
       glow.addColorStop(.68,'rgba(37,13,62,.83)');
        c.beginPath();
       glow.addColorStop(.77,'rgba(24,89,114,.42)');
         var layerCount=0;
      glow.addColorStop(1,'rgba(3,9,26,0)');
         for(var i=layer;i<drops.length;i+=3){
       g2.globalAlpha=intensity;g2.fillStyle=glow;
           var d=drops[i];var velocity=speed*(.62+d.z*.45);
       g2.beginPath();g2.arc(0,0,rad*1.14,0,Math.PI*2);g2.fill();g2.restore();
          d.y+=(velocity*dt);
       for(var ring=0;ring<3;ring++){
           d.x+=(velocity*slide*dt*(.72+d.z*.25));
         var pts=[],n=138;
          if(d.y>H+d.len||d.x>W+d.len*2){d.y=-d.len-rand()*H*.20;d.x=rand()*(W+W*.36)-W*.32;}
         for(var j=0;j<=n;j++){
          if(d.x<-130) d.x=W+rand()*90;
           var a=j/n*Math.PI*2;
           var vlen=d.len*(.65+current.chaos*.90)*(0.6+d.z*.4);
           var rr=rad*(.64+ring*.085)*(1+Math.sin(a*9+seconds*.15+ring)*.045+Math.cos(a*21-ring)*.012);
          var dx=vlen*slide,dy=vlen;
           pts.push([cx+Math.cos(a)*rr,cy+Math.sin(a)*rr*.91]);
          // Longer near-field streaks; rain is slanted by gusts, not random glitches.
          c.moveTo(d.x,d.y);c.lineTo(d.x-dx,d.y-dy);
          layerCount++;
         }
         }
         stroke(pts,ring===0?'#447aa2':ring===1?'#802447':'#43869b',ring===0?5:2.3,intensity*(.47-ring*.09),ring===0?55:30);
         c.strokeStyle=layer===0?'rgba(186,209,225,'+(.12+.23*power)+')':
                      layer===1?'rgba(212,227,236,'+(.09+.19*power)+')':
                                'rgba(142,184,205,'+(.12+.28*power)+')';
        c.lineWidth=(layer+.35)*(.43+current.chaos*.38);
        c.stroke();
       }
       }
       for(var k=0;k<ridges.length;k++){
      // Blown sheets of mist / turbulent downpour; soft only, no flat glitch rectangles.
         var ray=ridges[k],arr=[];
      var bands=8;
         for(var q=0;q<=26;q++){
       for(var b=0;b<bands;b++){
          var u=q/26;
         var wave=Math.sin(t*(.27+b*.03)+b*3.1)*W*.06;
          var a=ray.angle+u*2.1+seconds*.025;
         var mx=((b*190+t*(50+22*b))%(W+600))-330+wave;
          var rr=rad*(1.3-u*.54+ray.r*.25);
        var my=(b*149+t*15)%(H+240)-120;
          arr.push([cx+Math.cos(a)*rr,cy+Math.sin(a)*rr*.9]);
        var width=W*.18+130;
         }
        var haze=c.createLinearGradient(mx-width,my-110,mx+width,my+220);
        stroke(arr,k%2?'#7e2d66':'#2b779f',2,intensity*.22,22);
        haze.addColorStop(0,'rgba(142,184,203,0)');
        haze.addColorStop(.5,'rgba(107,145,177,'+(.018+.048*power)+')');
        haze.addColorStop(1,'rgba(23,45,73,0)');
        c.fillStyle=haze;c.save();c.translate(mx,my);c.transform(1,0,slide*.5,1,0,0);
         c.fillRect(-width,-120,width*2,330);c.restore();
       }
       }
      c.restore();
     }
     }
     function debris(t,intensity){
     function cssCamera(t,dt){
       for(var i=0;i<dust.length;i++){
       var strength=current.strength, chaos=current.chaos;
        var d=dust[i],ang=d.t+t*.00008*(i%2?1:-1);
      var oscillation=Math.sin(t*8.2)*.40+Math.sin(t*13.1+2.0)*.27+Math.sin(t*4.6)*.33;
        var px=d.x*w+Math.sin(ang)*60,py=d.y*h+Math.cos(ang)*75;
      var rumble=Math.sin(t*2.05)*.50+Math.sin(t*3.4+.8)*.50;
        var edge=Math.max(Math.abs(px/w-.5)*2,Math.abs(py/h-.5)*2);
      var moment=(.6+.4*Math.sin(t*.84))*strength;
        if(edge<.38)continue;
      var shake=moment*(.25+.75*chaos);
        var s=1.5+d.k*6;
      var x=(oscillation*.56+rumble*.44)*CONFIG.maxStormShake*shake;
        g2.fillStyle=i%4?'rgba(83,171,235,'+(intensity*.45)+')':'rgba(244,69,136,'+(intensity*.4)+')';
      var y=(Math.cos(t*7.7)*.25+Math.sin(t*3.1)*.75)*CONFIG.maxStormShake*shake*.52;
        g2.save();g2.translate(px,py);g2.rotate(ang);g2.fillRect(-s/2,-s/2,s*1.3,s*.34);g2.restore();
      sky.style.transform='translate3d('+x.toFixed(2)+'px,'+y.toFixed(2)+'px,0) scale(1.075)';
      rain.style.transform='translate3d('+(-x*.26).toFixed(2)+'px,'+(-y*.30).toFixed(2)+'px,0) scale(1.07)';
      pressure.style.opacity=String(clamp(strength*(.35+.55*chaos)*(1-current.recover),0,.86));
      // Full page camera shake only during strongest narrative beat; leave layout/font unchanged.
      if(article){
        var contentAmt=CONFIG.maxContentShake*shake*.78;
        var cx=(Math.sin(t*11.2)*.56+Math.sin(t*6.3+.9)*.44)*contentAmt;
        var cy=(Math.cos(t*9.0)*.58+Math.sin(t*4.8+2.1)*.42)*contentAmt*.6;
        article.style.transform='translate3d('+cx.toFixed(2)+'px,'+cy.toFixed(2)+'px,0)';
       }
       }
     }
     }
     function clearing(t,strength){
     function clearContent(){
       // Light returns as a cool, broad horizon — no flash.
       if(article){article.style.transform=originalTransform;article.style.willChange=originalWillChange;}
      var g=g2.createLinearGradient(0,0,w,h);
      g.addColorStop(0,'rgba(73,178,234,.0)');g.addColorStop(.40,'rgba(130,222,252,.055)');
      g.addColorStop(.65,'rgba(129,212,250,.15)');g.addColorStop(1,'rgba(74,183,238,0)');
      g2.save();g2.globalAlpha=strength;
      g2.fillStyle=g;g2.beginPath();g2.moveTo(w*.55,0);g2.lineTo(w*.92,0);
      g2.lineTo(w*.46,h);g2.lineTo(w*.06,h);g2.closePath();g2.fill();g2.restore();
     }
     }
     function draw2D(t){
     function displayActive(isActive){
       g2.clearRect(0,0,w,h);
       if(lastActive===isActive)return;
      var s=cur.strength, r=cur.r, a=cur.a, c=cur.c;
       lastActive=isActive;
      drawAtmosphere(t,s);
       document.documentElement.classList.toggle('kk-v4-on',isActive);
      if(s<.004)return;
       if(!isActive){clearContent();pressure.style.opacity='0';sky.style.transform='';rain.style.transform='';}
       var active=s*(1-c*.96);
       rain(t,active*(.53+.85*r));
      fracture(t,active*r*.96);
       if(a>.05)vortex(t,active*a);
      debris(t,active*(.25+r*.7));
      if(c>.01)clearing(t,c*(.2+s*.8));
     }
     }
     function tick(t){
     function tick(now){
       raf=0;
       frameId=0;
       if(!state.enabled || document.hidden)return;
       if(stopped||!visible) return;
       // Soft transitions (no flashing). 27–30 fps, adaptive low GPU resolution.
      // Recompute doc-coordinate center on each frame; headings never trigger at viewport edge.
       if(t-last<34){raf=requestAnimationFrame(tick);return;}
      if(now-lastRender<1000/CONFIG.fps-2){frameId=requestAnimationFrame(tick);return;}
       last=t;lerpCur();drawWebGL(t);draw2D(t);
       var dt=clamp((now-lastRender)/1000,.008,.06);lastRender=now;
       raf=requestAnimationFrame(tick);
      var inWindow=targets();
      var needDraw=inWindow||current.strength>.018;
      // Crucially, NOTHING can render before chapter start; no interpolation bleed into chapter I.
       if(window.scrollY+H*CONFIG.centerLine<loc.start){current.strength=0;current.chaos=0;current.recover=0;needDraw=false;}
      if(!needDraw){displayActive(false);frameId=requestAnimationFrame(tick);return;}
       var inertia=1-Math.exp(-dt*5.0);
      current.strength=lerp(current.strength,wanted.strength,inertia);
      current.chaos=lerp(current.chaos,wanted.chaos,inertia);
      current.recover=lerp(current.recover,wanted.recover,inertia);
      displayActive(true);
      var t=(now-time0)*.001;
      var wind=Math.sin(t*.40)*.38+Math.sin(t*.93+1.5)*.28+Math.sin(t*.13)*.34;
      renderClouds(t,wind);
      renderRain(t,dt,wind);
      cssCamera(t,dt);
       frameId=requestAnimationFrame(tick);
     }
     }
     var pending=false;
     function restore(){
     function onScroll(){if(!pending){pending=true;requestAnimationFrame(function(){pending=false;updatePosition();});}}
      clearContent();document.documentElement.classList.remove('kk-v4-on');
     window.addEventListener('scroll',onScroll,{passive:true});
      if(frameId)cancelAnimationFrame(frameId);
     window.addEventListener('resize',function(){measure();},{passive:true});
      frameId=0;
     window.addEventListener('load',measure,{once:true});
    }
     document.addEventListener('visibilitychange',function(){if(!document.hidden)updatePosition();});
     function onVisibility(){visible=!document.hidden; if(visible&&!stopped){lastRender=performance.now();frameId=requestAnimationFrame(tick);}else restore();}
     // Invisible emergency accessibility escape hatch: Alt+Shift+K toggles visuals.
    function onResize(){resize();}
     var manualOff=false;
    var timeout=0;
    document.addEventListener('keydown',function(e){
    function onGeometryChange(){clearTimeout(timeout);timeout=setTimeout(measure,120);}
      if(e.altKey&&e.shiftKey&&String(e.key).toLowerCase()==='k'){
    resize();
        manualOff=!manualOff;
    if(article)article.style.willChange='transform';
        if(manualOff){state.enabled=false;document.documentElement.classList.remove('kk-sb3-on');}
     window.addEventListener('resize',onResize,{passive:true});
        else updatePosition();
     window.addEventListener('load',onGeometryChange,{passive:true});
      }
    if(document.fonts && document.fonts.ready)document.fonts.ready.then(measure);
    });
    document.addEventListener('visibilitychange',onVisibility);
     var originalUpdate=updatePosition;
     // On content expansion or collapse, heading positions may shift.
     updatePosition=function(){
    document.addEventListener('click',onGeometryChange,{passive:true});
      if(manualOff){state.enabled=false;document.documentElement.classList.remove('kk-sb3-on');return;}
     if(reduce && reduce.addEventListener)reduce.addEventListener('change',function(e){stopped=e.matches; if(stopped)restore();else {measure();onVisibility();}});
      originalUpdate();
     // Hidden key switch only; absolutely no out-of-place interface elements.
    };
     window.addEventListener('keydown',function(e){if(e.altKey&&e.shiftKey&&e.code==='KeyK'){
     measure();
      stopped=!stopped;if(stopped)restore();else onVisibility();
    }});
     // For test/diagnostics in browser devtools, no visible UI.
     window.__kkStormbreakDebug={getState:function(){return {sectionStart:loc.start,sectionEnd:loc.end,centerY:window.scrollY+window.innerHeight*.5,strength:current.strength,chaos:current.chaos,gpu:!!program, webgl2:isGL2,active:lastActive};},recompute:measure};
     frameId=requestAnimationFrame(tick);
   }
   }
   if(document.readyState==='loading')document.addEventListener('DOMContentLoaded',begin,{once:true});
   if(document.readyState==='loading')document.addEventListener('DOMContentLoaded',ready,{once:true});
   else begin();
   else ready();
}());
})();

2026年10月16日 (五) 13:17的版本

/*
 * KURANOKA — STORMBREAK IV / EYE OF THE STORM
 * MediaWiki:KuranokaFX.js — paste this file's TEXT into the existing wiki JS page.
 * ONLY page Kuranoka in main namespace / view action.
 * Existing Citizen.js loader remains untouched. No wikitext markers required.
 * WebGL GPU clouds + Canvas 2D rain; graceful fallback; reduced-motion aware.
 * IMPORTANT: no high-frequency light flashes, no audio, no toolbar.
 */
(function () {
  'use strict';
  if (window.__kkStormbreakLoaded) return;
  if (window.mw && (
    mw.config.get('wgPageName') !== 'Kuranoka' ||
    mw.config.get('wgNamespaceNumber') !== 0 ||
    mw.config.get('wgAction') !== 'view'
  )) return;
  if (!window.mw && !/^\/wiki\/Kuranoka\/?$/.test(location.pathname) &&
      !document.documentElement.hasAttribute('data-kk-demo')) return;
  if (window.matchMedia && window.matchMedia('(prefers-reduced-motion: reduce)').matches) return;

  var CONFIG = {
    pixelRatio: 0.82,        // GPU quality/performance, 0.65–1.0
    maxRenderWidth: 1600,    // cap huge desktop resolutions
    fps: 38,                // GPU cap, avoids consuming all resources
    maxContentShake: 13,    // peak article camera jitter (px)
    maxStormShake: 34,      // atmospheric layer camera gust (px)
    rainDropsDesktop: 1150,
    rainDropsMobile: 540,
    centerLine: 0.50,       // viewport MIDPOINT, not top or edge
    transitionDistance: 150,
    recoverDistance: 0.66   // amount of screen-height to clear after next section
  };
  var clamp = function (n, a, b) { return Math.max(a, Math.min(b, n)); };
  var smooth = function (n) { n = clamp(n, 0, 1); return n * n * (3 - 2 * n); };
  var lerp = function (a, b, t) { return a + (b - a) * t; };
  var norm = function (s) { return String(s || '').replace(/[\s\u200b\u200c\u200d]/g, '').replace(/\(/g, '(').replace(/\)/g, ')'); };

  function ready() {
    var root = document.querySelector('#mw-content-text .mw-parser-output') ||
               document.querySelector('#mw-content-text') || document.querySelector('.mw-parser-output');
    if (!root) return;
    var headings = root.querySelectorAll('h2, h3, h4');
    var chapter2 = null, chapter3 = null;
    for (var i = 0; i < headings.length; i++) {
      var heading = norm(headings[i].textContent).replace(/\[编辑\]|\[edit\]/ig, '');
      if (!chapter2 && /初中时期((?:二|2))/.test(heading)) chapter2 = headings[i];
      if (!chapter3 && /初中时期((?:三|3))/.test(heading)) chapter3 = headings[i];
    }
    if (!chapter2 || !chapter3) return;

    // Locate narrative beats to shape intensity, no need to edit article source.
    var paragraphs = root.querySelectorAll('p, blockquote, li');
    function findBeat(expression) {
      for (var j = 0; j < paragraphs.length; j++) {
        if (expression.test(norm(paragraphs[j].textContent))) return paragraphs[j];
      }
      return null;
    }
    var anxiety = findBeat(/(?:180BPM|心慌|心悸|长期积累的压力|躯体化的魔爪)/i);
    var island = findBeat(/(?:孤岛|无人的孤岛|与世界重新建立联结|与世界重新建立链接)/);
    var lost = findBeat(/她迷茫了/);
    var article = document.getElementById('mw-content-text');
    var originalTransform = article ? article.style.transform : '';
    var originalWillChange = article ? article.style.willChange : '';

    window.__kkStormbreakLoaded = true;
    document.documentElement.classList.add('kk-stormbreak-v4');
    var sky = document.createElement('canvas');
    sky.id = 'kk4-sky'; sky.setAttribute('aria-hidden', 'true');
    var rain = document.createElement('canvas');
    rain.id = 'kk4-rain'; rain.setAttribute('aria-hidden', 'true');
    var pressure = document.createElement('div');
    pressure.id = 'kk4-pressure'; pressure.setAttribute('aria-hidden', 'true');
    document.body.appendChild(pressure);
    document.body.appendChild(sky);
    document.body.appendChild(rain);

    var gl = sky.getContext('webgl2', {alpha: true, antialias: false, depth: false, stencil: false, powerPreference: 'high-performance'}) ||
             sky.getContext('webgl', {alpha: true, antialias: false, depth: false, stencil: false, powerPreference: 'high-performance'});
    var isGL2 = !!(gl && typeof WebGL2RenderingContext !== 'undefined' && gl instanceof WebGL2RenderingContext);
    var program = null, vertBuffer = null, attr = -1, uniform = {}, ctxFallback = null;
    var vtx = 'attribute vec2 a_pos; varying vec2 v_uv; void main(){v_uv=a_pos*.5+.5;gl_Position=vec4(a_pos,0.,1.);}';
    var frag = [
      'precision highp float;',
      'varying vec2 v_uv;',
      'uniform vec2 u_resolution;',
      'uniform float u_time, u_strength, u_chaos, u_recover, u_wind;',
      'float hash21(vec2 p){return fract(sin(dot(p,vec2(127.1,311.7)))*43758.5453123);}',
      'float noise2(vec2 x){vec2 i=floor(x);vec2 f=fract(x);f=f*f*(3.0-2.0*f);',
      'return mix(mix(hash21(i),hash21(i+vec2(1.,0.)),f.x),',
      'mix(hash21(i+vec2(0.,1.)),hash21(i+1.),f.x),f.y);}',
      'float fbm(vec2 p){float a=.5;float s=0.;',
      'for(int i=0;i<5;i++){s+=a*noise2(p);p=p*2.08+vec2(5.32,1.97);a*=.49;}return s;}',
      'void main(){',
      'vec2 uv=vec2(v_uv.x,1.0-v_uv.y);',
      'float aspect=u_resolution.x/u_resolution.y;',
      'vec2 p=(uv-.5)*vec2(aspect,1.);',
      'float t=u_time;',
      'float gust=sin(t*.37)*.42+sin(t*.93)*.22+sin(t*.16)*.36;',
      'vec2 advect=vec2(t*.075+u_wind*.055,-t*.021);',
      'vec2 st=p*vec2(2.4,2.5)+advect;',
      // Layered domain-warped cumulonimbus billows, upper shelf and lower cloud walls.
      'vec2 domain=vec2(fbm(st*.72+vec2(t*.013,2.1)),fbm(st*.72-vec2(6.4,t*.023)));',
      'vec2 q=st+domain*vec2(1.60,1.15);',
      'float base=fbm(q*1.22);',
      'float folds=fbm(q*2.34-vec2(t*.037,-t*.019));',
      'float scale=fbm(q*.58+vec2(4.4,1.8));',
      'float cloud=mix(base,folds,.28)+scale*.20;',
      'float large=fbm(p*vec2(1.6,2.)+vec2(t*.036,3.3));',
      'float ceiling=1.-smoothstep(.04,.66,uv.y+.12*(large-.5));',
      'float flank=smoothstep(.34,.88,abs(p.x)/max(.65,aspect*.48));',
      'float bottom=smoothstep(.72,1.05,uv.y)*.46;',
      'float shelf=smoothstep(.29,.62,cloud+.16*ceiling);',
      'float density=clamp(shelf*.82 + ceiling*.77 + flank*.51 + bottom,0.,1.);',
      'float billow=smoothstep(.40,.67,folds)*smoothstep(.27,.64,base);',
      'float shelfEdge=(1.-smoothstep(.0,.12,abs((uv.y-.34)-(.5-cloud)*.34)))*(.3+.5*cloud);',
      'vec3 deep=vec3(.014,.023,.044);',
      'vec3 cobalt=vec3(.045,.083,.145);',
      'vec3 steel=vec3(.17,.245,.32);',
      'vec3 slate=vec3(.32,.39,.43);',
      'vec3 atmosphere=mix(deep,cobalt,clamp(cloud*.8+.1,0.,1.));',
      'atmosphere=mix(atmosphere,steel,clamp(billow*.62+shelfEdge*.28,0.,.74));',
      'atmosphere+=slate*pow(clamp(folds*.85,0.,1.),3.)*.22;',
      // Dense rain shafts / wet haze, sweeping from left to right with strong wind.
      'float shafts=fbm(vec2(p.x*6.4-t*.082,p.y*.82));',
      'float curtains=smoothstep(.40,.78,shafts)*smoothstep(.23,.80,uv.y);',
      'atmosphere=mix(atmosphere,vec3(.018,.044,.067),curtains*.53);',
      // Sparse low-frequency violet underlighting, not flashing or strobe.
      'float underlight=(.5+.5*sin(t*.19+scale*8.0))*.11;',
      'atmosphere+=vec3(.07,.12,.19)*underlight*shelf;',
      'float abyss=u_chaos*(1.-u_recover);',
      'float depth=smoothstep(.23,.88,length(p*vec2(.93,1.25))+.09*fbm(st*.4));',
      'float curtain=clamp((density*.76+ceiling*.20+depth*.18+.12)*u_strength,0.,.93);',
      'float pressure=abyss*smoothstep(.08,.9,cloud+.25*depth)*.18;',
      'curtain=min(.95,curtain+pressure);',
      'curtain*=1.0-u_recover*.93;',
      'vec3 nearBlack=vec3(.004,.009,.018);',
      'atmosphere=mix(atmosphere,nearBlack,abyss*(.17+.36*ceiling));',
      // Warm very slow break in the clouds when leaving the chapter.
      'float dawn=1.-smoothstep(.0,.78,length((uv-vec2(.66,.14))*vec2(.8,1.)));',
      'atmosphere=mix(atmosphere,vec3(.44,.68,.79),u_recover*dawn*.50);',
      'gl_FragColor=vec4(atmosphere,clamp(curtain,0.,.95));',
      '}'
    ].join('\n');

    function compile(type, source) {
      var sh=gl.createShader(type); gl.shaderSource(sh,source); gl.compileShader(sh);
      if(!gl.getShaderParameter(sh,gl.COMPILE_STATUS)) { console.warn('[KK Stormbreak] shader:',gl.getShaderInfoLog(sh));gl.deleteShader(sh);return null; }
      return sh;
    }
    if (gl && !isGL2) {
      try {
        var vertex=compile(gl.VERTEX_SHADER,vtx),fragment=compile(gl.FRAGMENT_SHADER,frag);
        if (vertex && fragment) {
          program=gl.createProgram();gl.attachShader(program,vertex);gl.attachShader(program,fragment);gl.linkProgram(program);
          if (!gl.getProgramParameter(program,gl.LINK_STATUS)) program=null;
          if (program) {
            vertBuffer=gl.createBuffer();gl.bindBuffer(gl.ARRAY_BUFFER,vertBuffer);
            gl.bufferData(gl.ARRAY_BUFFER,new Float32Array([-1,-1, 1,-1, -1,1, 1,1]),gl.STATIC_DRAW);
            attr=gl.getAttribLocation(program,'a_pos');
            ['resolution','time','strength','chaos','recover','wind'].forEach(function (key) {uniform[key]=gl.getUniformLocation(program,'u_'+key);});
          }
        }
      } catch(error) { console.warn('[KK Stormbreak] GPU init:',error);program=null; }
    }
    // WebGL2 uses different GLSL shader syntax. Build compatible GLSL 300 ES from the WebGL1 source.
    if (gl && isGL2) {
      try {
        var v300='#version 300 es\nin vec2 a_pos; out vec2 v_uv; void main(){v_uv=a_pos*.5+.5;gl_Position=vec4(a_pos,0.,1.);}';
        var f300='#version 300 es\n'+frag.replace('varying vec2 v_uv;','in vec2 v_uv; out vec4 fragColor;').replace('gl_FragColor=','fragColor=');
        var v=compile(gl.VERTEX_SHADER,v300),f=compile(gl.FRAGMENT_SHADER,f300);
        if(v && f) {
          program=gl.createProgram();gl.attachShader(program,v);gl.attachShader(program,f);gl.linkProgram(program);
          if(!gl.getProgramParameter(program,gl.LINK_STATUS)) {console.warn('[KK Stormbreak] GPU link:',gl.getProgramInfoLog(program));program=null;}
          if(program){
            vertBuffer=gl.createBuffer();gl.bindBuffer(gl.ARRAY_BUFFER,vertBuffer);
            gl.bufferData(gl.ARRAY_BUFFER,new Float32Array([-1,-1, 1,-1, -1,1, 1,1]),gl.STATIC_DRAW);
            attr=gl.getAttribLocation(program,'a_pos');
            ['resolution','time','strength','chaos','recover','wind'].forEach(function(key){uniform[key]=gl.getUniformLocation(program,'u_'+key);});
          }
        }
      }catch(error2){console.warn('[KK Stormbreak] WebGL2 init:',error2);program=null;}
    }
    if(!program){
      // If GPU is unavailable, keep atmosphere using layered 2D canvas clouds, not flat colored lines.
      if(gl){sky.remove();sky=document.createElement('canvas');sky.id='kk4-sky';sky.setAttribute('aria-hidden','true');document.body.insertBefore(sky,rain);}
      ctxFallback=sky.getContext('2d',{alpha:true});
    }
    var cloudTextures = [new Image(), new Image()];
    cloudTextures[0].src = 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';
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';
    var rainCtx=rain.getContext('2d',{alpha:true});
    if(!rainCtx) return;

    var W=0,H=0,renderW=0,renderH=0,rainDpr=1, lastRender=0, frameId=0, stopped=false;
    var loc={start:0,end:0,anxiety:0,island:0,lost:0};
    var current={strength:0,chaos:0,recover:0};
    var wanted={strength:0,chaos:0,recover:0};
    var time0=performance.now(), drops=[],lastGust=0;
    var reduce=window.matchMedia ? window.matchMedia('(prefers-reduced-motion: reduce)') : null;
    var visible=true, lastActive=false;
    var randSeed=0x4fa0ac;
    function rand(){randSeed=(Math.imul(randSeed,1664525)+1013904223)|0;return (randSeed>>>0)/4294967296;}
    function ypos(el){return el ? window.scrollY+el.getBoundingClientRect().top : NaN;}
    function measure(){
      loc.start=ypos(chapter2);loc.end=ypos(chapter3);
      // Beat positions must be INSIDE the chapter, so duplicate mentions elsewhere cannot cause early triggers.
      function safeBeat(el, fallback){var y=ypos(el);return isFinite(y)&&y>=loc.start&&y<loc.end?y:fallback;}
      loc.anxiety=safeBeat(anxiety,lerp(loc.start,loc.end,.24));
      loc.island=safeBeat(island,lerp(loc.start,loc.end,.68));
      loc.lost=safeBeat(lost,lerp(loc.start,loc.end,.86));
    }
    function resize(){
      W=Math.max(1,window.innerWidth);H=Math.max(1,window.innerHeight);
      var frac=Math.min(CONFIG.pixelRatio*(window.devicePixelRatio||1),1.15,CONFIG.maxRenderWidth/W);
      renderW=Math.max(2,Math.round(W*frac));renderH=Math.max(2,Math.round(H*frac));
      sky.width=renderW;sky.height=renderH;
      sky.style.width=W+'px';sky.style.height=H+'px';
      if(program)gl.viewport(0,0,renderW,renderH);
      rainDpr=Math.min(window.devicePixelRatio||1,1.4);
      rain.width=Math.round(W*rainDpr);rain.height=Math.round(H*rainDpr);
      rain.style.width=W+'px';rain.style.height=H+'px';
      var n=W<680?CONFIG.rainDropsMobile:CONFIG.rainDropsDesktop;
      drops=[];
      for(var i=0;i<n;i++)drops.push({x:rand()*W,y:rand()*H,z:.35+rand()*1.8,len:15+rand()*95,alpha:.15+rand()*.48,drift:(rand()-.5)*.38});
      measure();
    }
    function targets(){
      var center=window.scrollY+window.innerHeight*CONFIG.centerLine;
      // HARD GUARD: zero impact before chapter 2's heading CROSSES CENTER.
      if(center<loc.start) {wanted.strength=0;wanted.chaos=0;wanted.recover=0;return false;}
      if(center>=loc.end+window.innerHeight*CONFIG.recoverDistance){
        wanted.strength=0;wanted.chaos=0;wanted.recover=1;return false;
      }
      if(center>=loc.end){
        wanted.recover=smooth((center-loc.end)/Math.max(160,window.innerHeight*CONFIG.recoverDistance));
        wanted.strength=1-wanted.recover;
        wanted.chaos=(1-wanted.recover)*.7;
        return true;
      }
      wanted.recover=0;
      var progress=smooth((center-loc.start)/CONFIG.transitionDistance);
      var toward=smooth((center-loc.anxiety)/Math.max(110,loc.island-loc.anxiety));
      var peak=smooth((center-loc.island)/Math.max(90,loc.lost-loc.island));
      wanted.strength=progress*(.50+.27*toward+.23*peak);
      wanted.chaos=progress*(.20+.35*toward+.45*peak);
      return true;
    }
    function renderClouds(t,wind){
      if(program){
        gl.useProgram(program);gl.bindBuffer(gl.ARRAY_BUFFER,vertBuffer);
        gl.enableVertexAttribArray(attr);gl.vertexAttribPointer(attr,2,gl.FLOAT,false,0,0);
        gl.uniform2f(uniform.resolution,renderW,renderH);
        gl.uniform1f(uniform.time,t);
        gl.uniform1f(uniform.strength,current.strength);
        gl.uniform1f(uniform.chaos,current.chaos);
        gl.uniform1f(uniform.recover,current.recover);
        gl.uniform1f(uniform.wind,wind);
        gl.clearColor(0,0,0,0);gl.clear(gl.COLOR_BUFFER_BIT);
        gl.drawArrays(gl.TRIANGLE_STRIP,0,4);
      } else if(ctxFallback){
        var c=ctxFallback,cw=renderW,ch=renderH;
        c.clearRect(0,0,cw,ch);
        var scale=cw/W;
        // GPU-disabled fallback: two rich, embedded photographic-style procedural storm-cloud layers.
        // Each layer moves with different parallax; no external images, network or permissions.
        c.save(); c.scale(scale,scale);
        var bg=c.createLinearGradient(0,0,0,H);
        bg.addColorStop(0,'rgba(3,9,23,'+(.78*current.strength)+')');
        bg.addColorStop(.55,'rgba(10,27,48,'+(.52*current.strength)+')');
        bg.addColorStop(1,'rgba(2,7,18,'+(.73*current.strength)+')');
        c.fillStyle=bg;c.fillRect(0,0,W,H);
        for(var k=0;k<2;k++){
          var img=cloudTextures[k];
          if(!img.complete||img.naturalWidth===0)continue;
          var sideShift=Math.sin(t*(.10+k*.055))*W*.035+(t*(13+k*10) % (W*.08));
          var upShift=Math.cos(t*(.072+k*.03))*H*.025;
          c.globalAlpha=current.strength*(k===0?.90:.48)*(1-current.recover*.75);
          c.drawImage(img, -W*.15+sideShift,-H*.16+upShift,W*1.35,H*1.38);
        }
        c.globalAlpha=1;
        // Nested leaden cloud-bank vignetting with subtle silver shelf contrast.
        var shelf=c.createLinearGradient(0,0,0,H*.72);
        shelf.addColorStop(0,'rgba(1,5,16,'+(.55*current.strength)+')');
        shelf.addColorStop(.36,'rgba(4,13,30,'+(.27*current.strength)+')');
        shelf.addColorStop(1,'rgba(4,13,30,0)');
        c.fillStyle=shelf;c.fillRect(0,0,W,H*.72);
        c.restore();
      }
    }
    function renderRain(t,dt,wind){
      var c=rainCtx;
      c.setTransform(rainDpr,0,0,rainDpr,0,0);c.clearRect(0,0,W,H);
      var power=current.strength;
      if(power<.025) return;
      c.save();
      var gustFactor=1+.28*Math.sin(t*.78)+.22*Math.sin(t*.29+1.3);
      var slide=(.48+.18*wind)*gustFactor;
      var speed=(620+840*current.chaos)*gustFactor;
      c.lineCap='round';
      for(var layer=0;layer<3;layer++){
        c.beginPath();
        var layerCount=0;
        for(var i=layer;i<drops.length;i+=3){
          var d=drops[i];var velocity=speed*(.62+d.z*.45);
          d.y+=(velocity*dt);
          d.x+=(velocity*slide*dt*(.72+d.z*.25));
          if(d.y>H+d.len||d.x>W+d.len*2){d.y=-d.len-rand()*H*.20;d.x=rand()*(W+W*.36)-W*.32;}
          if(d.x<-130) d.x=W+rand()*90;
          var vlen=d.len*(.65+current.chaos*.90)*(0.6+d.z*.4);
          var dx=vlen*slide,dy=vlen;
          // Longer near-field streaks; rain is slanted by gusts, not random glitches.
          c.moveTo(d.x,d.y);c.lineTo(d.x-dx,d.y-dy);
          layerCount++;
        }
        c.strokeStyle=layer===0?'rgba(186,209,225,'+(.12+.23*power)+')':
                      layer===1?'rgba(212,227,236,'+(.09+.19*power)+')':
                                'rgba(142,184,205,'+(.12+.28*power)+')';
        c.lineWidth=(layer+.35)*(.43+current.chaos*.38);
        c.stroke();
      }
      // Blown sheets of mist / turbulent downpour; soft only, no flat glitch rectangles.
      var bands=8;
      for(var b=0;b<bands;b++){
        var wave=Math.sin(t*(.27+b*.03)+b*3.1)*W*.06;
        var mx=((b*190+t*(50+22*b))%(W+600))-330+wave;
        var my=(b*149+t*15)%(H+240)-120;
        var width=W*.18+130;
        var haze=c.createLinearGradient(mx-width,my-110,mx+width,my+220);
        haze.addColorStop(0,'rgba(142,184,203,0)');
        haze.addColorStop(.5,'rgba(107,145,177,'+(.018+.048*power)+')');
        haze.addColorStop(1,'rgba(23,45,73,0)');
        c.fillStyle=haze;c.save();c.translate(mx,my);c.transform(1,0,slide*.5,1,0,0);
        c.fillRect(-width,-120,width*2,330);c.restore();
      }
      c.restore();
    }
    function cssCamera(t,dt){
      var strength=current.strength, chaos=current.chaos;
      var oscillation=Math.sin(t*8.2)*.40+Math.sin(t*13.1+2.0)*.27+Math.sin(t*4.6)*.33;
      var rumble=Math.sin(t*2.05)*.50+Math.sin(t*3.4+.8)*.50;
      var moment=(.6+.4*Math.sin(t*.84))*strength;
      var shake=moment*(.25+.75*chaos);
      var x=(oscillation*.56+rumble*.44)*CONFIG.maxStormShake*shake;
      var y=(Math.cos(t*7.7)*.25+Math.sin(t*3.1)*.75)*CONFIG.maxStormShake*shake*.52;
      sky.style.transform='translate3d('+x.toFixed(2)+'px,'+y.toFixed(2)+'px,0) scale(1.075)';
      rain.style.transform='translate3d('+(-x*.26).toFixed(2)+'px,'+(-y*.30).toFixed(2)+'px,0) scale(1.07)';
      pressure.style.opacity=String(clamp(strength*(.35+.55*chaos)*(1-current.recover),0,.86));
      // Full page camera shake only during strongest narrative beat; leave layout/font unchanged.
      if(article){
        var contentAmt=CONFIG.maxContentShake*shake*.78;
        var cx=(Math.sin(t*11.2)*.56+Math.sin(t*6.3+.9)*.44)*contentAmt;
        var cy=(Math.cos(t*9.0)*.58+Math.sin(t*4.8+2.1)*.42)*contentAmt*.6;
        article.style.transform='translate3d('+cx.toFixed(2)+'px,'+cy.toFixed(2)+'px,0)';
      }
    }
    function clearContent(){
      if(article){article.style.transform=originalTransform;article.style.willChange=originalWillChange;}
    }
    function displayActive(isActive){
      if(lastActive===isActive)return;
      lastActive=isActive;
      document.documentElement.classList.toggle('kk-v4-on',isActive);
      if(!isActive){clearContent();pressure.style.opacity='0';sky.style.transform='';rain.style.transform='';}
    }
    function tick(now){
      frameId=0;
      if(stopped||!visible) return;
      // Recompute doc-coordinate center on each frame; headings never trigger at viewport edge.
      if(now-lastRender<1000/CONFIG.fps-2){frameId=requestAnimationFrame(tick);return;}
      var dt=clamp((now-lastRender)/1000,.008,.06);lastRender=now;
      var inWindow=targets();
      var needDraw=inWindow||current.strength>.018;
      // Crucially, NOTHING can render before chapter start; no interpolation bleed into chapter I.
      if(window.scrollY+H*CONFIG.centerLine<loc.start){current.strength=0;current.chaos=0;current.recover=0;needDraw=false;}
      if(!needDraw){displayActive(false);frameId=requestAnimationFrame(tick);return;}
      var inertia=1-Math.exp(-dt*5.0);
      current.strength=lerp(current.strength,wanted.strength,inertia);
      current.chaos=lerp(current.chaos,wanted.chaos,inertia);
      current.recover=lerp(current.recover,wanted.recover,inertia);
      displayActive(true);
      var t=(now-time0)*.001;
      var wind=Math.sin(t*.40)*.38+Math.sin(t*.93+1.5)*.28+Math.sin(t*.13)*.34;
      renderClouds(t,wind);
      renderRain(t,dt,wind);
      cssCamera(t,dt);
      frameId=requestAnimationFrame(tick);
    }
    function restore(){
      clearContent();document.documentElement.classList.remove('kk-v4-on');
      if(frameId)cancelAnimationFrame(frameId);
      frameId=0;
    }
    function onVisibility(){visible=!document.hidden; if(visible&&!stopped){lastRender=performance.now();frameId=requestAnimationFrame(tick);}else restore();}
    function onResize(){resize();}
    var timeout=0;
    function onGeometryChange(){clearTimeout(timeout);timeout=setTimeout(measure,120);}
    resize();
    if(article)article.style.willChange='transform';
    window.addEventListener('resize',onResize,{passive:true});
    window.addEventListener('load',onGeometryChange,{passive:true});
    if(document.fonts && document.fonts.ready)document.fonts.ready.then(measure);
    document.addEventListener('visibilitychange',onVisibility);
    // On content expansion or collapse, heading positions may shift.
    document.addEventListener('click',onGeometryChange,{passive:true});
    if(reduce && reduce.addEventListener)reduce.addEventListener('change',function(e){stopped=e.matches; if(stopped)restore();else {measure();onVisibility();}});
    // Hidden key switch only; absolutely no out-of-place interface elements.
    window.addEventListener('keydown',function(e){if(e.altKey&&e.shiftKey&&e.code==='KeyK'){
      stopped=!stopped;if(stopped)restore();else onVisibility();
    }});
    // For test/diagnostics in browser devtools, no visible UI.
    window.__kkStormbreakDebug={getState:function(){return {sectionStart:loc.start,sectionEnd:loc.end,centerY:window.scrollY+window.innerHeight*.5,strength:current.strength,chaos:current.chaos,gpu:!!program, webgl2:isGL2,active:lastActive};},recompute:measure};
    frameId=requestAnimationFrame(tick);
  }
  if(document.readyState==='loading')document.addEventListener('DOMContentLoaded',ready,{once:true});
  else ready();
})();