1:"$Sreact.fragment"
2:I[38637,["/_next/static/chunks/0h2qsuyze9ds1.js","/_next/static/chunks/20idnx4-xqevt.js","/_next/static/chunks/1ezlukhnipg16.js","/_next/static/chunks/02e071rnnhee0.js","/_next/static/chunks/3-ulqgtecslvq.js"],"default"]
3:T38d5,
/*
  S05 "MKE ANKARAGÜCÜ" yazısı için sahneye özel font: Anton (OFL lisanslı,
  Google Fonts, self-host). Kondanse ve blok bir afiş fontu; demir dövme /
  ateşle işleme temasına sitenin genel fontundan daha iyi oturuyor. Yazı
  canvas'a çizilip WebGL dokusuna alındığı için fontun sayfada yüklenmiş
  olması gerekiyor, init içinde document.fonts.load ile tetikleniyor.
*/
@font-face{font-family:'Anton';font-style:normal;font-weight:400;font-display:swap;
  src:url('/fonts/anton-latin.woff2') format('woff2');
  unicode-range:U+0000-00FF,U+0131,U+0152-0153,U+2000-206F}
@font-face{font-family:'Anton';font-style:normal;font-weight:400;font-display:swap;
  src:url('/fonts/anton-latin-ext.woff2') format('woff2');
  unicode-range:U+0100-024F,U+1E00-1EFF}
:root{--ground:#070628;--sari:#ECE819;--paper:#EDE7D9;--muted:#8f8775;--white:#FBF9F4;
  --hair:rgba(237,231,217,.16);--kor:#ff7a12}
*{box-sizing:border-box}

body{margin:0;background:#05040f;-webkit-font-smoothing:antialiased}

.film,.giris,.son,.ipucu,.rozet,.rail,.mobil-kontrol,.mobil-ates-tutamac,#nogl{
  color:var(--paper);font-family:var(--font-sans),system-ui,sans-serif}

#gl{position:fixed;inset:0;width:100%;height:100%;display:block;z-index:0;pointer-events:none}
#nogl{position:fixed;inset:0;z-index:0;display:none;place-items:center;text-align:center;padding:8vw;
  color:var(--muted);font-family:ui-monospace,monospace;font-size:12.5px;line-height:1.9}

#vids{position:fixed;left:0;top:0;width:2px;height:2px;overflow:hidden;
  opacity:.01;pointer-events:none;z-index:-1}
#vids video{width:2px;height:2px}

.rail{position:fixed;left:38px;top:50%;transform:translateY(-50%);z-index:5;
  pointer-events:none;display:flex;flex-direction:column;gap:0;opacity:1;
  transition:opacity .28s ease,transform .28s ease}
.rail.footer-gizli{opacity:0;transform:translate(-14px,-50%)}
.rail .row{display:flex;align-items:center;gap:14px;height:56px;position:relative}
.rail .dot{width:10px;height:10px;border-radius:50%;background:rgba(237,231,217,.28);
  flex:none;transition:background .5s,box-shadow .5s,transform .5s}
.rail .row.burnt .dot{background:#6b3a12}
.rail .row.on .dot{background:var(--kor);transform:scale(1.5);
  box-shadow:0 0 14px 3px rgba(255,122,18,.75)}
.rail .yr{font-family:ui-monospace,"SF Mono",Consolas,monospace;font-size:12px;
  letter-spacing:.14em;color:rgba(237,231,217,.42);white-space:nowrap;
  transition:color .5s,opacity .5s;opacity:.85}
.rail .row.burnt .yr{color:rgba(237,231,217,.5)}
.rail .row.on .yr{color:var(--sari);opacity:1}

.rail .line{position:absolute;left:3px;top:22px;width:1px;height:44px;
  background:rgba(237,231,217,.14)}
.rail .row:last-child .line{display:none}
.rail .row.burnt .line{background:linear-gradient(to bottom,#6b3a12,#3a2008)}
.rail .row.on .line{background:linear-gradient(to bottom,var(--kor),rgba(237,231,217,.14))}

.film{position:relative;z-index:2;-webkit-user-select:none;user-select:none}
.son{-webkit-user-select:text;user-select:text}

.sc{min-height:135vh;position:relative;pointer-events:none}
/*
  S05 daha uzun: "MKE ANKARAGÜCÜ" harf harf scroll ile işlendiği için
  sahneye daha fazla kaydırma mesafesi lazım; kısa mesafede harfler tek
  parmak hareketiyle akıp gidiyordu.
*/
.sc[data-scene="5"]{min-height:220vh}

.sc .hold{position:sticky;top:0;height:100vh;height:100dvh;display:flex;align-items:center;
  max-width:1680px;margin:0 auto;
  padding:0 clamp(40px,7vw,130px) 0 clamp(96px,9vw,160px)}

.txt{max-width:min(30vw,500px);pointer-events:none}
.txt.sag{margin-left:auto;text-align:left}

.sc .hold.ust{align-items:flex-start;padding-top:10vh}

.sc .hold.son-hold{align-items:flex-end;justify-content:center;padding-bottom:9vh}
.txt.orta{text-align:center;max-width:min(46vw,640px);margin-inline:auto}

#s05txt{transition:opacity .25s linear}
.txt.orta h2{font-size:clamp(2.2rem,5.4vw,4.2rem)}
.eyebrow{font-family:ui-monospace,"SF Mono",Consolas,monospace;color:var(--sari);
  letter-spacing:.32em;font-size:9.5px;text-transform:uppercase;margin:0 0 14px}
.txt h2{font-size:clamp(2rem,4.6vw,3.7rem);line-height:1.02;color:var(--white);margin:0 0 .45em;
  font-weight:600;letter-spacing:-.03em;text-shadow:0 4px 34px rgba(0,0,0,.98);
  text-wrap:balance}
.txt h2 em{font-style:normal;color:var(--sari)}
.txt p{margin:0 0 .8em;font-size:clamp(.95rem,1.55vw,1.16rem);line-height:1.62;color:var(--white);
  text-shadow:0 2px 20px rgba(0,0,0,1)}

.txt p.kucuk{display:inline-flex;align-items:center;gap:8px;margin-top:4px;
  font-family:ui-monospace,"SF Mono",Consolas,monospace;font-size:12.5px;
  letter-spacing:.02em;line-height:1.6;color:var(--sari);
  background:rgba(255,122,18,.12);border:1px solid rgba(255,122,18,.35);
  border-radius:20px;padding:8px 16px;text-shadow:none}
.txt p.kucuk::before{content:'';width:7px;height:7px;border-radius:50%;
  background:var(--kor);box-shadow:0 0 8px 2px rgba(255,122,18,.7);flex:none;
  animation:kucukNabiz 1.6s ease-in-out infinite}
@keyframes kucukNabiz{0%,100%{opacity:.5;transform:scale(1)}50%{opacity:1;transform:scale(1.35)}}
.txt i{font-style:normal;color:var(--sari)}

@supports (animation-timeline: view()){
  @media (prefers-reduced-motion: no-preference){

    .txt>*{animation:rise linear both;animation-timeline:view()}
    .txt>*:nth-child(1){animation-range:entry 12% cover 34%}
    .txt>*:nth-child(2){animation-range:entry 18% cover 42%}
    .txt>*:nth-child(3){animation-range:entry 24% cover 50%}
    .txt>*:nth-child(4){animation-range:entry 30% cover 58%}
    .txt>*:nth-child(5){animation-range:entry 36% cover 66%}
  }
}
@keyframes rise{from{opacity:0;transform:translateY(20px)}to{opacity:1;transform:none}}

.ipucu{position:fixed;left:0;top:0;z-index:6;pointer-events:none;
  display:flex;align-items:center;gap:14px;
  transition:opacity .55s ease;will-change:transform}
.ipucu .halka{position:relative;width:46px;height:46px;flex:none;
  border-radius:50%;border:1.5px solid rgba(255,255,255,.72);
  box-shadow:0 0 0 1px rgba(0,0,0,.28),0 0 18px rgba(0,0,0,.45);
  animation:halkaNabiz 2.2s ease-in-out infinite}
.ipucu .halka::before{content:'';position:absolute;inset:-9px;border-radius:50%;
  border:1px solid rgba(255,255,255,.22);
  animation:halkaDalga 2.2s ease-in-out infinite}

.ipucu .dolum{position:absolute;inset:-3px;border-radius:50%;
  background:conic-gradient(var(--sari) calc(var(--d,0)*360deg),transparent 0);
  -webkit-mask:radial-gradient(closest-side,transparent 76%,#000 79%);
  mask:radial-gradient(closest-side,transparent 76%,#000 79%);
  opacity:.95}
.ipucu .yazi{font-family:ui-monospace,"SF Mono",Consolas,monospace;
  font-size:12px;font-weight:500;letter-spacing:.18em;line-height:1.5;
  color:#fff;white-space:pre-line;
  text-shadow:0 2px 10px rgba(0,0,0,.95),0 0 26px rgba(0,0,0,.8)}
.ipucu.gone{opacity:0}
@keyframes halkaNabiz{0%,100%{transform:scale(1);border-color:rgba(255,255,255,.72)}
  50%{transform:scale(1.10);border-color:rgba(255,255,255,.95)}}
@keyframes halkaDalga{0%{transform:scale(.86);opacity:.55}
  70%{transform:scale(1.28);opacity:0} 100%{opacity:0}}
@media(prefers-reduced-motion:reduce){
  .ipucu .halka,.ipucu .halka::before{animation:none}}
@media(max-width:820px),(max-height:520px) and (max-width:960px){
  .ipucu{display:none!important}}

.mobil-kontrol,.mobil-ates-tutamac{display:none}
@media(max-width:820px),(max-height:520px) and (max-width:960px){
  .mobil-kontrol{--hold:0;position:fixed;z-index:18;right:12px;
    width:min(460px,calc(100vw - 52px));
    bottom:max(12px,env(safe-area-inset-bottom));min-height:60px;
    display:grid;grid-template-columns:minmax(0,1fr) auto;align-items:center;
    column-gap:12px;padding:10px 10px 10px 14px;
    color:var(--white);background:rgba(2,2,31,.72);border-radius:18px;
    border:1px solid rgba(236,232,25,.30);border-top-color:rgba(236,232,25,.78);
    box-shadow:0 12px 30px rgba(0,0,0,.38);
    backdrop-filter:blur(10px);-webkit-backdrop-filter:blur(10px);
    transition:opacity .25s ease,transform .25s ease}
  .mobil-kontrol[data-mode="hidden"]{opacity:0;transform:translateY(12px);pointer-events:none}
  .mobil-kontrol .mobil-kontrol-kopya{min-width:0}
  .mobil-kontrol .mobil-kontrol-etiket{display:block;margin-bottom:3px;
    font-family:ui-monospace,"SF Mono",Consolas,monospace;font-size:8px;
    line-height:1;letter-spacing:.24em;color:rgba(236,232,25,.76)}
  .mobil-kontrol .mobil-kontrol-metni{display:block;overflow:hidden;
    font-size:11px;font-weight:650;line-height:1.3;letter-spacing:.075em;
    white-space:normal}
  .mobil-ana-eylem,.mobil-yardim{min-width:116px;min-height:44px;border:0;border-radius:12px;
    padding:0 14px;font:700 10px/1 var(--font-display),system-ui,sans-serif;
    letter-spacing:.08em;cursor:pointer;-webkit-tap-highlight-color:transparent}
  .mobil-ana-eylem{display:none;color:#090817;
    background:linear-gradient(90deg,var(--kor) 0 calc(var(--hold)*100%),var(--sari) calc(var(--hold)*100%) 100%)}
  .mobil-kontrol[data-mode="hold"] .mobil-ana-eylem{display:block}
  .mobil-yardim{display:none;min-width:124px;color:var(--sari);background:transparent;
    border:1px solid rgba(236,232,25,.48)}
  .mobil-kontrol.yardim-acik:not([data-mode="hold"]) .mobil-yardim{display:block}
  .mobil-ana-eylem:active,.mobil-yardim:active{transform:scale(.98)}
  .mobil-ana-eylem:focus-visible,.mobil-yardim:focus-visible,.mobil-ates-tutamac:focus-visible{
    outline:2px solid var(--white);outline-offset:3px}

  .mobil-ates-tutamac{position:fixed;z-index:19;left:0;top:0;width:72px;height:72px;
    margin:0;padding:0;border:0;border-radius:50%;background:transparent;
    pointer-events:auto;touch-action:none;-webkit-tap-highlight-color:transparent;
    transform:translate3d(-100px,-100px,0);will-change:transform}
  .mobil-ates-tutamac.on{display:block}
  .mobil-ates-tutamac::before{content:'';position:absolute;inset:6px;border-radius:50%;
    border:1.5px solid rgba(251,249,244,.85);box-shadow:0 0 0 8px rgba(255,122,18,.10),0 0 24px rgba(255,122,18,.42)}
  .mobil-ates-tutamac::after{content:'';position:absolute;left:50%;top:50%;width:12px;height:12px;
    border-radius:50%;background:var(--kor);transform:translate(-50%,-50%);
    box-shadow:0 0 14px 5px rgba(255,122,18,.75)}
  .mobil-ates-tutamac span{position:absolute;width:1px;height:1px;padding:0;margin:-1px;
    overflow:hidden;clip:rect(0,0,0,0);white-space:nowrap;border:0}
  .mobil-ates-tutamac.dragging::before{border-color:var(--sari);transform:scale(1.08)}
}

.rozet{position:fixed;z-index:5;opacity:0;transform:translateY(10px);
  transition:opacity .8s ease,transform .8s ease;pointer-events:none;
  background:rgba(5,4,15,.82);border-left:2px solid var(--sari);
  padding:9px 14px 10px;backdrop-filter:blur(4px);white-space:nowrap}
.rozet.on{opacity:1;transform:none}
.rozet b{display:block;font-family:ui-monospace,"SF Mono",Consolas,monospace;
  font-size:19px;letter-spacing:.06em;color:var(--sari);font-weight:400;line-height:1}
.rozet span{display:block;margin-top:5px;font-family:ui-monospace,monospace;
  font-size:9.5px;letter-spacing:.18em;text-transform:uppercase;color:rgba(237,231,217,.72)}
@media(max-width:820px),(max-height:520px) and (max-width:960px){.rozet{display:none}}

.giris{height:100vh;height:100dvh;display:grid;place-items:center;text-align:center;position:relative;z-index:2}
.giris h1{font-size:clamp(2.4rem,7vw,5.2rem);line-height:.98;color:var(--white);margin:.1em 0 .3em;
  font-weight:600;letter-spacing:-.035em;text-shadow:0 6px 50px rgba(0,0,0,1)}
.giris h1 em{font-style:normal;color:var(--sari)}
.giris p{color:var(--paper);font-size:clamp(.95rem,1.7vw,1.15rem);line-height:1.75;
  max-width:44ch;margin:0 auto;text-shadow:0 2px 22px rgba(0,0,0,1)}
.giris .alt{margin-top:26px;font-family:var(--font-display),system-ui,sans-serif;
  font-size:clamp(15px,1.1vw,18px);font-weight:700;letter-spacing:.22em;
  color:var(--sari);text-transform:uppercase;
  text-shadow:0 2px 18px rgba(0,0,0,.95)}

.slot{border:1px solid var(--hair);border-left:2px solid rgba(255,122,18,.5);
  padding:20px 22px;max-width:34ch;background:rgba(7,6,40,.72);backdrop-filter:blur(3px)}

.txt .slot{margin-top:20px}
.slot b{display:block;font-family:ui-monospace,monospace;font-size:9px;letter-spacing:.2em;
  text-transform:uppercase;color:var(--kor);margin-bottom:9px;font-weight:400}
.slot p{font-size:13px;line-height:1.75;margin:0;color:rgba(237,231,217,.8);text-shadow:none}

.son{position:relative;z-index:2;padding:90px 6vw 110px 110px;border-top:1px solid var(--hair);
  background:linear-gradient(to bottom,rgba(5,4,15,.4),#05040f 40%)}
.son h3{font-size:14px;letter-spacing:.2em;text-transform:uppercase;color:var(--sari);
  font-family:ui-monospace,monospace;font-weight:400;margin:0 0 22px}
.tech{display:grid;grid-template-columns:repeat(3,1fr);gap:1px;background:var(--hair);
  border:1px solid var(--hair);max-width:1100px}
.tech div{background:#05040f;padding:16px 18px}
.tech b{color:var(--sari);font-weight:400;font-size:9.5px;letter-spacing:.16em;text-transform:uppercase;
  display:block;margin-bottom:8px;font-family:ui-monospace,monospace}
.tech span{color:var(--muted);font-size:11.5px;line-height:1.75}
.tech i{color:var(--paper);font-style:normal}

@media(max-width:820px),(max-height:520px) and (max-width:960px){
  .rail{left:12px}
  .rail .yr{display:none}
  .rail .row{height:38px;gap:0}
  .rail .line{top:19px;height:38px}
  .rail .dot{width:8px;height:8px}
  .sc .hold{align-items:flex-end;
    padding:0 6vw max(104px,calc(11vh + env(safe-area-inset-bottom)));max-width:none}
  .sc .hold.ust{align-items:flex-end;padding-top:0}
  .txt{max-width:min(100%,620px);margin-left:0}
  .txt.sag{margin-left:0;text-align:left}
  .txt.orta{max-width:min(100%,640px)}

  .sc .hold{background:linear-gradient(to top,rgba(5,4,15,.88) 0%,
    rgba(5,4,15,.68) 28%,rgba(5,4,15,.24) 48%,transparent 64%)}
  .sc .hold.s01-hold{align-items:flex-start;padding:clamp(126px,17vh,168px) 6vw 0;
    background:linear-gradient(to bottom,rgba(5,4,15,.78) 0%,
      rgba(5,4,15,.54) 32%,rgba(5,4,15,.16) 52%,transparent 68%)}
  .txt h2{font-size:clamp(1.9rem,8.5vw,2.8rem)}
  .txt p{font-size:clamp(.92rem,3.9vw,1.05rem)}

  .txt p.kucuk{display:none}
  .giris p{max-width:34ch}
  .son{padding-left:7vw}
  .tech{grid-template-columns:1fr}
}

@media(max-height:520px){
  .sc .hold{padding-bottom:76px}
  .txt h2{font-size:clamp(1.5rem,5vw,2rem);margin-bottom:.3em}
  .txt p{font-size:.92rem;line-height:1.5}
  .txt p.kucuk{display:none}
  .mobil-kontrol{bottom:max(6px,env(safe-area-inset-bottom));min-height:48px;padding-block:6px}
}
4:T1b56,<canvas id="gl"></canvas>
<div id="nogl">Bu tarayıcı WebGL2 desteklemiyor.<br>Hikaye metinleri aşağıda okunabilir.</div>

<div id="vids" aria-hidden="true">
  <video data-scene="0" src="/media/tarihce-v3/s00-giris.mp4" muted playsinline loop preload="auto"></video>
  <video data-scene="3" src="/media/tarihce-v3/s03-asker.mp4" muted playsinline preload="auto"></video>
  <video data-scene="4" src="/media/tarihce-v3/s04-kale.mp4" muted playsinline preload="auto"></video>
  <video data-scene="8" src="/media/tarihce-v3/s08-statlar.mp4" muted playsinline preload="auto"></video>

  <video data-scene="10" src="/media/tarihce-v3/s10-drone.mp4" muted playsinline loop preload="auto"></video>
</div>

<div class="rozet" id="roz72" aria-hidden="true"><b>Kupa sevinci</b><span>Arşiv karesi</span></div>
<div class="rozet" id="roz81" aria-hidden="true"><b>1981</b><span>Türkiye Kupası</span></div>

<nav class="rail" id="rail" aria-hidden="true"></nav>
<div class="ipucu gone" id="ipucu" aria-hidden="true"><span class="halka"><i class="dolum" id="ipucuDolum"></i></span><span class="yazi" id="ipucuYazi">TIKLA
BASILI TUT</span></div>
<div class="mobil-kontrol" id="mobilKontrol" data-mode="hidden" role="status" aria-live="polite">
  <span class="mobil-kontrol-kopya">
    <span class="mobil-kontrol-etiket">ETKİLEŞİM</span>
    <span class="mobil-kontrol-metni" id="mobilKontrolMetni"></span>
  </span>
  <button class="mobil-ana-eylem" id="mobilAnaEylem" type="button">TIKLA</button>
  <button class="mobil-yardim" id="mobilYardim" type="button">YARDIMLA TAMAMLA</button>
</div>
<button class="mobil-ates-tutamac" id="mobilAtesTutamac" type="button" aria-label="Ateşi sürükle">
  <span>Ateşi sürükle</span>
</button>

<div class="film" id="film">

  <section class="giris">
    <div>
      <p class="eyebrow" style="margin-bottom:18px">MKE Ankaragücü &middot; Tarihçe</p>
      <h1>Aynı ateş<br><em>hâlâ yanıyor</em></h1>
      <p>1910’da İmalat-ı Harbiye’nin örsünde doğan kıvılcım bugün hâlâ yanıyor. Kimi zaman tribünde bir meşale, kimi zaman sahada bir mücadele; ama her zaman aynı aidiyet.<br>
         Şimdi, geçmişten bugüne uzanan bu hikâyeyi sen ilerleteceksin.</p>
      <p class="alt">Kaydır</p>
    </div>
  </section>

  <section class="sc" data-scene="1" data-yil="Kökler">
    <div class="hold s01-hold"><div class="txt">
      <p class="eyebrow">S01 &middot; Kökler</p>
      <h2>Emekten<br>doğan <em>ateş</em></h2>
      <p>Ankaragücü’nün tarihi, bir kulübün ötesinde; emekten doğan, Millî Mücadele’den geçen, Cumhuriyet’le ve Ankara’yla bütünleşen bir aidiyetin hikâyesidir.</p>
    </div></div>
  </section>

  <section class="sc" data-scene="2" data-yil="1910">
    <div class="hold"><div class="txt sag">
      <p class="eyebrow">S02 &middot; 1910</p>
      <h2><em>1910</em><br>Kuruluş</h2>
      <p>31 Ağustos 1910’da İstanbul’da, İmalat-ı Harbiye Mektebi öğrencilerinin girişimiyle <i>Turan Sanatkarangücü</i> ve <i>Altınörs İdmanyurdu</i> ayrı kulüpler olarak kuruldu. Ankaragücü’nün temelleri emek, üretim ve genç futbolcularla atıldı.</p>
      <p>Fotoğrafın üstü barutla kaplı. Kıvılcımı bir kez değdir. Alev ilerledikçe kuruluş kadrosu ortaya çıkar.</p>
    </div></div>
  </section>

  <section class="sc" data-scene="3" data-yil="1919-22">
    <div class="hold"><div class="txt">
      <p class="eyebrow">S03 &middot; Kurtuluş Savaşı</p>
      <h2>Futbol durdu,<br><em>mücadele</em> başladı</h2>
      <p>Bir dönem geldi; futbol durdu, mücadele başladı. İmalat-ı Harbiye mensupları Kurtuluş Savaşı boyunca orduya silah ve cephane sağladı; kulübün futbolcu ve yöneticileri Millî Mücadele’ye destek verdi.</p>
    </div></div>
  </section>

  <section class="sc" data-scene="4" data-yil="1923">
    <div class="hold"><div class="txt sag">
      <p class="eyebrow">S04 &middot; 1923</p>
      <h2>Başkent<br><em>Ankara</em></h2>
      <p>Millî Mücadele yıllarında Ankara’ya taşınan hikâye, Cumhuriyet’le yeni bir döneme girdi. Cumhuriyet’in ilanı, Ankara’da yükselen top atışlarıyla duyuruldu.</p>
      <p><i>Anadolu Sanatkarangücü</i> ile <i>Turan Sanatkarangücü</i>, 31 Ağustos 1923’te <i>Sanatkarangücü</i> adı altında birleşti.</p>
    </div></div>
  </section>

  <section class="sc" data-scene="5" data-yil="Ad">
    <div class="hold ust"><div class="txt orta" id="s05txt">
      <p class="eyebrow">S05 &middot; Adın doğuşu</p>
      <h2>Ve o isim<br><em>doğdu</em></h2>
      <p>İmalat-ı Harbiye'nin gücü, Ankara'nın ruhuyla birleşti. Kulüp 1933'te ilk kez <i>Ankaragücü</i> adını taşıdı, 1969'da bugünkü adını aldı: MKE Ankaragücü.</p>
    </div></div>
  </section>
  <section class="sc" data-scene="6" data-yil="1972-81">
    <div class="hold"><div class="txt sag">
      <p class="eyebrow">S06 &middot; Sahadaki gurur</p>
      <h2>Kupalar ve<br><em>unutulmaz</em> maçlar</h2>
      <p>Ankaragücü, 1949’da Türkiye Futbol Şampiyonası’nı; 1972 ve 1981’de Türkiye Kupası’nı kazandı.</p>
      <p>1981’de Devlet Başkanlığı Kupası’nı da müzesine götürdü. Bu başarılar, Ankara’nın futbol hafızasında özel bir yer edindi.</p>
    </div></div>
  </section>
  <section class="sc" data-scene="7" data-yil="Şehir">
    <div class="hold"><div class="txt">
      <p class="eyebrow">S07 &middot; Şehrin simgeleri</p>
      <h2>Kale'den<br><em>Atakule</em>'ye</h2>
      <p>Bu arma, şehrin hafızasında nesilden nesile taşındı. Kulüp tarihinde yedi farklı arma kullanıldı; taşıdığı miras değişmedi.</p>
      <p>Ateş bir zaman sürgüsü: solunda dün, sağında bugün.</p>
    </div></div>
  </section>
  <section class="sc" data-scene="8" data-yil="Stadlar">
    <div class="hold"><div class="txt sag">
      <p class="eyebrow">S08 &middot; Stadlar</p>
      <h2>19 Mayıs'tan<br><em>Eryaman</em>'a</h2>
      <p>19 Mayıs Stadı'nda büyüyen hikaye bugün Eryaman'da yaşamaya devam ediyor. Stadlar değişti, zaman değişti. Ama aidiyet değişmedi.</p>
    </div></div>
  </section>
  <section class="sc" data-scene="9" data-yil="Bugün">
    <div class="hold"><div class="txt">
      <p class="eyebrow">S09 &middot; Bugün</p>
      <h2>Bugünün ve<br><em>her kuşağın</em> hikayesi</h2>
      <p>Bu miras yalnızca geçmişin değil; bugünün, yarının ve gelecek kuşakların ortak hikâyesidir. İmalat-ı Harbiye’nin örsünde doğan kıvılcım, bugün tribünlerde Ankaragücü aidiyetinin meşalesi olarak yanmaya devam ediyor.</p>
    </div></div>
  </section>
  <section class="sc" data-scene="10" data-yil="Final">
    <div class="hold son-hold"><div class="txt orta">
      <p class="eyebrow">1910 &middot; 2026</p>
      <h2>Çünkü biz<br><em>Ankaragüçlüyüz</em></h2>
      <p>Örste doğan kıvılcım, 116 yıl sonra hâlâ aynı ateş.</p>
    </div></div>
  </section>

</div>5:Tb3a6b,
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",anvil:"data:image/webp;base64,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",hammer:"data:image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l7B77taDHBoLVHuQnUobLhwQAzg+U7/uct0PWVBhpzJvs7WNLLJzyERqFXiyR6j7ayNqKuZqqp+3rwvC02d/8+Wj5RJPDpHDjBIUW3oux4r1G5rx9APUhUxjRpf0dJ5oPb2q7s5mMl8rW+ivhhjiGQf/hsg4H8d8HxHtyXOL7lqmsHRphZT4c7EqbncUrEP27uxpbTaRC8RzgjAz5rBI0ShROaFA7xzgH3BegxCViY9imMsGKhhKcz22teIipBzVL4pR5o2tYsZzIBnY7hEbXBkM1+CXhKDWkvQkgXUR6M9xKV1Wej48vtdLMob4D6TdsIxd0KXzJDVsyncxX3tUxxeGdfhwcneYjNG9oLv/S5hXT2nJUnwdRlXF/Qbc80d9OTnCIYVOikoMKA6fl6aQabC2Rf+ztLKcA+IZVWfykL+7+bhr5Fgvh6cEmq78uGWPGM3ebDEGWAf3RZtM8x9kLzDoZ6D0qQMiIe2KMKdDl7yrfjdGzZxJ566XMXDvfR1iItBLwWenARm8jce4q692IHXTIpz8oSX4R28JrHHcPyrVAr3ABKT+wju3vse5A2R9YG9g0fgd8kWayyeatp7xCMJA8NBPZnE4MyrZr/jiNihfuqRw4Nlf47zv8BFkd63o3T/g9FgUilHMYteQBsluLg/EurJA514HBxvTl5+XGtwqEiHYMQ9DrWNNyBD0DSqd7mqlCMT+ukuknfGVJu0sGTdEkIF8xijamnLEWEQBz1FwLkPQSY01ypfSWcjZ2kuJvOxUmxhop/aejFbYye5bBP59Xy9yGULYHWF36z9trYJdmDFD7BIANkBZrpltm3fUS1Hb2iCSVynr1MixOt4ePb9FvDpH25mpVHe40mK9W8a+iic3GvXXMwlUpjNwkgfXGQgsQY98uJKAI+LQsyHEQ2m3n615w17zfh9m3eW7/QFZ1KHf21v8bakVivlL9gnZjP4w1Q3J3X7eYHPkgllRHHqzCFu95MVYXUOjuebeZT8Ddg70ezjzSh0YB/b1TZAqKn9bqy9J2FGpF7aON9Gu7rgy1m87Y023IklH1b7JacMOlT/ytlHclMn1+AuOTDuAxttR90hQ61mDGuUqXeJ+Zvp75KpZYpeiKUKsRVTHaFNg6O4vQnPoX+JD8dvM2GF/1M486meEW4W8IP1eWtZckxsOC5pkjow/IkFg15NwW4sKooPVE3lkMjIbd//eSlEYDac4aih65IELaRqiWEZTIE8uLXKdoqCxz4UbvP8ucbKwXp+UJUKhA72/+j0L7ULBWZY3u7uVgiBdZlgBzkoppi3Fa2kIfTFAMoG0XFOJJFqTk+WkpEJs2AMnG0E5+xGdkyRn6eQ97KTp7ft76ewVW9TlSlIPoFV/iqT+8hHzUUq97blqS0ngtaYnBuv9K/rE4z9pyz3I00o1LbjBvP8TYlzx4HoK3LNJA5dICG4Uw8uG48JC0GISW+u+SI4PANlM+SFGdKA+AvJaxosW7ZjgxVBEeO14i3RadauqVZw+Vmp20m8IdA+ykIc7u05hGPf2o1I5JQ+NI99rJDlfUqP6LJ3V1lc8o+Yn7SD3MaYBbGTqL/iSctrd6R7p4KHTGjqzYzxpvk+mY3gyNoxw1PPhxeOLNbMC2xGvm5SqcS/mq4Qb1f8EjTavveaJEHRq6h/Oz+OR7VNMf8xIUiwba2J/0yuJjvdB2pNSVE+j/qzQnRlKLXlGuarUlX17B0U0VBYQAPj+HfC9E+AA0UB4wFgFWI7Vr320BxL3nn4wpDtuka5hihzR7uQFs40cs2j14lEggagCnGZXQdV1+buK2En7Z0NA3JxM9HFG8QqwyhirO+BxbMJawM1BXvpS3yA5WntgHEhFh0nnJKaWhZ1FfclVXpBwMnEKtdQq7EYUEyhpT6ZUgh13mtyQYP9kh/gV2YerO6ZXSeIU9R2/5JIQElmh4XjW8hj7iP7zt515Q8NT8mNBbu33wY0QD2RiOP/5ZwX8Y7kESduJxQSasENp/plHo9tw8hIYBmZhEo+WsQJ8POofJewOtAcKvzmgGABvyj8/maokeyF348WOUkChqMeZwhGWbziYQfmOH+gcy8w36gIE3eUodDeUe7GJVx3AOIOqjeEYHVpr15HIQycNE9rAJYPhnJeVNrJvGHRZC0C0njeaDexkqL9SWjeRtRkvCym3xkVtlG12eUVtJXoiP/cQ+yQb2bHv6mCPuiayVnUFd1HK9SSZMoL7Clfn7Svcslvhd+6QX9CgmUpIFtr9f4CMo40jC/d0ZotfZtHFXAuUvMSTOXLkPZW9I8B8bDB/JX9IdxLN31sRO3P6kBDZISWHB0kNwB1kut7V5xtezRk+1p5Q4F0ilQ8w/XmyOPYfrEC5W97EHYVgfJj/fblKX4j3HsXbkj0Sft01O9dlT91LCTxdrC3aeWZ8/P2QW+e5KT+W7j+zG5M9qU5D5Pjrd5k2rQWiJYTO0LgqEczwpWXrIb8IBXcHC3BexY42ayhoZcmP//CyrwpoCUqs0JYMFHfSCXBHh/Ra8R3IDWK4BQLGwX16k8nMRkA5jieBRfmJDbfdTK7xslXqlskoogO1eNfD0cZohqNvhOAf01OFpxuftDu82LdlAiHOENCONjmSjbFIDgaChjzzfPnjWNfHa4VWW0RbXLyzJv+/bbUFh74mxEBd++pSbYA/kgz2mT/hVtNVFaIGvv2UMi/yybv14Y9aY3ebg8y+73ojv9dWskoiT7n29slS+iwIhRtif7pvu0GawzhWhveYTIvl/IzgZdM2Zo3IE9tCtcWKPafK2ME+zJF+RoFEHQETJRgWZO2RCSA2c2FoVsq322DS9mvLv54l8TTMNyMxkNSrTJ84JM9C8EEaotu7Pht6iZSgMUtk5d+uYHx4DXblg0xqp7wB7g8GnNABIx2IaRzsDhs6pYJOyerLBfT/jUL5Q8I6Ckzirj7TP8fEt6KVAhQSR+JQoejfGLJbREKzfKIddl5HkiOe4TfaQ6n25uN3VIrPmAmy2SFgYfv2jC41jSu6DHYQQf4on2kOIJ78tN5vThpJCZOkUY6R5gntUKSjoJCRPS3j0UOt3MOA2maU0YzV9V58HwCB6/aN7e4ErH0SKOXp+/Ax6UWSdsvr/pjTvl4nieqn5Ex83VxQ5fHjD4r6DKq4cCY7QY+a2Kbx5gSLEUVMOk+H2E3HQrdTTlWtFb69ytppMxrwMtBAWGkvGxpI4AWWinC8RP6BW7hrmkxw3XKYbh2a8APe8FqOiNrL3I80Q0hsa+MEEXOhdcUwG28T8WMtSJDfYTI9eBzD93qU666ub20dJpYbN4Qhsp+3E0KoUZIzF6AMHpyP1CHxj9dWMICvTs+aa/ruJeEHfvFtxuovN03r6Daju/4IFj+gP11KRorTIbefYJtT0Ctm/ggKrpCOXQ+lVjIBW7FJ/ZfGB9GstC354yHhCOQV2atq2gUG2qWXPWvFJPpqj9666jvsmpyXXnUmRVrQZ2BWw5Mis6Gx/5OERdP6vhLIjhD3zSCKAXiT6x8nqz49Y8vDE1t8qNCTSlFs91pqHE8RGLZEDpeSZj9Hbb2Q5nNNktCSJPj1yzAVpd65vvuZGdxfwEX0arf+twvN5EcebtiWtBLEoBk8LLdm/DPlPe74uCAQZaOs2EDj0YZJClXKUyzVzScj/RTUN2O9nO35uoGR39zZNns3sMdeHy8GuqW4MaTDjtzLswzW4UkpqQD4zPiTd2H4Y9+7VJ8iISM/PriDdx9EbIICCtLVbhqZHLlkBwWPb8PptrZSCoqUOE+33HdoTtOpS9/Dpuz5OuIhf0U0toOV0EkoDsttI1gylApo7LwQgjteKWCdu5L/Bh3jcAD2bsVSBsb2au3+v0VpCa3zaijiSw60BdL5S0WrLokVFFJmSU0klQpWKy/M58XKjBq0CjL29aPzR+934n3xaflHsANxGCxOH9Xhkou+Elap9OvqcRTFjcsFhc/ROMpPJP+kXjKmV4tisjWN/hJTq3QnbV8v5ORkCk2tVkt6MPjq6yhb8p0VlWLNpCTFxeWrvOXDf1ljLIOgrQeYYIAK51F7O1FLjVD2Ksh+JAJSFyOLsL/A9XEGEbYwir4dhMMIFsEw+X9Jh4CsbJ3NZwGN7/A4x09dNZvI3cAbgJZA6McwSCYVY8N8TJwaDGi2aNUF5dxZf5PAFny+A7aFJrxradT+7bDlQPkrRRWvM2YfQOTY3XYyNP7K7w7zx221nwdldQUcE4oIT+qDIfl5Qwmc0XTEf1Fd+jvJwCpDCoLY2W094ijENoiPxNM56WBckebDqiJX0S2PMcvoYVCHakaa08eVbneiACUvZABAbK5+YL9LwjLEk/W+xKMuV1zce81eVFi2q4FnNRXCuG/iJHfI85jQjVR0xXU2nOi6GjW1tczltkIkfDHLcIMCULe1ToqbBGHQCF/7XiYpHcwfKmUaqGgQLpPowsKYObHIFMgpB6tHUIWmwSJhzes3nNwjmokdF9fX3E8zPCEWwiD39yIsnTCbHRPjyLki8kNnGk6zBDB1sRpIF+c/zjSixTMA+t2Yahxbefo9LsCxUa2YiX+Ck/OPSwNDC++Mg4VtwCsdOb3xUn4pUWXsDY6aeHQFvEP7RKT9eIW2f/WeeQWVllQtejTiqBbexgYcPk/+ypavfPa7tdX6YrlIVdF4y0B6YLYNqtpozsIyTzJuNyOtMru+a36FYDzjGSaYVYem4AO2ml7sHPS+FM8wW30mpDa6jxwqXfpUlkNesc/FTTmK8k9nGKzPcA7npT2oFp17/AWnM2oUuy3eC4M9Kklm+WeBF9GU6HUdWNT3MbzUnw1AK5FL24tJwBvkmE1wAqdgTABm0ev2YuqNlMMaBMbLSOLvHpbWlTfHJ0phc+1R9nnlti9TjUa4/lKUQBcVTfUxNRSTASdFEEgw04g5ElcLvNAB9HhJmnIIMWmwHt6N0wHvvUznBWFDbpucD7fhFsoJCnzTED69MCrSt0lQQlRUWQsukCrvMzI0OEQq3Ps4wyRQCd+wACP0AR2AaMRmCDpN1OkP6+6zcOImSZ2HM9rxrFNnTVjUKVwtkS5okV7Xsr6fnFVVaJz3ySgKM6N1qJ8Xmcb83eW+WBU6Pdul4a/XNEcHtQZ4dpu6zIzgDL71I+AfQiUwyA/MfS4hkp9aDvgzA16iSNnx78S49cHwRjigyHa2kPyhsskd/XFon54+WuJK1YC1PIMLEM42S4mjp6RmG7y8GqtuufwhVG7gG4R6r8m2SFN/ggKWFdYFOulOaGB90trTOKmiedTnXRsQaqcTuIImDaAfbuHz+MGfNOQtktGvHhJCBx5X2qtb7+GyCf8eRQ8w5Kw8px6D+7e87tauPWExAegrdfrdL6s3LBxT/gLbfwl3j5vsJD+RfuHnRmp+Oz3wb+9zBvss0MXX4Dn8Esmen5wNjH4Z/YwGFInOI6OLhVEUopzMCkIdFaXE62GnQU6MUZre3fqHu49sa2ZMLSqmI866UnbKxPNUu/7WS6xmgEuMJkyWckFCeuUrILwFnahdjU+99ecuVKI0NXjLL/u+bUJlBNS0QkoemkPRM2xI2bATZwMTy9kTZR21ao5QnEqsebbntvVFJJFSyYRGwDLUEKXCLVRGdiWeLBwLB12bFkZtc4jb7ZXsbeRCLSHvsjr/B5HQ1riAElCJe3YjFNd3DZIH6ndLwnKDTZnOi+HjGtHJHGHpcW6+AIl9b5p18tHyiNW0qr8Pk59ZS3l9vAPpCZagv3/3uKt/gkn1gQBtgWoF3mlvx6F1AHvz9C6L00oxqYwKzTt2dBhcH2BYwZOlzZ1ba/dAyFT2N/5+Dna9WVEtt/KK6fK4QTi7HcYVGLaoX1vocXWScxwMeG7ZzHfukT28N8NIJ++hI3SU0H5Gq7qEHbCznV5leO557LphOLjz48V7v75mHOJzSaQ0Rg9GUmqIZ1rkZbJ0L11spS8YP+5rM7paLU5HLYzXkfmM0GF7ryvIoeMBm7SYuykPPuqv37ABCN7PFOfqISQn373D2GGSj8LW21JcLVPb6dBgGAudIFrvvXzY5uC5heiDXWlhQ4NYsTzmMVuFTgLYaPqXVVljNqyvqXj6f23dYn6PRggVBQnSIDEw2HlN1MHUSMXAx2HFSDvw2vpW3AyxoenAajEfWsKkyxdJ1JkSpj9S/GzIW2NbGbrW+fEOjjwT7s8pYGWkgACwhkWs58Vl/i0uNW+V7W2BLEzWJFgI/W/B0Im1yUvNZ7k+b3uw3zAOlaAVAQfjfArob1jmmS6VSQDzBAccg8ujlg936O46a1eH2fIlGfYmKWfRMLTL71c65UIIXMO0me5TWTVdn5QRYg1D7m76oPz7dxIc5ceAmbn5jJkvqINff/ETCiEh5dd5DBecXZ7rzrN1rEuidn8NHRdrZ2cloQ9XaU0odigCG8RpeNFeis4dqYIBaxUDJia0Kex/WtEqcieRHH8szruLsVXTojStTaUqtNqbpyapngP3JBKTwE6cju94UwHtV5otf0ZgzU6w02QfrIDnB/rTizj9cWT+5rttOuxlvFbWD2K8LklBTtqEtQARfjxG07NWv9mfALp/gWN2vH5UQej/9/jtdBhxe2rNWYaEjkdY7NM/hQsHhdFkggiK3BokjEor5ytZfyQULuwhA9jfbzkXHLL3w0l5yfbyjgb6ZKLQfdkmR3AP3d1rCeEyigQT+rPcmcmWQlcDqZZwzpev3PAuCb6O2Ra+0pmk295Aq+vMIh7NRNrWquuXAm2OzsGXEpolAQ8K2y0piHjOW2//5/H3ib+Ep7zI0j1miYWzt9KwvGc7BywQlRnNJ2sbuK5dQmYVN3737dn2SZLH/5I1x3pjMLYF5472mSaUcnuRJY2S2gDo8mpXto3ILBuMKCw1YWOvcqVRLTf18MhgLd6bzavYTjGGy7gzPppBH6k1suu501NQvH8lF/ddIBme3U4HkEWYR9vrj4l6ZrNq6vYOZX8Uc/2poUV05tu34Z+nhyFC66H9WWTe48Zg212+u7kpMJjJnJ2dt7PtB29CUSabmpJPz48KZJT3V/CS3GKKvR2c7h6g7m26bZsH1RAz+ei5bs9gty6FV+WOaAK+tM8W2sS2gFeqg9yh+ESMr/HscFUoyX5Gm7lbSRQoU/QNZKYkn3IRmFELrUJDxXzsnAFwHclZWnaaUIZDUJFPILrhHQWi0rFq4aTL4Rto64fMIGaqmwUaU6gf+7d3K4yoRLATgURvwAdkVoMmyJNvZZ/mDDNeYRVqbAv3Vb88Cs4mdr2zqU75Hs2W0AOywG2h+yL/9XXigLj0AN97I9MauLn+uThXngc70fd9u2OW7/c3QEpXPQjJIUW9JdL/NK9NKd44kjpSMNa7Fu9uGqoKUbGw+9g6RqgrZsZpm61M947Jv5Yzr0BVZJdexmC5kH4UjYL+bkUzgwcOaiCnkxOwNcAbEVoOTLIDuQa957XeprBPEe8mF50Nl5QuIWKokFAYBxHKzEWOCVVI2n5gzlRL4avgfvz1S5FZRWw7a0O0GNgSc1b4EU8ZdcCOaqK+PAHoHe9stPb3FK07ZheLm0zyNtzgFf5eLzm3QO29GeVW2D4t7M6M7G1UAFx0nlLo2R0zKRztxnstE4eyiqz56YGvGa3yLEabK7TB8EuhAmeTmvLyQPijgWkqbswwsfImiMx51enKIw88IogLVck3Rx15ETfqfgYHH9mCZanYmc84XqzvsH304ig/YxzA6KbeKxcYIzqJu/BjVHSsE16VAHwwvpxKDctWukDOQtaFb1kmBK4DauayOpe+cdAB0KPsodEfyKxaBCQ6koArbAG3CBDqZzt2vWaNW0VorvB9Vc//Y8YCCwLxgWl43rVSu6B92n6TpCTfxVNyX/BmzA1InaXgSeCqYjJynqvnqRSEvh7vgWW2//nvEhruM5mbQTJ653g6FqgEiB6hEQ7J+plpf+/+Yvfl0jsPJeCjIs6UxSR/dRuesS4BXD6KUdhkeB56gtEIx6RiAGxriz/wDMfzVfO97nC4TR/bne1P/Mt7uLRxMs0cNNOkWOROBt3ppwMX8tcF1lF9fciO7QkjSH1Yi8euDnTnH1gkEyToffCOif0q/eDLDZccJSL1nRwf6wBgiMoRpSSZwc1w95TQl/bbR0AxT7e6sg20sE2r0KIEQDbOTdL6Cu11iFrxa6zmipKkZgphCaOvByq6NV8Btfj8nIjj2nWpEGiS11efe6d6jCrTmGGWQ3fNI6K2WaDUC9/YKEKqmnv1X7L4JdrB/XlGICchSKSI8TQs1TrRpH5gxdKFHbx1SOxlyt2OZCDexVAZyKuz10OgJNK1fiVSYoVdRJwz3sIjQ51a9QfXV9xrTfdehd4lEgSHOmu8NiSW7LXsHMGjWN04WMUwrb7XJcrtmgpc77gorMq8xi+N9/HGBFopcyVoQqpW/eBDRfiqPZc9Yea5aze/+KZKAl/amsZEZFSN/CaP2wEoNw9P8u76nZJYDCoa0yoi11Ke/oawCklaZ3JeiL6G3e0RENICgPpUnzoqnXUtRkJC9dvpwyZTP+XamH3j9ftgyaabwVQUug6EMOsyJIL8bA5ybSYG6JYBUYFFfYX5h4R35xhxcWYWhRpQBlIiRjXQB0G9YxBfXLrDApvzn6tS8OJ0bJG8bybJPVriMxMaP9aCPMuVkbCIPl9O0u2vtVYw8ZhC7pVEXNGJJSbr7HPRO2rZGS7QVM+9vOkSDl+yvfAYfajGzYDI9dUvxHZH4ZtCqJ02fPcSqEHf5yl8OAQUju3XuFScCYnU6caKnUO5YpZ5fs9ycbNnE98ZViOJKaodEjqTOf3lOWXb1JOjNtyWZ8qMWqhf9DnoH95Db/WRRDCFdEmvqFElUXH0ygqfY0CW4FGumWpPgyduS1P/ERU592IbIyecgtIwSSFGr4Rwxa/CgEl5xDwhKFzUzVDSAcCJ8h0ugIh1aXFpB5PvP47lIKWLepPe9PGaBHDE1BwSJYelhYYebwCF4wLuXMJx4XNuadbH29maxY0Ozi4dl1uC9bI1veSZGoW0pCA9RAgq+zrS4j7uJd24DRq7z8VxOUemDw/NLUoElZiail3Dib29lLwQ2jtAJvq0hP4jAL1Vrp/JvkgiBw5JwUqMXIqGPXxIvimOHzj2iyYrDgoOZUkoltOC8YU7UI9JAw4tCx77CajcpLLUuoforkexzrCYFapFMsR5Ma1tZ79XPS4r4S0put/74B7G15wS2I7+4158CcRxPmYTtnRvUUksjkFb+CybgwVRo1plWfnj/pO9jCMh5GxVqW+oF0uxaQ1D7u1AvrtdEBpXdrs1ycoT1uxs83OTwMoSo1XXxNv82qULkcwW6wzVMx5be0X0AaNXggFVRr4KQrPb5rLaUBbxCQoKggI4F0znvwVOnZJ5XXRf7noUjFeUqmEeBtAHXb0ehKCGlnCIEB3VGsaxDfxL85m0hkXuVu1sdoIABjcsO7ZjzzvJySI+uK/7IMgKzNH4YkCHLEvJlB/LfrkMuZ2dphP3moeUJWXjOfG7UQd7bJ9me2l4gx2Nti3vr7PhpiDd7RcWgB4DFEjMKeH4QyqTXZweMY3rp9Ee1/49Bh053eDKXmHHtfb3sbCJHp0vNoFUlxyH8zpG54PXR5eZ44uODBdSO3nxg0/TDWuFVetGw+igabMqLFGkXvzPcNpLF8emLvs2aGJ5Mh3giGG4lt9G63DRcYKfNmoP9Zn0VwnVryJ3imHNBF2qT70w7WfElpOBPogc+uyi4QIhbgy27+TemtaB0aNpbs7G5ob7Ect9G8uOXrHdD5d3LuCKrukY3HEKTZ5e1VCRZQbfQHAie5+Fk+nkGAMKz0xQcBYaqaTiH2ClAv04/5vXzwc7GZn68irsp7YiTSp6tT2p7FrnWMtxo47fIUcFN0GX2lWBnl2ndc8bFXDVyLunFctjG87XiELVjbU84pAW96/nPwOCeyVxSHMv+DwlfqycGIrChAHriXNAw7zOipltO3E5GvwjLk1fQoHigDERUIWBepwwUbQ2SDNtGXw1SjxPGywkFxnBrCOlynlqurMUoUrKocHzttsHInTNPQAOm67m8cqEIpcrtUUP5WjM7Jm0LL1QrAJZjwIhnUU3zzELJz1OROTlI1Av+rywivMJRgpYZ3FN/vj/WgT7YdzzW8bPjed86fWPwGvWCj/fVXCB6Bvh+JvGQxGDHSrJX3hLgqhmY+6LlmVl9sfCqVLs1SvXUoznKnJJSDcT2+z7YMCtNwZYEMTlV5naxTF7lWAVdjPxk6WlkSH3sEsMayffKrM0HGVzxERBRql8tc9GdUBjSX8X6Xf+Rt93lgd2Ei30RSrsqy6SvFHVkhnjkvdk+CxxZQ3djERGAWOwaAIjcXplFqRToEaoMG1jSPO63x2IU9P+fIngMFhvBivut1B51DS2444lYm3pdyO3ZWj/NNzmzmWBnqE3e94j01lag51b2OH0fPKPTzJEv7hEgUaS/X2QcCqKO/ayMYtHZYrOGINXzBHCwpFZWxLTqICbhsl9IBKYMl2+UUU3J0vtyvXvcMl2xAWDgYAty7TYZkRsyVScv8fw6gtxhpzQSlKCk5A84YtppfiIioHjh87zkIU0ZhZl8ENM1D2tNLMbeZMwCk72SR9i+m9ItsIBm+Y9u8H5X3Z7qOnwSbfFocZHtf2kR0O/CYXxBEr7szf7SiDP8O7IgN/DapK+3jhN8Mj4iZSSR143VZZ1Z3Q/zguMiKNDIY/gJpoNXhLgB/leQR1JNpRwBnlByFkNdzvzvKtvW1c9eIWk7cjs8rMW1xNQa8FQvzLEhU7mIyxpgj62JuYiHGzvmtE+bUKvqbI7cpRn/FRSUjd2oReMN37M3BMtTZsPPbWptDns+2G/gsbFbPZtqgbfBzSOtLpCplyh0SyHW7/HG/r7HpPaIhJsAd04hvs0u8/wnj0g46MXbNIvjSTSAn5QrSHTCslHNoQOtt7OvIqhGontM6ijT/PiXytkqUB50qH0YfhTY6O4il6z0ViXqqGEeDN8PbvvGPhPEmAfY3fpZdHhdphkbwdNRnvXh88An42ES5QvRhebtTVUP839utfNUpQnv9wDEymfokTP5KStJYSJg/qC/HBfLUkseM/igM7O9Vu6B3LQdg8Rl0Fx2qUdY2QTVa68m1sbmvMUa4VNHss8TxANG7TkxkH9+KeNfk1Xc2hkzfWNmBjdLgClkZHH9+DLSVmYXPPVcEkkjX7MKwKeHLlRiA2TkindDwsDxSCYW0/o1Hp9XE3h7LFsuRmOLOkwC7UPMC1CVj/NdOUx3eN9bMznKxrsOqLTSdGS6tDmb3C1EG9utPNB+bv4P7rloQcCMLvr9NpfeqIFhrinBmVr6MZW5fhSPl1X3jxU9wIAOIwAiwRYdnlFXS879Q33TxuBtuMFUKTnfyGDYP8YVdBFjanLk808uKxoAPwZaPjDscmHl7F/P4+MKg9qBon5YG1dYu0T6HBVjNslT4w/SGgHQhj6rKhFN/wzdiy2PH7Ss246Tx/mRCdSHhY/OI26r2AdpON9kLGe9dwMGeeHz3Qxqc9npyZnjDN61MOX0v3upGkMoxJrfP7kxTp2l+YyVBnplq5YdKDe6KFL7N/VUrAGRHEGF9OHDeayyzN5pfVRTlA/Vp+1Ix+Cuv3FSs+jOuryzn1jgECRXEKr88cxLdSy2DOXDyVwkOdu+u90t5UQUhxqpbu914S2RDElzfAURMqoH7NYN6HE//vW3TjJCDtu+9E8UV1J0cQVb+eRVhhhkc/6xAARJvpZJhaY86E1fi3yphcnH7wl/a2nIVkiiDyC6wUsVXEtuvy6KHuNcyfolStTVUKpSRiyMl3Q7aajXyX/z/e9jWGJtqXkLv9vRJMO64bNe9h6g9sC/btSeE153GlsqY9E04r6ZeIC6W/rCYydJvc8o3HjC0rjPr+U53mONgS0VWLuxZ+8CCYDMmwnlnlqzxWEaGvT0QVIhUejfWH/m/dETmRDZ/HAwiPuQ/L9Y2YpIo0zG8OJPQuG1HnGspKZwvwWgrqQIEDUCODKp2lAZEhzfuIrdpZPUwfNW5yTnAniZsS5lwCY6tgH4JdeRtWarkILAF2b/fABNCrTkZrbfVC8FSsS7WB5DocYYCX2W6zb4WEDEq1ll+yATfjGBGrm1eC6BKYfr2taLSQzyZ02YVSJuZQnMj03yez6L46EQU0Al5/SBMY+yv03VIUlHbKStQbRK0bXUURF8+/AU7PkqOq78VTnfvg+PJ8uaJ12Fi5xzHJNE3IcuL5sgyismGduRhgkLl8K0qIj0/+cryxc5D6ppFNA1eDKtTwdkI4sTb4ciN4jsaO7hY5+xMavFe6EZ+7JmJtodpwLPTuV5B+0kQXGzH7JYRCCyIvoYofbmtNn16btrvApJTT+Smx6UvJznQcudknxXn6Vt/zTSsJ+3EyElh/N+7ZGIrXOhnnmbqHRPBnq/NVvztzu8OV78zkFLEq8kN+yf903LuviBwRPuYQtwrdRdK5HrmHyA6V+jVKqAZsj16/bzA8FECst3Ax5j9Z7d+HucMDKrvVXh9fl7QSN7q/Ivt12UU5jsK8mLsY9Z2tP8G2s9fNQ9QB1NCCqPflzuQJa3jr6arCPB3C8YggshGFJbuMn5vl80UMd8c3JZIV97+7isYYZX9VCp7RMbQ3Pn+pi72sNLPiZ/dfDJ+nbLxnxeUiG9SjlunhsGKMhWptQvkCvA0JbirqTP+fh/POraxwcyqpCc4LviOeU9pvU5Rf/PfwVuk8vjG07AmAWVTCSGwtnSn42GkBOILbA7hq0rsU9Q5MNbxv4Kx44WPWDrj3fK3ZGH+1qddFcOaHKleU/vbTt8hdI+uWSlVWp+dAl+ofzzzj72NDFttPg9h2fxbTO+S1ZnYMVRN/ur9zd8UOYH3IS8SU27rJAxqfd+IVWxBlJLaO/CrN8y3QV7W9VPU0+7H6Pw1i4WX1G3eB4YbE2eClcBxxuYCwNCP+Fma6UJq88o5gox59cPQ5XIaX48yC+7J3ukx/X5yWkWG7gp7ImJ2VQ/ttWPDWM3WZVHd/g2ByLsiF2pyWa/lBKEbifE3N0mzW6QHFK/bKBC5fK553JmjvXhtARX1//T/gnOCintld3wBUkWLylNIuYn3KQz5mfiZDWPbD5sna0WL5nOwDXfYjshvvUqpsaxg3Q3oGk3TX8aJO/sODVKXYxYyH+B1T07i/nwtNpTGHWyYdZnDZhqtOo+LkiPhOlYdXOLp4AnENQezYUiKWAPQRHy+zROA730DPeBL9WuRrTQ7me+eQ3anoKWJzJVoyzRDtZ2sa8BmkWeTokme4VXmoNjHsKJf7BjsxxfD5Tm+YFmf2dGw0wMYta4dImUgomRSm0/wz2/2fcdo1tGJuNjB08OpIOaI8osh48L5oiWvpvTBwTPUNBLu8BYvsxYPSgzP2+mM7IpxzM6uzyzOcExtMpefReIRTTPTiDfZCKQJ+s7O13SNL8c3XYm/X8dnlUZcfC4NWUPFCYYYCwTTGcJC4rGF7JfyXPoIo/1rKGYNhvsyunQa3N1/0qaB1lHfJcRziNcswkA1Cj8VMXY4I6g8OPdlGqzB5K9Ead2wjFz1rw2iLIhdOeQOK4w00l1ezQMKhzltYyrEPH95MAJ+XD8oMxGnWhlkj+PZHFb9xbCD52EDrUQV3yO88rEruy3Q5nlpuHj82QIXoShU1ESnHepHOcTh9ncEOgmM4kWM4pO9BPN1SDjDvTaXkd+gmtOrQel998XkUSOtBM9ejZ7NE7i5RW1zlCz3JoATsBa5WvQ4eN6oPuSIu3CZ5vdOiiH8but7vUn5dVS7DL7tL1gM7Mr/Wn6g0IKpZGQWuyCb3fNxlg0E98ly/smx5l5UxQgpn4qH/x4lunroHhipDg5i1mR+KtF1LdKAC2XQg0lWCkzFI/m6nmzw0BFSulasNeE9X41wJ/CSOpfRcPLI0eKq16k3kAQgUnjlO+mCOM8huzwhWSpquXG44PZ6IGLCL5XCZNagKZ5ZLbavrzdn4J9JYSBfd3cHYb2khDm8scnNTV8CB+ddVJBSFatTHYcY0mrg4gwRvBG321KPKDjdUS4uxRbKADOyUBXcdeeNUIoxfspMsSCr+nN3/zaLXSl9MDsohj5NrnzM81hmHrqXkVaxNSW6v4RfHjo1UovZrMMhpYCi/synWW03QAutgRKPaJw+0/danOw9i9vdZNSlOdve7kmzK8kvviRD+x9C0uKyu4IAwioostrtam+hLubAYuG9ZgG/8wn99qMwWh6bBRri1HyKSGkZRshIhQ2BcCmQi+db7IFfok7i+SwmxqXT3n3YpcXIkWEOAmOcL/Jxqp3FVY0+Zj0B8d+yuc4X22F5G6KEEzj6mCIDFJIbfMe6xqr1AbsQAP6y6YdhklKUAT6/sTfaf0jf8T2WUc2TszJZVRha0dQ6kBLmBKKJrA/E8xeJ1Qgl26IfWZMf4QHyPJtgFFmz7wYR98sOoojjXQm47cIEkVJR532sNyvQIBokC4wuyEXqXLYmUUA55DFJVj0kAJLycZuMNCo6Z8MHrrqZ0Fa4rNqHVBm/EXE0JisGZPlIWVMYS9la7Y7PYA/a6yfAtRefFqJV5OxKRo2hE8jkqX7v2KxyCzzL5WDv8KHFSK7IJ31n7qSwPs1y1QYf/2jf61AKEyjy9uuu9EhsN5LIpnFHNrGeP3QKKdL9LnwvlLcXvUsVeAB8ZvuHU2m2b7zQfmcHuu8TFnMbPJpPubC5MVAdKQJN+ZKbSku4O+bPw6uihlKZqmyCnGAplDxJWY0J+6n4F3L2xuYxcxNOrEknpzvaZVRtLo1Skm13oHycxfLJqCb+hZpd493Z78LoOVCQ4M/8wC8eo2j4zwYqtjp65FSozWwhDmOl8ZqmWj+WlYI7U87w4RrC4KeruBLlihnZB2UC/y4STU+o3XjrpAsqZ+ZafCakeobaB4GKXX7pUhT4nTbyL95PfcFYHepcjw0VFpshumLuJErF3+nHQUPIRnvqdLg0/lHS+eowB/NCqjBO563MA+6cNJO6WUr/p3G6btDC9fvhp+Dy7rFtAj2MRgTOJU4Lx73gW78ckyM2kwvMva1ezNiumr68rYak4g0jKjsX1Q6IMEIXmdke993fVlpyRmh5iJ+6SEIaCMNbmbZ7QDvdPQr8Yt4uHDq6W/9RmGDDuR981WCO6tc6Rbo9X0N3MQmpUf2QAcehQAboomaj8PU4DhI7FMD6KToOhgfTb2BsRoHFoAqifOmHP8b6F0+7msbMX3pOcgQKWtAcCS/0M04mbhv9Z4gVRizlwaDc77z4h71Xik5z4OZxefRsaTy+ffFdYgBZdkOyT7+XxGdjpLgqgEakQGIKSIf3P38Bf2lHJcPIknc9BdpQacUFrOh7q1n8W6OnlItD3MkCUC+a2UCJppZ0J1zcFEWXZy9jHL+4J9D9iNrJ4I1OZJOB/ZnMgAvCtpptGk/a5cqNra+ZZBawQG5+s7/WQ9xOGODK3tE/Jw9yMz3rmj6ku/X1Fq2GgPNf+g4+kcJC1XM8SDeiAar749ztTGfq63MaOnolKE22BDoYZFVjG9mBFiM59rF+6dcwOHJIiNDGr+OAQ9fBaqG80VT+Z09wYchBKXyafRHESZnLbOlQabBObl84WmMDZ+n1GYc4z0fPX101ApoFNH0BS9uEW18jfbNSBQ7J1fOWrIDZ2O/vDuvF0cTB/VjLJPdhfvnah6lxiQP9t32qGtrOmVHYa63IS7Ty9Y+aXTCJVuLLyOM2xJW6KLbSeYR2I5s0//A9/Jptewzo7jHG3qvpeGvb8iB0YhKY7tGA9oq4zQIUcg98cO//i7gD1LCee+BesiZvXLq9RNYctz9DOUxWD3GofMWKVYlDWq99bLK4buM+GkYfou9aPLWZn84lHK7XV1ZDlq9eZjxRS9yZYHPT89uOvDQ3gpF1E+n+Q0MUzTtk0M7PPNh71Ji+EKg3mj+d6SKWWyNtC/HUrYRZJ+zxpmdhL3Duwy0dpnZkyru+6eZyXVr2I/Fj9UC2R7xux3IN/8Yj+VWl/D5yKF5ydeSfbQ7YcW3T+YDXWlMLexGjCmYMlgSTsRUmaa3OETyXAhxym42ixkc/6pctD+D/Mb6zxTR1fIjbSCnVi7K4nxeycMdeXWJtOEiU22UTh+XiDr0bMReCkx4oocOTbEjY2oM1iUtjyf42fQENiA9ynj95kBpHNuNaLtt0qpnDd5CbIMROhFq1nW/BkkW51+veTln0WUOEneH18X6xBXUc2oERO0OFZuHL162Lr06YkrkHLk3yHMui0QfvQkq2iYXaAPAXSnZoZvU/xK2oH0Gs5iJUMc5n8aK2KG+ZRl7p/OuzFsU0vCcjrksWSnqfq6twGPTTW4M+gbcgX2zQnvZzBqKbkLfDjagVTLf7ZSbMB7HXqL+XM1AWd/RTxpHvvlRcEIhnRZjRKpP2MlkN5JOtbrXJJVlWp648JcY1PPvTNTK5k1nMPe15cc+kCzzRly7yxFV+LZCovdKsBAPx3Df4xVtqiV5905HckLrpjxAXphfH0PXLhWXa3/paZU66cJcDtHHlIiQ6EVLwPlOR+xnTUsFfqB/y4AkUPzMt+kE1DVYsiK34XZpZ5i1RHgRrU0814Wlo8LPFpupcPTX07vYWUds43U6u27828I8p5TF5IbvLYfqEyObOCm31o2oeXjohYb9pd/JNkkXe+BwhmTjV0S3o8Aap7ETh5oDYrArhlTr8a3TOWf/Xrgz7qewzqwMOxVIHE1TnOYjBau1fKVubq4DeqjBjsHpXjrR2vPCx5hwnWGlQIu20djzkg4uDePiD6CAD7B4tV3xKHvygUTkrDDzYjz/47GarXYZ5g6AUZwZXbAKYzspP8P0KJBz6/d23M8UBCmEDud4kaAvteMWatQaUz1NP6skUNiAOsDN/Q676BuldjfvbDSnxV/BADKI4WrPkcGKU+bPaDCWPx99a+856kALO0TzE53tAncLULSUTKh31/Bl2fshdFOBo5uSHWe/OLZ5gvGulv/Pi9NSNjGgKx6iUXHX/C+2VKMvcCA1P0l+FRHf5Mqxr8jDMhjj5Ojde1+z3w5+GVDTbbO+gSKMfgYb608tkBaSBFQnFPvguJ1t+pCWiU1HaeWOI3d2ZPYAtdmZjRWyxrmdo+ZeXYSSx83OhyiNWaxzrgLKAhjQtmK8vkrw0M+qFke5H1N7lDi4xCL+lG78sxhmXBExqmyMrRBlkdXK6QizqyBIL7bQVwH22inba+fzdgxB3rTkI0n3YozMHEhgncKoQHLahMmzp8GHYgIzkIw+lueTBIOvz3+kOiTU9QVY0i6f+8uxKWh9byPXxvkpsOeiuHGdrDzRuJxpYXoiby0WoybBROwszrlsjWvqgON4gOS/rJAlTG1GjXzH5uQItJQwwB/wDt+LyMRcXRPdmQrUzsyLJNznlA5bEz6fCl/5nBv7mL5dXcUGz4Sps1iVXaufsc4dyWu1cnH5rNG30o7tqnVOER3MCTSYgcSg5d4F9wTw5nZL0l2e4Gm7/Bmq8LbSFRwRJBT7qENAtj11FCfL4S8nMo8X6dn0YgnOK2oIUNWM6jTeFEhC81BRMnqgKN9mbRzMlBG7TxNQuDLfoRCRSl5zAB9D6fdqPcxF08NIS9c5yy1gnF1X96ghPqP4ZKKSsGGcijV8yom9K5r3q2gM1BvaTINoZ7ziok5nMCbFMCHKiYKcCkdpzmE/Qi/mECMbzEF8DKK7Q2xdDRjmQq8QfwnUV+ip44KzwcYLw4ipDjDbdPgz345zYUnODv7kN+ssWWQFsAswm+thnZNA76c+RsnKw/tXjdlzCE3RHwM0oaHG/w61AJPHetcVjQ6f1hum8WEAJkpSLOHNqDjs4EceILsP9E+to2eH2QgMyofDSRbWLDej7xi9YQX6H652CmFemJWu5bQx4+NJs+JVAaeZQ1ftvRwzgJns7GZgFycMJ47IFAkCIVAy1cCLXhMP7QXbzRZjt5wvOkKkHwBGKWiQs2YE0vsPUQHdaVkoBe6MZ8MrfLHUXyFO/gYbW2t0VT0CaQW6FPDqoIKbj0gozMdIJx/tUjzCqB5fi7kFU+rNA03WYjPYWcAjk8x0AF9ePVLcEjR0B9PZHsjNfniallz/yyXi7x8uIoO4VoSLcouHScCUK9teH/md6zVRXT5NOSoxRgxIDw9n1V6KM9Nm8fqZ/wysiztKAkzveVEqfD6N2AbmRDNeMehOmtbNOJNLsUkI0yxQBfYin+29QHVCzAfYIWCxnoAQT9kB6dS51Dq97tJLdTSs+bfOL0SiaKsFzm0DmW7E35CHUwJ9OOcJIqQp9+b3oofKRSjAZK3hkhjqvlBcKdChylkd+XeDnej3uOAODPImQUdljfj3Y6V1uKr81PDKRTB+argKm1SrEvdagfFxRb6jP7s0qcHykRTDfYtciM+G2VxGcomMqBWDnjfSO3IeBobFb2yGIzoXOzlfWdxUEUbld6M5EIIBKnJIQT5yVK6NBTvpWd98iyTl3/EoisI9pj1UHlNXTcpEMUZSuDhwbbFKpEFPoo+7fjA/IBXdIUikDWpz2HCWOUDwlCzXIHakhbfRKMhw2elkIZyAzmOef/Y2fM8cXKwZgGbChc69eXvYexmKOd2VPy1pdtOaN6Ng8fzSTYE8huNe19BfP9jMHU4tegJuQ0440C5vF3RJ4AdabowKb7xlEW6tNnqgI4b8egLe2MJBOzK6sHKFwoJLduaoa6iIdFqG4ELBVhIo7W26X+yjapLA5h64lOQiEusp4XSudRMNYj4PXM7ddqM3WT0VPs7aqxE5LMAaQjgvfPJ/oXs01tWSqHruIgIM4hWcLFimwJsBVmK7ry1IRJ4H0cjV3pEAvjC6jqoonYKFPuhiBXrXGjdHVVLfNouU+Y/Fn1TDGcdI6+69LDl3ihyP4HFJM6RZkRlg4L8JZ880nwwlGBgEcAF0/J01P/q0k4/btYg+oSAFqe6+cMkwNCLV+vvxcE3SwHfLYLslm7q/2fGZpo6AgCfZaSMicJWpA2ok5Ow0PyOkd2pBVwh1hMz3+Xql4avdHi+A2pF+Dh0HIrQOYZvIJHBcSEFs0kqp9ikTD6KAic7zp74+mpoOYa85KtLkkS3b1As03PZlczj45uGcvEgXyP0vwgsbIeqmu2TWKbR26G69+0GiwHjWdvAObEXN65G4xzGIouUg/AtLmDrCKZf/r3aSZZbAFJ8hGcZgho/1d0d/5epyjulq47usRD/jwx4OcIxfg3BTjnb8MY43z20ayk5uzdA1CSi3KSyRtAxTDNhC2ugLMKTyF8coXtvMnB9Or1d3zNLeD7HabL3bdPzxrLW0kDRS2kYWKRbAEfI+xoEP1k5cH+x0J6gk+FZOp6yAa/OLT5UXvLSZJyAw+3T1yt5WpY5GjRugp9LvCFlyBqX4aw25sR/QPBRIbytuHNeT2UXARW0I1EKsv+YMu+7Ht5J07m16QXUc3CkNVmL0QPYWhM5rWl3UmG29YpstoycMTTwaJRb9iheO1DIqhE/Wyc/Mh9cuKAEaZtOHuvwJBsc9kbkh1fQIZ5iXXhbxtkhIY1oclbgBxFLE8tPzP164y8TZRblIQhzb8m5h0richRxJBlaTBI/0JOG65XsQ/07Ej5o/j8KmPBlzYDa0LaIQcBQLdxV7WXQT4owq1OtD5IZLWi4JTVYt+GKpxd4p/uh11DRDJvTsn2eESUFoXahvywFJE8MWIkp59k3tjDHUsJ3Tf1LREYDGmHZzWxTbmZFGUyg3skOwPR43QCiNeOf6CczE3v99ygYKXc5EDUDUAVRhczfLopDm9ihxsDnrBWN020WB3q5ZBXqImaw8JAIyKKLagvpj6bUs5zGfDd8/oEUq5vj7ibJ0sxTwLfMk0nYW/H7qXNfwW33/tLgMACmEcBH8R4OIdUMLkQvjzj106PdK8UuaxRs+G2i/PWBtjPpouiU1DhWpXal52U3Jd8XKtbwn0YnK3sKhaL7kpOSKjVvYizKQwBA9YxdLmtHb6CyehlcpKRle0MYHGopshzbZlLRHXEgptPYVd4pZw7acPQO3wxNlT/8MOX2/k4NocIUmOxV9y3xKUnnq3YazBlifWnO5Gof0Qww/guwGFkGHoJn95l2RRexs34Lo7LKNbim46ka3LQjX1cVpQSs2A6QKSR8ThrefQ5fJG02R9Z61vq+nMXfzsO5VtbWnTUhgSJktcKftfaKMFM0AV96nglNNBanZRJF6A84LOVXrTz7Vw8pxdHJ7KaEu3vWIqR2gPB2Z8Arb5YCSvOQXVUdzia3M93Dwx7VlKE6jGJmgcd9aUK7jWJ2woaegNFD6NQQZyE4Mv2exCe+SD85r5PcqxmOhLd2kuycqmmyWkFLyKeftQ7t8qYZRIFHhmMBmxYcw/jkv18SBTEGriy4A+RkVGBElijF0QijKP0xRAZjarwzkuKdeUg0YegmAf8Hnq+1zXmozbG5LrZR3qDCgcUHpagMrZQLMrpdKu3h0xnD3PK3L3j/xTrgEvVCRsml6q2XH9EKDhoaeapcQ9n9Cd4+pNnKGO9tvs1iWGZPQ6s2wS9gik61JJbP6D1oyCdZcyHYh4pqAkBiWtMzr1cHoreIk7IjwSx5zHkaGfIp507dcCimZn3dY305mOVcNXBxYEjJrkkBFEqisB5k86n4laKD/tIgvE1ydzDj+3Zi3zVh7Spl01TVPPCOd7QViIVaAJT7H+r/YJp4f3Dsssl1jAnp0PTGK9on9eO4hB26q1U+VAlOz2SnqUPxAYMN2DPtW1tHXr48SVxe0d3iRp+gkd+0wtXLVLxi/N92JTSbKah/aHGrXe4sYmeoxVESpQ6Uv+K0tn+GkqxPJMeRH/y6P3p5nKCZYbGyYAaKt8fMGhNg5bfwqfeJaA0p8I7UZMoMyJ+S5KeXFm/PzSAio8ObBfzwYHbOtSulaAEsCzbjVPo+t3BDhVqkTk/LOl59GZ5H6/6MxU250Fm9yE15DxtWrovudayRUaTtuacNOnxEhJJLnvDHnNxgO627Ypq+vsSzsHhOenVa6ln6ENr4QE8LGEA21RBhWycCaCgVbbTEOW9fS0lpnWPtQKEx7lgZjh811PUWDfjCHX1jc0kmRpm4R7I74jzlU2iDi3OMoODPKz1gKot19ig6UtSIc3Td7aI7BW/HnEC3JTIPZqo4ox50Sat2Qhr+I7TqERgJGBdKHlKuvIvBMRO4diB+s47ZdAb0JQDkzFwl4Oqbd3LC1b/TKuTzLQ563t7dU51RTQoy8NHfPa2gMi8WM/oYuvDSwVhE1/6HaA3p/KuwXcKnv5XPFn6Zvzq6CeHyuGzhcdLzaMtI//SsVyijceib1TyOSKhOTt3Dixom0Mxg2lcE3bhob1P2ZJnT5Fo9ak8mNC/giJMlZlfl8hbP+dgRmbQL88BftTjr7ryL5WBi0Bktw6wE45vKlfk6E4xVlbT5VzlMVsYVaNfpz9rjT2dfsLJL+mgMDEFbEVlT0r2yYCkbvHNA91g853aDmdwyIZnfGiP9VUcvArmcJcA6F0d1B0nq00ptNmAuD4wnpaBhi/hrUFi6AAoxgy3awlcfVpTg5RRe3DkjVOJqQU158owkxXo8auMh4ixCzmkXkizcabjwJK47ZMI5W6JPX76cyc6sSuSoLCqQJZNbTtursuTHihQEHQGhMLEWx66czbGlCMpX0FcEo+H17/eTh2yoe/NeQZ6lKEUEmunpDi19IHTyF/ly95Yau2x153nULoNKCGXJ0KeeLWhGUT4+J8B/TCh2hQJTC0x8Gq1HRta0CqcBfbDmqri7tc0uSoM2z5EfBm+1nbt2WH5iSUtW6837XAT1xMsQj7CO7k6jfsmNdQB06skw6myS/sgbhAbdDL2O4oW66Fpi6HzZq1HqoUuSPINPKbataI8pyMFimEsrtkBMxxB/+iubSXAjjQR1efkiw3uErzplSFpzTW50fBxCg09y/VD8ZK6A6RvOAZEw/K2PDPpNdBz0cBKzX5YUoJPkI7r3sfQWK3kEV2oe06dPpB6kCoa4kXk74PnePs8CAA6sErOORNKmNjbZtSjDIYLTHXyJSOPNmyjQ/klFR7GKzcbAZNjZGdygqQYMKf5sQQDuaMCXBJcdVGpl4SzbOEXwp7+RQprKc0DybdNdCMuht9Lyl7CjxDYR2gJNW0d237W2yJFQijqWT0vJvtadlG0lsXKwE4YBxbq0x3jME8bAsNYI0nS2SQ5mfdqI4Okek/k7vRaRX45MmZKwj4JNUekByDpEZnzBTXxGzv+5qT/42763Bb/7VIf3X945GDfJKyJC2W+Ut7CoUfxoa3aOyjKMAi6XO+/tmgMTPXVZKvE0EEHjEvXOFBMV5MNABZDSDiPDllycYz+9RuRxx8h3fx2ZhPW5qTjbbq53ao9MCPKjciL0i+mudHdVhBg1c07rFFiaQR2Loo9v4nmg07gKe48qMODDc50Zw18SsFR74G9VJUm2lcmx2iaHwXWODkaRiOqfud7UNt4UY1uxTj0oooaJZmFXthBC2F+oa0gqTWdWLGcj43we/459omc9E3xWJFGPLCbf6CARHSiT26XPHltu4hPmjyLw8ehmH4yUtgsP1XPTVy1mKeW8qen/2h0wykoJYTqz7Qh9YoRJAx1IC8O2WW2xbgx24ATYNeLIakFKTnkYFk7uucFcVFKGDKYcpERktvVjpKth/EZT3hyZ+QVcfBvcvOhI+fIvHOFbIUSKuy/BWuzL9SCfvJ4KtczgpIUNE1sP5i9XMayP30PfPe4EIKZyAdZ92M9mRrwVnu9ULqOFVtpT0T1N5e2F0yXpU+/LTMbr0g8rpunFQ6EZok4he/byZ2wOTM6hy/SuX4XbXJErOnAtaaSMeXUFVa/8ZjHbS+eaP2RbNrkE+3BHDZV/vsX+UC7L0dOgBmyCZ+Fhn8Yud0Vf0Xsn2zx59+SCc/YyhGsGhy16vWZjl0H4KNznkBDthsSv1PjKhGXHVdIIX8/NuLLWoGQ6m9n57j7f/gv4VXe8eu/mJ972Jy8CM50GJeYT6eK3ILE+PJGj5rnQgUZQCAL/ZbYup/Y67UPOzCLWZmIheLesNeYZSfdhnZhZT2v8AwXtjERoU9fwfM9PbituG4D86qHf7QsykI9qBVvZT7iMYJ65v7yqRAyTlucwq8w0cgdWWd+thRsCnayJRNtlZp97Mp+THTqH5f2HrathFklg2DpP3CCHx4VWulDKu9JI/B9AKcMRDBLaAOrTf/4gsq1u70OqpyLGD1Ov517wukS9k680QxNVFHvtxMSx0F3wsWDSl9rzdSFpNQUAHcsAUwz6MJX4JUX/CVJFR5Xuvcu0RS3voyi8k+ynrG2PK1vUdwmzW4jT3B6xHmJjJRZ+W7un3CnopZCPUxGnB/JQWsyMk+EFwOT57VwvLsMHRZlZh9y7/B4eORIFji1RlPEve8SEKbmQ/OkUme7fWJa2vfCdG27EHjFAitZQRRpRMPW0uscZ8LZ9cB8ttUKW6hhPEfIv9kt9ucgdnG6cwXUJuqUgwP02CY8aJceZXCGCzfU9+bU4M9xpZnIj9eReEHP0D87Q0JYOzm4r/c2fKW51yTCd7tHzHt79MmAk4dFGAJNxj7T2tl0yJ40wMlld9VXwc/4jX8gB30rChpRtJG8UX+4TD1UtZH+YziByLUG5ZPnusJpbWpsh7Yk0g2PJ2pOoVkBB7HM0oxWf07cNt2Z/+pCbPTxlmFgazNReGt/yuSrAnMZrix7sDlNNSGCMS9ff/VQsliKQ3WeNvs2IsXpIHGnUurEwedspXhvYDqmoA9HbEBbaFq8ROfLR37DvqrfcZ5z4B+Pd8SouUcJACzxRuGVkau8Z1lTN6O5WkhtT/mqCdjUEfDsSOBYKExyNXS3SyWgjR8I2b1m+GwASbzTMtTeRM9mzbihRogs8ZucaoiLnbquBGO+2TyMnh3LqOaM8IO/gi+R1SrKQYE1hmPMTF1Y0qZyMMkf2AIAnQGxyrR+6M7ns2HrztJiQP0wWmD7vJdS9f+Q9BalSF6nO72MOicxLCM2NNe9gowoLZ0/Ts0ZDRWNfCOKd7k2zp9KrstoNPbd0gHHjAFzfpJhFxq3qYAPl3Z+TiebKrDsO37snNDMEewCUcaFo6xxOvCmrl9NHY0UXHXk2DRav5/0dnCnjnG0ofextfyCcSj8JzpjsUUuxZfDMU8GEVIkVjP8UMT1Mx8pzLJe9Sw1sRLXLofZEdT9IibjYgsTpdNA4QDTBXfYVgyuRT7gVJy+qnTqXYmwHx27nu/bLtTz9k3lGIWxfwg7sambFKPGxlui7SxBPNVDqoHQqKC5TrSYwlqNrVF5mK3ZuBj9JbXREKLs8zwpDV3YTQFcvwWdfyutcqD+ilVelxkunlOQksOsLOqieFtf7zVXcx3gDD1+vJspyIaww9r4EPeTMd5foWkPBfXqg79B7fSMdSNdz5Qi5HPbtRe7bhJ51e5QgC20UIU8D/9veCGrioTPweKLbPEmP2ZWKtt2V/qJ3jB3SwYzgBCswqAOrKYrKzvTORENIHU0ORTApHOSijaRDaiG/tYovVkM+MZyQdJ4t3+tVuS/XywXafcCfEatNcoNB4YeiUbRPBsCApcmvLomP4LCEYZYeltUx6P9psZYwBq3ZcHhvdujNdcyiT9UV5RscZiyMDN6fSnpnN9v/bSc6qm+CGyOaVQDiLhWojDNXeFSKtNtDSVEPX4XMvUffmYQhPXbigAIPmyZZ/AMjPPJOOLB0yRryQU4xP6gZ4Y2quxsT2lfWGutJNMR5OwpOKUqpIeTInO1gsvAfXkW+VVw5pHCJj+Opf+uoeQO9w6tR4BY4slU+TBXI6fgDc3RR2nz5hf8tplaJ6Cqk8Qu3G87Pd8JHu7MnM88gsanW5d0+xKZ3NClF2LemVjf6YCZF68aUIMbNqbvsC83gMY78l2V0mt2vU25ZLZYk4wANLX5CpNytQ5zc/Nq2fWrWHGPSNopruDEy7MxtVLWL8uVtaAr+Q57yZjSF7mRjy5ysCbUbMCb22WbH/46CYD8hI3juhrHR5PDYD7j5CKMeQKp9ccwTZWQeTmvl1ilNhNwU11Nk9LVlK/jskCfF9bkcdFAIp/TP36jd/f0qXx9L5hJGFR3zY9n7qs6DfatEKpSOHQblD+8GX1f2qZrd7D6CH+ybbZNCVUsb8r1k56OzoC2orEzxiMgG74AdOIOnRRecWyhJ7l4io06YAe8QCAJH96g08Tdlu3SCVQWwXq4hScfBaAiU+sWe3C9IHt2VrnrGYczYlsp4OY3JeOqK+p8m613PgMqw2SVeK6en5OAfBEs8Y8Xi/lATEWY/Gmusi8NaIJIWbubI0GN+ht6Orrb8wza4xh8WNAllXk1xRT0JrBOnNK8aNeyYQQaOpwaVpzLt8HY+56fYxwvy+xGq27cFpFmEtFigc0nfc3I1RbGFPv5RTdFs2yUftYBr3l40rpgjcBD0CRAMw5mxDhKCTeP8E4InrbfE44ugeoZlLsoYqZS0GW9Z1GeXb9Gnt1G5IRwVezGbZWDZd3cbXjaDqzRsRavLK/emztp+gddb3YwoBxA4gO2CJq7k2NXKfwxC5miFAs6/ZQPR8IhV1weyh+1LWaOAnMtNUwHkL3aAtbU9qv5EdDVq8eKy6JtkevWMnhRi3CMZDXioWmHn0EDqrqYYYPYIQL74Vcqr0wnPG/neirli4CWCBudnEJ5MwHa1H8cKcxO+V/j4cjcfUMvq3QsvtOyT5f6SDEe7/6cPPV+h712o81oUr8U0N33Zc8XvmZMYe92dY/m8EXYWpyazTXhvjGCKlB8sVX9jr65LBkSkF+gHfYEfWWWvgPa4Q3RIRwCuNpfAS8Uq6hA0BgnHWQq2IRc7kY0i9IUsp4jGg1W49Xq9BJzjcBp8Dpk4alLdCvEx2oqUvsOGOFd7ZNQb4KaqZx5643Mp7KVVrYZ8Cv68obbkraAkBTiEwWV1LVCefeiLd1CUk2mhA8GYN83bfWbES5YKZWhS/UKsMiyCi7OMulSiCUL8Psm6RkKXazM82Hsxy/NzAObUc/GncB44RaJTOFrZ6EToiY7KLkxVoztAm9D4dm4kVljpypAU8MUpjx/yZdNOZSP++q9NinzAqohnoRvTgfaKUmpHR5wC3FOQik6QB4L8SWPPUZ4KPkJNLG6JtnN/TC8XQUY5f3hrd86Y8Vz3U4D0brbXplnBr8Ebvx1YAcOEPa/fHNSx3J3goWhr8f3hpe92qjb1p36BYbv6nJ2tQXESyWLaSuSDpPrACg3S/prf15Hkh48ABdbp379LJzttnPtxXqenWywEK9VdH5WY8IWBKmtJRSkembrmKIBcoRrwCHlcw4Q6G8TX2Q1I44v5OrX4Nyj/BJVB6qXCU+2l3ldtBet9XhhPjo6Xe8Rg8Q6Bz3VNefQbDJrX0V2YBfWfXNXSCJtbjSkZrXBDMIDFf9FyWghtgF714Ya2oFwFLC/PK4mZyf/hjzdGafAkqWYGwDFOaN3EvZ0HtrEvQffB+WR9IVwwjc8oAemOgQUsDp1wRuhxBZYg0O+LbNSWeqszWwrii4S6PJpnesHD5v0bACWh/dWHbzm1xpx4P1cN7XntQg+rvXpjjZX11pofdwO16iz+Yp53OxSwOMTNEZLOt0YDZwloCF6TT7gmqF8ymPW8nKnGghIp3gOMlkTd/GJZASnyOXG1zPWpsKb4cwsvuedEQXmgANRe/hY/AMlqc9m4YDKnrW/icWyCK3ZG2VLVLxQKKaT277gHRVS1ojwFjFDVJ2L1k8y/K4fDB3En5sFw+6gDKN53SG25m+CLJAJQgx1wLyystiwT6y7EKrio7NufY8G9scjz971tMcLfR92lcGZ2h9EPeVQLwVVlrQnIaenUhV8rX8EQzRBxuPHZX7wXeAeEwF+kjOrIVtdJbRtXmHG3/hcGMGPvoIgwYEPPlm/r+lVO/UVjWddzcyk5/sy/i2rwh7Ctvy3tX9exswkvnqJYktm9a04tlaV+F7ZntfzdDB9xUO0/0qxvnObPigwbbXHCf2Zt9QvDWJqx5xxch2mqy4oh/lNBO7EQYCVaxrkaZPy870zy8NaTiAY/p+ftDIQWTRkG5tQD7ztu2M5UIOedinWKueXwx3+Z5JukVX4VfBcu3ZNzKwXSPcPwUvZeSnUIWXC0Jk/uQhDtKvKEIHX55AIpgEPb2Dsr/P97PPAf6gtaFjg7BZfons+akZCqFaykUa7rksADb/TgHyeTZhxyRVulZQnt21RCrJQrTqUzRIKQ8o0SiisH7r2ocLN/Qvbe1eKTVWbRNNNyfqEJPAYZWhUCtvFNP55DuAMy38Bmfhg/lKO/SOH10YzaclvdWxjIWW27kAQqaFAmyod8EMDnJBwsMQ9y7q1820Ty2znPpVgVv5W5K4SjkB9a8sjFteoAceXYm53KNUzJm18qlEbd8eJsqEydIM6zno81tH6aPku8/gCJ3pUoUMe10+vT8CClt6rionCgvElk0k7n54A7VM/of7iYms2U8H/3EgBk6B9jBJMbW4KHCvXla2E7K4hTYV3vEFBKYIC1zMs0s1fMG+rwmC0EO+YSpRP4+rUYdIJVJzb3EwwLyDfhGvZN5impga/BgA7AJVG+Fne+VXkf9NWtsxwFXy7+kaBnrbTRK32lNillWfN7YmpwHANBJ6E0Ea0XKFd8+yINO40AtUDY4HAxOQtWo+lRldZOKPoi8qjx+VqaveNLs+77R7k61fFjNmkxVwfWVnEgG9PAtoHH1ZsyJqkq8yvFMAkaZYqtGZ5LG62rbYLfIMDK0A/DRhuV9Ad4Eh6YrdaKt4KbEaU6cpNlQh5e3jFB0ExTTG/w7bUWLtzJ91Cif9vPemTtn7Hl+IGZU8PgA6gKxVgf1ZFPxwMgv2Z//WIDXIVk1D5wTJTbgTQTbCI+XFhxr2/LL6vXbLwS7/uz9dt8NO2jV55h92mMTZb5X8sGbcky1jFkDuqY3GCDGFBNP8fEItAkMl9U/Wimxqqs+l9LaQuCQVKMo1YSvIBNkiTMprDgw275YKKSiIn7T33wVunq9HX8WoOvaaSyClOIV6dnKdNXrBQt/V3T3ndKCt1VYwmt9DNdu3M6+ohHC/wwuere6K6mVEvvU2yWWUT+a1kvNDhuXsikBVaRUHkO79sJ4Efnbhj3s3WL1EIfjdYs6ReoWHecmoDbIeq2ftzcKBvZiSq6UXQMiIxS6CjIKtpwDjFz2CyFsYg8wx2CpEerwKpnydc3wEbRnvcuKaQT2oJ4LShf4R+NBhoP0KjXydLZPIHw3GErT+qtOdznz/0SdgHwoJm84JiGcxYPAc6qDqiaVSde8fIZGNqyp2hQzZ8+Kzax0W01uIydVCyEN4gXTIpEeQ8ewTl2NOGmLeEXWw9UCKLm/ftYsCdujmAiX37/Er/JkW/v/F7K0+GzOGdEyx4+JZAixcTu3ZYCm61dPeWNn9MG1GiIOuLT0CTsDvmBF5zWnNLLppLMY8DvKh9rU8uCGElDdpqVZFXP8RijV12d6VCE2TQcwzgDt8IUbQWkrL2DeZahnKw8ioi4L7buUNz+6uTJ8xk/OJT+gk5gURUYJcsw42RRZtfcYwR3szXC0t7w5XKvLsfBoD63NkzuIBh0ZZfokpA9iBgTglH67WL669aBGQ6kx9UHy3RMKZwglMCX6cIQISuHGxfqb47idg7CuhsnAtlxZ/PL52GwmO+j6xEP9OJk3SrnFENoOGaoBLWKua4VDFj9Lo+okGpn4qjto9pTPkGbU9tyLEt5WBcqgqvpzq9vcs96VbgjEbReT4ydY2JuNWrPqUezQwGynyzNqAfX0Msa3RXhs5Q3Uzaq/lwEYctDd69q70ZXk+laWXXRcBw0dkYx7wyHFVMlqR3AzRfSIeDrfNcUJ1GN/tYWge2xuc3DzRpEQoXWZmfibc7Gc7EWXuzHwaZl3hquJsmsWrMyT8iTCpB0IdTiu0pZ1PxCoj3pHD9oJYp8Iozt7tGggHV9CfQY4joMlUUmho8b4pdp6qeonQhMOrBmTUJk4Q6pQzzkhIP5EZJEQMrhBZB9bZBSHVwXNSicma+2eSoqCniVQPpKfYbn8uGk2RfuS0tuFM+Imp80s8YlIxeuo61m12URVons2ZHyo8scs/wlt52g3/vS7OBkpvaVGMppZPe7Dv/IAKLAUjQuAHkQDA8of+yN/K2ZBzrzDYy4oN2bu5xVMzz3xO0527utYY+XWalXrYckWljpSa8TcYIeY/uSke6x2vjhxd8FNwqMygui3B2M/bXIUFXyaKqwZj803+gBXlaRuLdYYtmTm8LfjHkRUJML9dhx7UZRld5SHWX3M0Qd9J9GJCFAqykhDAAPha/pHzVi/cNw0zCW15jdvB6umoL/B3UupdrLdUsq+GSeBRqLJPuWODg78XHEu7008p2tUHijKW3qQq2hPD3tR08k0BUvVhmwRxvFdArUwymcX7SVR4UZNu3ddWFB6XWbk1YTZgEkAND1T1exBMQeOjrQJ8aYOFoVfgSUhJgBx2WRslVBXWtGTkr1v62FrO4WIRtl1PnZFbdHehrnvPcrVk/vvBlpAbI7aECpWUvlfBTMFjHiY7DIh7iH56vu6l15HWIMaUgC2NjgYqHUpBxHRuRua0uTGPtuYNV5Ab7ZHnrvy4phEAee7SW9SxcwWjHIDqBv4s+498pTCT3q4J6pvSDAgxj1CZsaXluNsjyL3eDeXwaDdI6F86/0B/IgN8zk4CD8DI5Kw+lY5yQWBzYrm9xn/ZG7yEz/BbU+Hd+nRAXzLJRvJEujantZoA6UQlA+JDavkUplVHeVv4orU01R+P5fHOHuUb4A/lVVSWaSMz3RKeBVOyLCZ6fQlGSyigoIUHHAQEuW5M7uxZdgIzO8lz4BiDqusehsJdarDiq3qsJYEFq2MMWNpxvRX4xtuUsEPW6lf9EDqQoBXso1ysRhOiGeUpiUv+HW/JYTeb/zHF1zSPX+HMVSg3aUgzrpSvwfYwIYBicqeeaECpEvbqvnaXPbubLHuT3UHXIlN2Y+gh4ztgylkwmncJZ7SdEyc+tMCw5vKRIdt8rSDPwMzYn9eLaNw4N5xXzOXyUS64yBWkRGwiUSaMN5mciLO1qwFLW6Yp8nKinJ/PJLe2Kbee+1RXMSt9OlewRLFOJSNV2KNyw1u2QunEYhRubZX0a8ThCukOtYth/mHoQQvuviqoVZ2FZFgTSZZw3nRx+eCYXBf4HAwxBEuJ1JHXjgc8Cmq0+kY0HaC4z04sKbSQnDZmUshSsKsy3v2KxJOPbeXQPN4brokax+yqwY69EGq+j0poTbPOZkr8K94KDz3Ohh3hd9Adz8zvCHQJVTP1XCQ+jn6pXhqY93Q+QJA5KcawrTpxImk3A7+NwqxuWrJxWCCE/96st9x+0mf7ASOSPzO6eVppd7CyT9Va7qKanEfPlSt0QvZSCuAp4W6uVFCDSbyNZs9Afk8rhhvE8kRUjWnYhRtx0ALhoLx3h8LjNFeQwvyC5q9jcsC1Tzs1GRfFsLDimZXyYop3zfSVEnmDCH2wHhNWd1XDVtNJ4BFXaKuJSVEl6ZeMF+RVVnWyNSEZozj/6+NDkVA6Fsyfw3J7lq4QaaGl7wuO+s10VQ3e3fnx0Hjf0hvbK9o4pQGUeTBacPeLo/HaNsBPGSFcOjb8R6T+CEMzIX14+TAInsgY3c8pJtZGq20Sdd7H2QtUBQ/PlK2q+SVzZGTaGhgYTHNjCCNzAbSZ4JNmSCuki3aj5TB/d4A85u+ropEyAyc/xfR/OU3QgLcu5rb+Ns9V5ExhnuS/PI4s4Xu92r3TgHu7G/AUIzJ9MNxKkdH2cqUQQ3t9mkyLDGJUDWx7FxW5gX38GOjS6PaZXRB/4txt+OE/E01AmGQZpswDyIsujIdOLkDgF2OHY41BFHC36yZVoFBB+PmUZdPvMulysl8Xtk+ZcX06Ha2xT4mNm812GdvKMA/iouINC8OId0fFROLCIDu2pSvKTgTeBERpbFLnz7kd/E2tFQq9kS1ij+tmX3B+RS9omxoKWncRgL8HuHurncBtT9uTrnnmfQWy6h2U+arBCbe+nhHhoxgGf31E2KIbzdX/FG8EoCK79yH7V9TNDpHiIWjdrXvrlly0hLPGNsftOjhFgvFxq1wTH3h2jlnBQzdk3+inTantrAnTRsBwDfsSPVBRWWVsJHpmUJcMC0LVwy3cBkNl0seCJKLUpf7si5JW5NQnbJ/oMMqFNOCzgALGLCU8J9ZK+l3OkueslvjPGSg1VU+5/imkC9Y3GZouFf7itfKsokBJeUPj06DBdRVu8qrHsK60pyN3PZVlmyBRag7Ma7sdBjguT9VrZNkM0dSkJMIq0IfJAuTIv0xZ9936zKXxK1w/0+9GO+ulVQHl14sTBI5Yto7+6cHkpet37iYN9IIu38entbyrOuNJeEkhOEpbwb2YC79TztQMfUhqGWm1dHfOTxtEZAuIbxw7tnLV7NOWYDmbR4rOXEONn7JGrXNrCC6IKKdNX3To0xSIO0xsRLkQ1MeJjn/jJSPs+JYpoBucHBRWlWN1F/rKFzAihg4PvR7HjJm5GA8mrex0NimxIE3JNjh6ch7MOdwUBb8NS6e0WOw1l7B50fop/o6ifOZebQFOmMuhrvVOxlbqV6vr2lIhXzcGjK/cIGjqizmTE+K1fmnKiOHvLanIoFU45C/j82JZcBHDVUHR/BPOAaN3lh/9k/sFSUaH9RAN49IITKcHGydqt+8Oe/njEgECel5ZvugFt3pygIy1tumqpYBYzpwcBVHBWrsJBV00/xWbqSX0VMKgwpjNeaGhbynYVk6DI7jIG9Y8xJN+l8fv7r3iC38vvP+e3cBg79ZZaZL0dvY0u8xe8aFRbA8oSqIe9438loqtx+cm4GarGQjNUQ6ei8MPpCuGrZw52avlH3WyPJ1+LdNZpFRezPgdrY755k8DeXVDR/ZloPgV9+aUFA3Mv0H6JvunUwUM6uiNCKXB4U1jQrCeqRdzzoHNbYaWonfycXRWf0ILNQkp1zpTcD4+8baVLRxR1ks5Rp0hzWQZbA2f9jnYcToUUdrkEYb1ABbXs1QEFoqazAeCa+kXSnXU9wwAS+zhHWsZQbxC/BF0psep6PyHGP71QOS9hb0DxyDny/6sxdLjmMeiNUwBx1hB/oG+IT0WhQiolnUH7Wdra/EQrIKvdlXusFEzPGtgmAlyCRDgRD14KZCWVDEAiMz0wBwqs8hmaWXesHdbsih6hmvT057xWvhlAsemrd3b5eyWSBMzVBfABY/b/bErDG5JvxhXCps6YMJEkieAj8hPwWZzICGY43NuBi9FJZkEh9lOReIhf3C7wylwABFy+9al2rYfS7BHGkMNPVnyvdhUtvdj1euDQI9i7YVZsTUAWGURLZDJoarxHBbl2+4YCY2uXMGDBrn9TqN204yfERe6lvFVE4CYzZz9USlou5cB4CXb8MsbMGDxQyB8UzKpm5fOqPuOVzv4mf+SEfNjrSQZRa8iHaisFUzXO/SWwBS+Ji1UvPMvXdY+Hj682llwUtL1M8e3SFnwXoYQX+QJKSbOQ6T410U6r9ktYz8Zu93p/J+SPXEUTc5LgyeRDLhsIZwVgW9iXKxM5AjxvJewVECXYsbI4vGIgPHCuk20TaYH7rWBzDYhvL6FTbyZEWiKGE4uHGEd/keroKhtN/NBRkctEX1jsxk4605r/QZGnVZNkTxJb7a+BkyD7yTuALts4m7w3i4p9WBQdSWQJ/YkaXJtUtyxgvupxoRyZJDyamIpwcbXVOXtQCyuN7oh/r4nVhlZjbvp1B9Z1l6Lb9T54NtIjxmHpTA6o1LN4is0SoQD4rcp0OK4ZsQ4EXQooNjVzVnaRkEnCZmGTSs3hjOY+0zfAOLFtu4UGNeHLz4KU26mGKRyNcnwkhbru4/HC1X7U8IBIGGHgH1FEpwhsR4aPKXJRuTvgvzLDc3c2Dkqjwp/j+Msuh6D8PG+JGG6Tdim/I1EmjIFXvCqf9bGo6bt6i/2myT/ZYAwVtjoakkJ7C1wud87XdvMPdrTJ0wWpE8rx+Bc9P5HbiVu3+DIoNeeSLx8uh2Bsg08kWO9YV8Pby4I/9gO9F4uTOZWqAKMEyOjCM2zP45YzeSIpGSrOGy2pMtMYjw/KBQyRsFhmah73QzHdHwdytofDEM3ZXD/WKQiajt09KPczpn0fWdi1u2nmM7kGkA8C4+colE2Lf+n5m/DEGvi7SAW06q+X8BHwRwI66p2ievmbwAk+VGSM+wfavJV1FGl25yQB5CbAnTzrirl8Hm9BlNsdOLkM+hzJjI+ePQBrJab6RMb4UZZWdAuS95ub4bR+HdHoaXU6T8ibafpuQ+cMsMcrSynx01wVVe1SILb9GDSQQfHb25qapgv6Z9xo9nQ7T0F4aBYX/nfAsl0vJsPzT8XSp2jhO8Wo0Yam93ak2Jz06nfbPJ6jmGkzVVEJ7ad8QVEcMfDM/RtlE6vjse7n7yUJsBNUGrLXIGCTnYqLzk0R4wnnYD6BwaS9zQ7rezsdzL6kW9U7cRBXb7gqgbzQWCuDJJcFr64XZCaQTZTq/aJ4Qwdl3uA0z9lVz0gj3Jtx3lRTDxG6R73fyZ7IQXgYH+oZMVVN/4m6DYdE/oCojtZpjSn48f7B8jsFCBaZS13g4slMOBrY/fNfiJVWJsOG15cLVPW1vzl2YdJqBfZ8WzIBBLx8yfQhKHQkC7/4pZePjbUqrKWjdJ1AzTFb/mQ+hjG7LLPZRQwKooS6hLMKIBeex5iPNYFKzLoC8FaeqIYfbrfoaaRB/KZcXMFVVDD754YrfFTMiLqa8/3Fs/08EML8Ud3CN6q3i1LXKN4iaDPIfYrsFtyn5tjftZ6haK9oJla6T7jLnnzp7vy+i8W5yAU4N86YpqkC01Ipjb7Lni6P6e626TYUlsyRgcSO2XszNK9Sg8/S4FCsoloF8lNMi4kaYDhK9sKLM9pSCW6QMIKDkH2v0b3ZzQO2vHDicdRaAEBjah344KfY2yiqRUaTxxeyR7d+ys4SB85Q5liGsWXlxK/gUpS0ZMidFoRJCF2Msui9yYJXPrcQeEmw4w0JaFDOnJ1LZI+cMs6rW6FZfz0CY+pVP7TOXvEu9i0bAqxJMeSTNArcQJrG9A7qs4eIh6MJZDEiiKsH3fhONrGcFE4iOg9PfsfonYG4Yy98+MbIwSHPJkGzeDDnpEO7k56KdOWaK+/5r5CEuAj0uCPwtaM1jvu93Pq3JEXqKYipHgXhlWJbIh1ZtyADCwU0ip9gSYgfqRhK9HvkLediSPwMEQ3qR0Z7Sfps1P0tV5dudv76HwMlzQ2skzMGO3ErBqLdcBFP9rBk5gx4QdUEDpGw4Ieqm+GkfHYV9mfNSk8YAyhqJ14ZnzwJ1QvuF2aU/wAuWuBMsV6KEyIF78GARocgKss4j2hOL9onq5Mw4paFUU1LaXyoOHJXQ7BaJIo4wIJ4+5hWHIxVmG4dS5XHqa54UQBhPIesJgmHfEDWoyWnh66xLSyijf/adcwYFrquztrybiDolsutjstPLpmVkCHhvJjD8gcKBe7vqCe0bRSMmvNcilEohm1tHygBcD5Sm7pikg6DSb1qqsvDRgIfj2PdOEGuTyrkW/++Q2/+bKicyaPLP27lz8TL8a+Jg2P96ieSDYwIzhniB3nuzNHNIoTDGgRUo3VRcEe3VFaLUas78qK9T32984vn+iA0tf1wOeiTPB0yvQVWqGMN4I0QT+LEldZW6q6pHz9B5gxzMikdML5JLnOGd3w0WM1Xj9s3CLO3uI7Uc+fP9BvI1Fg3PoJvrSf1IgXYD0teZe5MHp0indZVY62waxPY6cidJzjRCp63zhRTSIAQUNMSrZHFkzmWL70NVcSCWDgHLdX0RGnzXCrhQei0WbqMNMox0+giOLv8V0P5bU+gEjiX0Do5Tu0BkVhPzQKzEIoW+6zxXpdWA56G9O+O+xY0zc0YfMBZxsgpb6qHmQ1jJzhdYcHPGO7l9NpTgsEFc5e8IZOxoQV4oWqKz6z2ko2ffBZaQl96E1S/LOpzLSMH+knI618ypW3J1+uDXt8xGY/PpqIHMejdljZgj/CCZ1H2VlLI27BMUbOWldU/kI/cA0Zm17mBjdiwQueSDXqFgwD5Nlb2ssYzLUlCDkmJ9CkiowFcpmCbodwLKy2O6TuHtinDgFikWx3IJOzYkysjWJuW+hE/ih63JwRqJfrijU54v2RLKfhybhqstjKWodnUuqDPDw1aUmJ7mMvroycZrgUOr/vudlMxLN+Gb6J7qFgmXlrH/KeyUqplkcDG9QqgdWECvzOwDze+VcUVuTVOD8jrwJzDbyrR653A6+7h0U4Ck2rFeQLNF6R2Ha5t/9+KGouVemYQ6AoZFDWGMJsGAzGibQtlcsK8rMWOve//qIgH+trA+zaL7pHqUJAT3DzfmEJdn/vIdVGJy/EzBHOvq6If8b2QKytiwyNADiUP34/T5Jwip/ratHgsbm4lhzYuK5j5aLvfbUvdEHi0FRHVkg6GUrDu+kpmZUXIITcdva1kNURFjcLkFZ/KxF1zMYHrgm+EaedO9mQy/SnBHu8YavXEnbQei0eu4hwadugH3qfPdC7DOc2m60OkCJmqXwvAkjgoyOp0BwSvSQ6yBZwSyCQmYX8drJOSNdjOVW9NpIlZN84SedgTeStrtROFKD6Hy2+hdRSYEACMPZuFELlg4lSJIMBejC+8fMiC1JAvsTuGC/mFMWHwoTIOZg8gXe9/hxWspHmLe2rDBRQvmJj1pmnYWgw2Ex2orwoNDTFvdWjs10/tx67kqtjM5E5qvqjJuciFoepbIAiA2TuDkWE1/b6lYbzTpsQYzhAjzmhgXEtOGFbtRm8aRGiO/RRRKhHO+sR5woPjIQIPxhIC6/6OK5bkqPP+5SSh5jP+AueZ1MQ/S5VFWUBKPAI+P2Wwpmwonmy8yPu26bAEitepTPz/U43yQs/28IxY/1EfvZ/ThC6Piap1dkNwl+R4+wcg1ttsQiAmij5IlhhvAVoGsuTY9Yww6AjoDyxfEHThZzcD/G87MlbkZGt75tlbzsre0qu3JwEFsgsvD972wW7Fv2MUZyKYwXCPzO3EuOgIAAENT9GlhCC5W/o3sv49kydAR5+gv+wubWk04pocrgwRcz/Jd8JPRuolc20c+v08iumwpNwx5Yl0AfL/iNYNgiRlqmAU41Al+QQ8YBSTMbXlG35EExhs2PMCRJX9kSde1Msb8+MfJTEUnA5E6wlhq3syc501JwgmGbKCqjerIQztOWTlvuV6AMR3ua7SDzhMww2poIp2OOHSEB/z4NyYdTCh8fghUFgRAcF5sRsdxjMXqEiCq7E2bzyEnLX6ytK80qrYhAWVJnvbejIT9fKE3xPVBi2XebKVXGaeGqDpS27cT1yo63OndzamjqjWnvyJUfb/mvkSm/9zaxMk+7nEUH7f7IEol8fwLo8qUq1xGB5KM0Zpy+JbaNrQUlo2+no2hI07nu43DPBuiOxCSCZPJLvbTaR+lHem63YmLTqRyVkUt3h67GbYHKQ+XJ0XvHfx/jF/Ls5H+f2jwPKpDeL46GQbE5TXYUwYeftmJBpZq9+xM3gC7Yb7la20uaWWMGIBxuGuc6H4pnqaj3q/6nggXGjSzPi+/12aG/1K+xTYAtAXoI21jXrgmnH+ae34nxgspS1I6jVJ3pbIpr/e6bBjnZ6M2WWWZfJzORmEaRuWi/Qt0FBWsuh8eoj2cBCAcDSDh6KfBYTKPi+Rlmo8C/W1lOS9Pqw3uRs52lx6uLhzCfFa+6695UJzonLqdaiBagdobFz8IDJZv4D4/jmJI0U/5kU1K6Hmp87uHx/LYTW9bXMwpIZAF1v+wUso9HWcdnOVnDDNzuK0Bmm9/CUh6t5h0wzhhBfehtjkIbwsz6ZuxIlTjS9ANOCjy/xtEesOz+VFlJMYz00ruBpKlbCQWOGH3deKckRWGl3X8h9Y2tqKDULjiDOKVDIhBGqh4bg//bMDJQHNenouIg0jt+9d0QrLcnRjgoIAOAEvEZgGGRMbEL9XbqCi6XNLwHQ/+bQ86t0BSVKgQIV04xAd1fALU7z6a3iDc/YQmhYO/1yBpTuuPkJT6B20igvQXyhPhqUr0SFNzYB/hbBCtCXoY6Yq+uklMTvVnFbqTUhmCR6X86nvJnlXvfbyilQ8f9extWnlo9PFimGn1/m6nzfKDHikcb/5Vu0CbZn9dBQlEOcqvCeyr+1B0sS+1iSPFNSfFyWur+RCDzqC9RG3KiK4PWFTX7nxIh83ZiXC50zVl8MAqw98XyFc66pNJyIcCuvBmY/PxfqxbHQq79ei68UFX47vTfp83/ucTPwKT9tZw7tA/KHQYE9ikYzMlWyrnXTiSchSohNtLJuDaB9x+y1DNIuZPhMnTWLKPWWAyuyKz4y0pnkGIQD1cpqFk2OvQ4NaDZWETaUakfwMxFkM2wYGT+nhYC4Wwi88lqWQKGcs6WNcme8l3pytKdw8u+Iuq70pi64krRDVBUG53P8F4/ywaLY4vAE+6nJZXexWkm8LFdSmTYCEkiDYEZjSN0a+xeuzekKGOSYrocVjtwtML/B975zUsXOgKjdGYTrqQKqfkR8QK7EXE2vVDDwpeFHIMz1e6XKmWVGdbNmq9bpq+RF5VA18b3bhGahLVmtJuhGPOZ8m1PMoOzjqTLvGZ9G/MBH7nBrCQ+PHp8CfyH26/ifY9v3PEufMHCfIfu6lT39nZfsu+ALBXy2lS+ctCU+q0SmLTSxPlIqsTuYCSkedly04+Gw6bkXHKCJytdXvLcv1UsKgHC2ZB7FtegszNc5eBvfz2pxlVq21fW8NxBDgw100VkgnsddjEQ9PCN4Y8mfZJ5RldQJLmVtmu/8aCyr2VMjHy0esJdnkM35JOnAjRWlnBhwwuQCJVepaIGOxugKaPVLiUh3gVSVlSLNVemNKaYuP9o4CPX5DtWtwUpOv4pTIBSE7ARuZbD25xwRLWLPhu5w1mwxckqLgPNKXv+vwpHX90Ohhx1hyLkHD7BMlL69rdwKkL2j6jK77db6HN3R3/JmE1zbCdleXOFw7kGVhj/b6QTAXR+2otNRCvkiSRFziE6e66jMQRsLbunhhJyq8PgKo9w5FlVyt0a9X5z3YsdGO68bqf8FcAAzCdU2sEAJdI57jcCeF0Iv2VrhRh9wEc5icOHoA5KkTw+Iz614PPyrtm1sBU6FxiqMKgn8IIT7AMzafIBkXe8/Q/9pkvxk7SIoy5VRSoMP67PR0pgmh4DfbLWX7O78CqyavK7iZJT/FHQ8WG5TNw3wgMHjc7Rm5CZf3tztGh4K99MuI97a8pE6mZXuj2bC0wVN9vuw2+tkXrdtiyTXJ8lavV0gg/p92fqeVxVC+eoCJUoJ5j5l2Yr8XzLwaHU9ESPYrX5rTOJ+s9s/XY2qG61Fuag3Bg7HKDTarBhY1Egj1FpZ1GZA89palmQQllEKaTL7D/MCbEz0tvxQkCrpPFcrsXYSnaBTNvpTVPqrLjxz1vM8f1rEw2FjmW9t6ipiH4Lp6SgbSt7NvNbv/Csywno+4vcMg3fUsKch0tXLUub0tYdtUx6T8OCr4ToeR3LhDTNj8aPD/G7BP1ooMwll4ykfIE6UBrNfkXZ681scNIcR0Ran5z7SgjFCrTwfs609KgkiLjYjXyq3YIbyi1GZwN7yOPwc0Ogd72/PXJjfG85zJkbpdWdS5xB7KEaXCdTB2QBsFE2jtoGkFgTq4IC6EflbAJl0GQpVc98VSKxQVZUbL5bFuiW5B1ycDv4nsowQx8WW+4/MgM1l3v/ke9sKrm/k1Qq0Ctx/rAJbe/0AVCKW0c8qvR8vJPKUPnjAwWpM9SMjODW7iJW8wvUh6smAS/qpVIaNzg3LLCpohbYollXWzr+O5ljxeUDYBpp8RHAWbQxGYpq517o5ozUmxRediwbN3W1QPAjCZiLKrAe78TNuIICt5J7lOF5CeQrwyIt12kHNbhjpkd3hEwudn8YSn/aVRbjEjKfFmnRJm3rlC12MIHGBRd6ABN++XdJ2v8ikJExIpSjcSvZsD/KAA58XVvJ/yTcvWXeMu4RrdSSfMHMeTDxSII4pwQiQyDWjC/PpYpuwX6BUpVLdu0wY3Fll8VE3JmsnC/n4qB3K+KZHTSiXmxFsvijOD0yhF78rg46inpk9BSguiz01rheSBYPBBB3CbgFG3hDrttaBJiEG5FujsYEB1tjH0yw9GijkWLQDIyBqZuYnbt7i2bjF8yL8PwNGBtpmas3kHEHLFL4BQKAVCjsmYM2pNL+32wnqovx0LYO9ZV/7zoKrTxaJihAAB1HYiN82cJPDLTLE0eOjwJXIKMQyeaWCJu1jrwl2gQMY8aknFkhw9igFhNoUYmBk3gNq9xvDLFuv/9A2iB17ORkV2q0qeALEZTMB0GlnLBA6CB/MIRAlmCIUIfrRax2+CdxkBMZqZAwsiH4yiRII8eCs7EN24IIHJvkKHc7xLpCFcdRASTfSKXxrzmRQfsRaBJvlI1QjXr3Q5evBuoFnCVOWwYge1KeFtNXyxvNLo9kXUdY8+6cgAL+ntKZczEPlqkqllftqWiJR+C74YED4+eMe5XhMQkIq7paYTSZSczDsX89Eu6F+HoAcK7nFhPtqHj5t3vHjk5AK88DzxVOvP3acL4R06PPGek2cHbkOSDmlzL3cdWTRQy6UCLozSeSw+dc74BhR0grhYlysnJC9MAKir8UC+W/CYUc3XsZDQyk4nZSVFN96S0PhW2wwFUyDbVlRYxy/15sd5JByHp4cpj+nxzkj5teGb12bQGxAARtcLVo5UcVgHIkGD/S+vGZi8YYnczOhGozvaArsAffrpB/hNQ4Axy6xIyfhOWmReolRSfQAh6W2F5TJoyQz/ggwgjfe5gTZaCtIQp+R9y/LWr/kDRfACQG/AOHrDarlo3PfaEnds7uUjaUZ53kmUxrhEfsGll9OUBtgFs8IXTMrp4ZEY5eSfRaRGPek6bmAsbG3esneksoFouXQ7M+XEB8tgqHoIkKHwO/wIrTZARYecgZZGoCrpbNP2qCIvOX+LtH01XjgSKwySHAsCQrP1CH7XHRSlPX6l0RFzOfsqUJY6MSoe48uR/o++lRxuxPjZzjAE82B/nIUZcvtgB8EVl1+XmFHY6Xt157z5c7AOC1dkOnszkXTAfGN/P4OdpavhALwWoJsg+lYUAAAAA=",pwar:"data:image/webp;base64,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"};

function finalOverlayAyar(y){
  const alpha=y<=0.5
    ? 0.60+(0.32-0.60)*(y/0.5)
    : 0.32+(0.72-0.32)*((y-0.5)/0.5);
  return {renk:[2/255,2/255,31/255],alpha:alpha};
}
const FINAL_OVERLAY_UST=finalOverlayAyar(0);
const FINAL_OVERLAY_MERKEZ=finalOverlayAyar(0.5);
const FINAL_OVERLAY_ALT=finalOverlayAyar(1);
function sh(t,s){const o=gl.createShader(t);gl.shaderSource(o,s);gl.compileShader(o);
  if(!gl.getShaderParameter(o,gl.COMPILE_STATUS))throw new Error(gl.getShaderInfoLog(o));return o;}
function prog(vs,fs){const p=gl.createProgram();gl.attachShader(p,sh(gl.VERTEX_SHADER,vs));
  gl.attachShader(p,sh(gl.FRAGMENT_SHADER,fs));gl.linkProgram(p);
  if(!gl.getProgramParameter(p,gl.LINK_STATUS))throw new Error(gl.getProgramInfoLog(p));
  p.u=new Proxy({},{get:(_,k)=>gl.getUniformLocation(p,k)});return p;}
function tex(){const t=gl.createTexture();gl.bindTexture(gl.TEXTURE_2D,t);
  gl.texParameteri(gl.TEXTURE_2D,gl.TEXTURE_MIN_FILTER,gl.LINEAR);
  gl.texParameteri(gl.TEXTURE_2D,gl.TEXTURE_MAG_FILTER,gl.LINEAR);
  gl.texParameteri(gl.TEXTURE_2D,gl.TEXTURE_WRAP_S,gl.CLAMP_TO_EDGE);
  gl.texParameteri(gl.TEXTURE_2D,gl.TEXTURE_WRAP_T,gl.CLAMP_TO_EDGE);return t;}

function fromImage(img,onCarpim){const t=tex();gl.bindTexture(gl.TEXTURE_2D,t);
  gl.pixelStorei(gl.UNPACK_FLIP_Y_WEBGL,false);
  gl.pixelStorei(gl.UNPACK_PREMULTIPLY_ALPHA_WEBGL,!!onCarpim);
  gl.texImage2D(gl.TEXTURE_2D,0,gl.RGBA,gl.RGBA,gl.UNSIGNED_BYTE,img);
  gl.pixelStorei(gl.UNPACK_PREMULTIPLY_ALPHA_WEBGL,false);
  return t;}
function target(w,h){const t=tex();gl.bindTexture(gl.TEXTURE_2D,t);
  gl.texImage2D(gl.TEXTURE_2D,0,gl.RGBA,w,h,0,gl.RGBA,gl.UNSIGNED_BYTE,null);
  const f=gl.createFramebuffer();gl.bindFramebuffer(gl.FRAMEBUFFER,f);
  gl.framebufferTexture2D(gl.FRAMEBUFFER,gl.COLOR_ATTACHMENT0,gl.TEXTURE_2D,t,0);
  gl.bindFramebuffer(gl.FRAMEBUFFER,null);return {t:t,f:f,w:w,h:h};}

const QUAD_VS=`#version 300 es
in vec2 aPos; out vec2 vUv;
uniform vec2 uRes; uniform vec4 uRect; uniform vec3 uRot;
void main(){ vUv=aPos;
  vec2 p=(aPos-uRot.yz)*uRect.zw;
  float c=cos(uRot.x), s=sin(uRot.x);
  p=vec2(p.x*c-p.y*s, p.x*s+p.y*c);
  p+=uRect.xy+uRot.yz*uRect.zw;
  vec2 cl=(p/uRes)*2.0-1.0;
  gl_Position=vec4(cl.x,-cl.y,0.,1.); }`;
const POST_VS=`#version 300 es
in vec2 aPos; out vec2 vUv;
void main(){ vUv=aPos; gl_Position=vec4(aPos*2.0-1.0,0.0,1.0); }`;
const NOISE=`
float hash(vec2 p){ return fract(sin(dot(p,vec2(127.1,311.7)))*43758.5453); }
float vn(vec2 p){ vec2 i=floor(p),f=fract(p); f=f*f*(3.0-2.0*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 s=0.0,a=0.5; for(int i=0;i<4;i++){ s+=vn(p)*a; p*=2.03; a*=0.5; } return s; }`;

const SPRITE_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform sampler2D uTex; uniform vec4 uTint; uniform vec4 uRect; uniform vec3 uRot;
uniform vec2 uLight; uniform float uLightI; uniform vec2 uHearth; uniform float uLit;

uniform float uLightR; uniform float uAmb;
void main(){
  vec4 c=texture(uTex,vUv); c*=uTint; if(c.a<0.003) discard;
  if(uLit<0.5){ o=c; return; }
  vec2 local=(vUv-uRot.yz)*uRect.zw;
  float cs=cos(uRot.x), sn=sin(uRot.x);
  vec2 px=uRect.xy+uRot.yz*uRect.zw+vec2(local.x*cs-local.y*sn, local.x*sn+local.y*cs);
  float dI=distance(px,uLight);
  float keyF=1.0/(1.0+pow(dI/max(8.0,uLightR),2.2));
  vec3 key=vec3(1.0,0.42,0.12)*keyF*uLightI*2.4;
  float dH=distance(px,uHearth);
  float fillF=1.0/(1.0+pow(dH/max(8.0,uLightR*4.6),2.0));
  vec3 fill=vec3(1.0,0.5,0.22)*fillF*0.55;
  vec3 amb=vec3(0.16,0.16,0.24)*uAmb;
  o=vec4(c.rgb*(amb+fill+key), c.a); }`;
const IRON_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform float uHeat; uniform float uT;
void main(){
  float py=vUv.y*2.0-1.0;
  float capL=smoothstep(0.0,0.035,vUv.x), capR=smoothstep(1.0,0.965,vUv.x);
  float body=(1.0-smoothstep(0.72,1.0,abs(py)))*capL*capR;
  if(body<=0.004) discard;
  float cyl=sqrt(max(0.0,1.0-py*py*0.92));
  float spec=pow(max(0.0,1.0-abs(py+0.28)),6.0)*0.5;
  float zone=smoothstep(0.46,0.97,vUv.x);
  float h=clamp(uHeat*zone*1.15,0.0,1.0);
  float flick=0.93+0.07*sin(uT*9.0+vUv.x*14.0);
  vec3 ironCold=vec3(0.085,0.08,0.10)*(0.55+cyl*0.75);
  vec3 glow=mix(vec3(0.85,0.16,0.03),vec3(1.9,1.55,0.95),smoothstep(0.35,1.0,h))*flick*(0.55+cyl*0.6);
  vec3 c=mix(ironCold,glow,smoothstep(0.04,0.5,h));
  c+=spec*mix(0.35,1.2,h);
  o=vec4(c*body,body); }`;

const SHADOW_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o; uniform float uStrength; uniform vec3 uCol;
void main(){ vec2 p=vUv*2.0-1.0; float d=length(p*vec2(1.0,1.9));
  o=vec4(uCol,(1.0-smoothstep(0.0,1.0,d))*uStrength); }`;

const FINAL_OVERLAY_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform vec3 uCol; uniform vec3 uAlpha;
void main(){
  float a=vUv.y<=0.5
    ? mix(uAlpha.x,uAlpha.y,vUv.y*2.0)
    : mix(uAlpha.y,uAlpha.z,(vUv.y-0.5)*2.0);
  o=vec4(uCol,a); }`;

const TABLE_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform vec2 uRes; uniform vec4 uRect; uniform vec2 uLamp; uniform float uWarm;
`+NOISE+`
void main(){
  vec2 px=uRect.xy+vUv*uRect.zw; vec2 uv=px/uRes;
  float grain=fbm(vec2(uv.x*3.0,uv.y*46.0))*0.55+fbm(vec2(uv.x*9.0,uv.y*130.0))*0.45;
  float knot=fbm(uv*vec2(2.0,3.0)+7.3);
  vec3 wood=mix(vec3(0.052,0.040,0.036),vec3(0.115,0.086,0.062),grain*0.75+knot*0.25);
  vec2 d=(px-uLamp)/vec2(uRes.x*0.46,uRes.y*0.62);
  float pool=exp(-dot(d,d)*1.35);
  vec3 lamp=mix(vec3(1.0,0.86,0.62),vec3(1.0,0.94,0.82),uWarm);
  o=vec4(wood*(0.30+pool*1.50)+lamp*pool*0.10,1.0); }`;

const POWDER_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform sampler2D uPhoto; uniform sampler2D uMask;
uniform vec2 uRes; uniform vec4 uRect; uniform vec2 uLamp; uniform vec2 uPad; uniform float uT;
`+NOISE+`
void main(){
  vec2 px=uRect.xy+vUv*uRect.zw;
  vec2 inner=(vUv-uPad)/(1.0-2.0*uPad);
  bool isPhoto=inner.x>0.0&&inner.x<1.0&&inner.y>0.0&&inner.y<1.0;
  float paperN=fbm(vUv*vec2(180.0,140.0));
  vec3 paper=mix(vec3(0.80,0.75,0.64),vec3(0.90,0.86,0.76),paperN);
  float edge=max(max(uPad.x-vUv.x,vUv.x-(1.0-uPad.x))/uPad.x,
                 max(uPad.y-vUv.y,vUv.y-(1.0-uPad.y))/uPad.y);
  paper*=mix(1.0,0.74,clamp(edge,0.0,1.0))*mix(0.92,1.0,fbm(vUv*7.0));
  vec3 base=paper;
  if(isPhoto){
    vec3 ph=texture(uPhoto,inner).rgb;
    ph=(ph-0.5)*1.10+0.5; ph*=vec3(1.05,1.0,0.90);
    float f=min(min(inner.x,1.0-inner.x),min(inner.y,1.0-inner.y));
    ph*=mix(0.55,1.0,smoothstep(0.0,0.02,f));
    base=ph;
  }

  float age=texture(uMask,vec2(vUv.x,1.0-vUv.y)).r;

  float g1=vn(vUv*vec2(420.0,300.0));
  float g2=fbm(vUv*vec2(16.0,12.0));
  vec3 powder=mix(vec3(0.085,0.080,0.078),vec3(0.20,0.185,0.17),g1*0.55+g2*0.45);

  float thick=0.92+fbm(vUv*vec2(3.4,2.6)+2.1)*0.06;
  vec3 buried=mix(base,powder,thick);

  float lit=smoothstep(0.005,0.028,age);
  float spent=smoothstep(0.10,0.34,age);

  vec3 ash=mix(base,vec3(0.16,0.15,0.14),0.08*(1.0-smoothstep(0.34,1.0,age)));
  vec3 c=mix(buried,ash,spent);

  float front=lit*(1.0-smoothstep(0.03,0.13,age));
  float fl=0.75+0.25*vn(vUv*vec2(90.0,70.0)+vec2(0.0,-uT*3.0));
  vec3 fire=mix(vec3(1.9,0.55,0.06),vec3(2.0,1.65,0.9),smoothstep(0.35,1.0,front))*fl;
  c=mix(c,fire,front*0.92);

  float pre=lit*(1.0-smoothstep(0.13,0.22,age))*(1.0-front);
  c+=vec3(0.55,0.16,0.02)*pre;

  vec2 dl=(px-uLamp)/vec2(uRes.x*0.45,uRes.y*0.85);
  float pool=exp(-dot(dl,dl)*1.2);
  c*=0.40+pool*0.85;

  c+=fire*front*0.55;
  o=vec4(c,1.0); }`;

const BURN_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform sampler2D uPrev; uniform ivec2 uSize; uniform float uDt;
`+NOISE+`
float at(ivec2 q){ return texelFetch(uPrev,clamp(q,ivec2(0),uSize-1),0).r; }
void main(){
  ivec2 p=ivec2(gl_FragCoord.xy);
  float a=at(p);
  if(a>0.0){ o=vec4(min(1.0,a+uDt*0.75),0.0,0.0,1.0); return; }
  float n=0.0;
  n=max(n,at(p+ivec2(1,0))); n=max(n,at(p-ivec2(1,0)));
  n=max(n,at(p+ivec2(0,1))); n=max(n,at(p-ivec2(0,1)));

  float dg=max(max(at(p+ivec2(1,1)),at(p+ivec2(-1,1))),
               max(at(p+ivec2(1,-1)),at(p+ivec2(-1,-1))));
  n=max(n,dg*0.70);

  float thr=0.026+vn(vUv*70.0)*0.010;
  o=vec4(n>thr?0.02:0.0,0.0,0.0,1.0); }`;
const BRUSH_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o; uniform float uAmt;
void main(){ float d=length(vUv*2.0-1.0);
  float a=(1.0-smoothstep(0.15,1.0,d))*uAmt; o=vec4(a,0.0,0.0,1.0); }`;

const LANTERN_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform sampler2D uPhoto; uniform vec2 uRes; uniform vec4 uRect;
uniform vec2 uPad; uniform vec2 uLan; uniform float uR; uniform float uFlick;
`+NOISE+`
void main(){
  vec2 px=uRect.xy+vUv*uRect.zw;
  vec2 inner=(vUv-uPad)/(1.0-2.0*uPad);
  bool isPhoto=inner.x>0.0&&inner.x<1.0&&inner.y>0.0&&inner.y<1.0;
  float paperN=fbm(vUv*vec2(170.0,130.0));
  vec3 paper=mix(vec3(0.74,0.70,0.60),vec3(0.86,0.82,0.72),paperN);
  float edge=max(max(uPad.x-vUv.x,vUv.x-(1.0-uPad.x))/uPad.x,
                 max(uPad.y-vUv.y,vUv.y-(1.0-uPad.y))/uPad.y);
  paper*=mix(1.0,0.70,clamp(edge,0.0,1.0));
  vec3 base=paper;
  if(isPhoto){
    vec3 ph=texture(uPhoto,inner).rgb;
    ph=(ph-0.5)*1.06+0.5;
    float l=dot(ph,vec3(0.299,0.587,0.114));
    ph=mix(vec3(l),ph,0.30)*vec3(1.02,0.98,0.88);
    float f=min(min(inner.x,1.0-inner.x),min(inner.y,1.0-inner.y));
    ph*=mix(0.55,1.0,smoothstep(0.0,0.02,f));
    base=ph;
  }
  float d=distance(px,uLan);
  float core=1.0/(1.0+pow(d/(uR*0.60),2.4));
  float halo=1.0/(1.0+pow(d/(uR*2.0),2.0));
  float lit=(core*0.62+halo*0.30)*uFlick;
  vec3 lcol=mix(vec3(0.62,0.68,0.86),vec3(1.0,0.84,0.58),clamp(core*1.5,0.0,1.0));
  o=vec4(base*(vec3(0.085,0.085,0.115)+lcol*lit*1.15),1.0); }`;

const SPARK_VS=`#version 300 es
in vec2 aPos; in vec2 aUv; in vec4 aCol; out vec2 vUv; out vec4 vCol; uniform vec2 uRes;
void main(){ vUv=aUv; vCol=aCol; vec2 cl=(aPos/uRes)*2.0-1.0; gl_Position=vec4(cl.x,-cl.y,0.,1.); }`;
const SPARK_FS=`#version 300 es
precision highp float; in vec2 vUv; in vec4 vCol; out vec4 o;
void main(){ float across=1.0-smoothstep(0.0,1.0,abs(vUv.y*2.0-1.0));
  float along=mix(0.15,1.0,vUv.x);
  float a=across*along*vCol.a; o=vec4(vCol.rgb*a,a); }`;

const EMBER_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform float uT; uniform float uHeat; uniform float uCool;
`+NOISE+`
void main(){
  vec2 p=vUv*2.0-1.0;

  float up=mix(0.58,0.92,uCool), dn=mix(1.35,1.06,uCool);
  vec2 q=vec2(p.x*mix(1.18,1.0,uCool), p.y*(p.y<0.0?up:dn));
  float d=length(q);

  float n=fbm(vec2(p.x*3.2,p.y*3.2+uT*2.1));
  d*=1.0+(n-0.5)*mix(0.42,0.10,uCool);
  float core=1.0-smoothstep(0.0,0.26,d);
  float body=1.0-smoothstep(0.10,0.78,d);
  float halo=1.0-smoothstep(0.22,1.0,length(p));
  float fl=0.90+0.10*sin(uT*13.0)+0.05*sin(uT*29.0);

  vec3 hotC=vec3(2.4,2.0,1.45), hotB=vec3(2.0,0.68,0.10), hotE=vec3(1.25,0.20,0.03);
  vec3 c=hotC*core*1.15+hotB*body*0.85+hotE*max(0.0,body-core)*0.45;

  vec3 lan=vec3(1.7,1.30,0.80);
  c=mix(c,lan*(core*1.25+body*0.70),uCool);
  c+=mix(hotB,lan,uCool)*halo*0.22;
  c*=fl*uHeat;
  float a=clamp(core*1.5+body*0.75+halo*0.26,0.0,1.0)*uHeat;
  o=vec4(c*a,a); }`;

const VIDEO_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform sampler2D uTex; uniform float uSepia; uniform float uScrim; uniform float uIntro;

uniform vec2 uAtes; uniform float uRenk; uniform float uAuto; uniform vec2 uRes;
void main(){
  vec3 c=texture(uTex,vUv).rgb;
  float l=dot(c,vec3(0.299,0.587,0.114));
  vec3 sep=vec3(l)*vec3(1.14,0.97,0.74);
  float geri=uAuto;
  if(uRenk>0.0){
    float d=distance(vUv*uRes,uAtes);
    geri=max(geri,1.0-smoothstep(uRenk*0.45,uRenk,d));
  }
  c=mix(c,sep,uSepia*(1.0-clamp(geri,0.0,1.0)));
  c=(c-0.5)*1.07+0.5;
  float s=uScrim<0.0?smoothstep(0.02,0.62,vUv.x):smoothstep(0.98,0.38,vUv.x);
  if(uScrim==0.0) s=1.0;
  c*=mix(0.28,1.0,s);
  o=vec4(max(c,vec3(0.0))*uIntro,1.0); }`;

/*
  S05 harf shader'ı: her harf alttan yukarı ilerleyen bir yanma cephesiyle
  "işlenir". Quad, harf kutusundan yukarı doğru taşar (uGly harfin quad
  içindeki dikey aralığı); taşan bölgede cephenin üstünde prosedürel alev
  dilleri yükselir. Cephenin altında kalan gövde önce akkor, scroll
  ilerledikçe (uCool) soğuyup altın metale döner.
*/
const LETTER_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform sampler2D uLetters; uniform vec2 uSub; uniform vec2 uGly;
uniform float uRev; uniform float uCool; uniform float uT; uniform float uSeed;
`+NOISE+`
void main(){
  float r=clamp(uRev,0.0,1.0);
  float gy=(vUv.y-uGly.x)/(uGly.y-uGly.x);
  float u=mix(uSub.x,uSub.y,vUv.x);
  float a=(gy>=0.0&&gy<=1.0)?texture(uLetters,vec2(u,gy)).a:0.0;

  float edge=1.08-r*1.26;
  float e=edge+(vn(vec2(vUv.x*26.0+uSeed*13.0,uT*1.6))-0.5)*0.09;

  float dolu=smoothstep(0.0,0.085,gy-e);
  float cephe=exp(-abs(gy-e)*15.0)*(1.0-smoothstep(0.90,1.0,r*(0.2+uCool)));

  float uzak=clamp((gy-e)*1.35,0.0,1.0);
  float soguk=clamp(uzak*0.45+uCool,0.0,1.0);
  vec3 kor=mix(vec3(2.10,0.72,0.11),vec3(1.45,0.38,0.05),uzak*0.65);
  float fl=0.90+0.10*sin(uT*5.0+uSeed*6.0)+0.05*vn(vec2(uSeed*20.0,uT*1.7));

  float parla=0.82+0.18*sin(gy*8.0+uSeed*5.0)
    +0.30*pow(max(0.0,sin(uT*0.8+vUv.x*2.6+gy*1.5+uSeed*2.0)),10.0);
  vec3 altin=vec3(0.93,0.91,0.10)*parla*(0.72+0.50*(1.0-gy));
  vec3 govdeC=mix(kor*fl,altin,soguk);

  vec3 c=govdeC*dolu*a;
  c+=vec3(2.4,2.1,1.5)*cephe*a*(1.0-uCool*0.9);

  float ghost=(1.0-dolu)*a;
  c+=vec3(0.05,0.045,0.075)*ghost;

  /*
    Alevler. Maske cephenin hemen altındaki harf dokusundan alınır; tek
    örnek yerine 3 örnekle yumuşatılır, yoksa harf gövdesinin dik kenarları
    alevde keskin kenarlı dikdörtgen "çıkıntı" olarak yukarı uzuyordu.
    Ayrıca cephe harfin tepesini geçince alev söner (tepeUst): sönmeyince
    harfin üstünde havada asılı parlak bloklar kalıyordu.
  */
  float mRow=clamp(e+0.06,0.03,0.97);
  float mask=(texture(uLetters,vec2(u,mRow)).a
    +texture(uLetters,vec2(u-0.006,mRow)).a
    +texture(uLetters,vec2(u+0.006,mRow)).a)/3.0;
  mask*=mask;
  float tepeUst=smoothstep(0.06,0.24,e);
  float env=smoothstep(0.01,0.10,r)*(1.0-smoothstep(0.62,0.88,r))*(1.0-uCool)*tepeUst;
  float ft=e-gy;
  float alevA=0.0; vec3 alevC=vec3(0.0);
  if(ft>0.0&&ft<0.60&&env>0.001){
    float boyJit=0.75+0.5*vn(vec2(u*46.0+uSeed*29.0,uSeed*7.0));
    float fy=ft/(0.60*boyJit);
    float n=fbm(vec2(vUv.x*8.0+uSeed*17.0,(gy+uT*1.35)*3.4));
    float dil=smoothstep(0.40,0.78,n-fy*0.75);
    /* cepheye yapisan uc: dipte kisik, ortada guclu; dolu blok olusmasin */
    float dip=smoothstep(0.015,0.14,ft);
    alevA=dil*mask*env*(1.0-fy)*(0.30+0.70*dip);
    alevC=mix(vec3(1.25,0.20,0.02),vec3(2.10,1.30,0.34),clamp(1.0-fy*1.5,0.0,1.0));
  }
  c+=alevC*alevA;

  float al=clamp(dolu*a+cephe*a*0.85+ghost*0.15+alevA*0.85,0.0,1.0);
  o=vec4(c,al); }`;

const FORGEBG_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform vec2 uRes; uniform float uT; uniform float uIsi; uniform vec2 uAtes;
`+NOISE+`
void main(){
  vec2 p=vUv*2.0-1.0;
  float d=length(p*vec2(1.0,1.25));

  vec3 taban=mix(vec3(0.020,0.018,0.075),vec3(0.045,0.040,0.135),1.0-smoothstep(0.0,1.25,d));

  float dip=smoothstep(1.0,0.25,vUv.y)*(0.10+0.55*uIsi);
  vec3 kor=vec3(0.85,0.34,0.08)*dip*(0.65+0.35*vn(vec2(vUv.x*3.0,uT*0.4)));

  float da=distance(vUv*uRes,uAtes)/uRes.y;
  vec3 el=vec3(1.0,0.48,0.18)*(0.22/(1.0+pow(da/0.30,2.2)));
  vec3 c=taban+kor+el;

  c*=0.90+0.10*fbm(vUv*vec2(3.0,2.2)+uT*0.02);
  c+=(vn(vUv*vec2(420.0,320.0))-0.5)*0.012;
  o=vec4(c,1.0); }`;

const PRINT2_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform sampler2D uPhoto; uniform vec2 uRes; uniform vec4 uRect;
uniform vec2 uPad; uniform vec2 uLan; uniform float uR; uniform float uOwn; uniform float uFlick;
`+NOISE+`
void main(){
  vec2 px=uRect.xy+vUv*uRect.zw;
  vec2 inner=(vUv-uPad)/(1.0-2.0*uPad);
  bool isPhoto=inner.x>0.0&&inner.x<1.0&&inner.y>0.0&&inner.y<1.0;
  float paperN=fbm(vUv*vec2(170.0,130.0));
  vec3 paper=mix(vec3(0.72,0.68,0.58),vec3(0.85,0.81,0.71),paperN);
  float edge=max(max(uPad.x-vUv.x,vUv.x-(1.0-uPad.x))/uPad.x,
                 max(uPad.y-vUv.y,vUv.y-(1.0-uPad.y))/uPad.y);
  paper*=mix(1.0,0.70,clamp(edge,0.0,1.0));
  vec3 base=paper;
  if(isPhoto){
    vec3 ph=texture(uPhoto,inner).rgb;
    ph=(ph-0.5)*1.05+0.5;
    float f=min(min(inner.x,1.0-inner.x),min(inner.y,1.0-inner.y));
    ph*=mix(0.6,1.0,smoothstep(0.0,0.018,f));
    base=ph;
  }
  float d=distance(px,uLan);
  float core=1.0/(1.0+pow(d/(uR*0.62),2.4));
  float halo=1.0/(1.0+pow(d/(uR*2.1),2.0));
  float lit=(core*0.55+halo*0.28)*uFlick;
  vec3 lcol=mix(vec3(0.70,0.72,0.86),vec3(1.0,0.82,0.55),clamp(core*1.5,0.0,1.0));

  vec3 kal=vec3(1.0,0.90,0.62)*uOwn*0.72;
  o=vec4(base*(vec3(0.075,0.075,0.10)+kal+lcol*lit*1.10),1.0); }`;

const WIPE_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform sampler2D uDun; uniform sampler2D uBugun; uniform vec4 uUvA; uniform vec4 uUvB;
uniform float uX; uniform float uT; uniform float uIntro;
`+NOISE+`
void main(){
  vec3 dun=texture(uDun,vUv*uUvA.xy+uUvA.zw).rgb;
  float l=dot(dun,vec3(0.299,0.587,0.114));
  dun=mix(vec3(l),dun,0.20)*vec3(1.14,0.99,0.76);
  dun=(dun-0.5)*0.94+0.46;
  dun*=0.86+0.14*fbm(vUv*vec2(7.0,5.0));
  vec3 bugun=texture(uBugun,vUv*uUvB.xy+uUvB.zw).rgb;
  float kirik=(vn(vec2(vUv.y*9.0,uT*0.8))-0.5)*0.035;
  float x=uX+kirik;

  float m=smoothstep(x-0.012,x+0.012,vUv.x);
  vec3 c=mix(dun,bugun,m);
  float hat=1.0-smoothstep(0.0,0.018,abs(vUv.x-x));
  c+=vec3(1.5,0.55,0.10)*hat*(0.55+0.45*vn(vec2(vUv.y*30.0,uT*3.0)));
  o=vec4(c*uIntro,1.0); }`;

const PHOTO_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform sampler2D uTex; uniform vec4 uUv; uniform vec2 uRes; uniform vec2 uLan;
uniform float uR; uniform float uFlick; uniform float uIntro; uniform float uScrim;
uniform vec3 uCol1; uniform vec3 uCol2; uniform float uAmb;
void main(){
  vec3 c=texture(uTex,vUv*uUv.xy+uUv.zw).rgb;
  vec2 px=vUv*uRes;
  float d=distance(px,uLan);
  float core=1.0/(1.0+pow(d/(uR*0.7),2.2));
  float halo=1.0/(1.0+pow(d/(uR*2.4),1.9));
  float lit=(core*0.75+halo*0.42)*uFlick;
  vec3 lcol=mix(uCol1,uCol2,clamp(core*1.4,0.0,1.0));
  float s=uScrim<0.0?smoothstep(0.02,0.62,vUv.x):smoothstep(0.98,0.38,vUv.x);
  if(uScrim==0.0) s=1.0;
  c*=(vec3(uAmb)+lcol*lit*1.15)*mix(0.62,1.0,s);
  o=vec4(c*uIntro,1.0); }`;

const FLARE_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform float uT; uniform float uG;
`+NOISE+`
void main(){
  vec2 p=vUv*2.0-1.0;

  float yb=1.0-vUv.y;
  float ak=fbm(vec2(p.x*2.6,yb*2.2-uT*3.2));
  float ak2=fbm(vec2(p.x*5.0+3.0,yb*3.4-uT*4.6));

  float genislik=mix(0.40,0.62,smoothstep(0.0,0.22,yb))*(1.0-smoothstep(0.28,1.0,yb));
  float egri=(ak-0.5)*0.55*smoothstep(0.05,1.0,yb);
  float d=abs(p.x+egri)/max(0.02,genislik);
  float govde=(1.0-smoothstep(0.30,1.0,d))*(0.55+0.75*ak2)*smoothstep(0.0,0.05,yb);

  float cekirdek=(1.0-smoothstep(0.0,0.55,d))*(1.0-smoothstep(0.05,0.60,yb));
  vec3 c=vec3(2.3,1.95,1.35)*cekirdek*1.25
        +vec3(2.1,0.55,0.10)*govde*1.05
        +vec3(1.5,0.12,0.06)*max(0.0,govde-cekirdek)*0.7;
  float a=clamp(cekirdek*1.4+govde*0.95,0.0,1.0)*uG;
  if(a<=0.004) discard;
  o=vec4(c*a*uG,a); }`;

const ARM_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform sampler2D uTex; uniform float uG; uniform float uT; uniform vec2 uTexel;
`+NOISE+`
void main(){
  vec4 c=texture(uTex,vUv);
  if(c.a<=0.002&&max(c.r,max(c.g,c.b))<=0.002) discard;
  float l=dot(c.rgb,vec3(0.299,0.587,0.114));
  float isik=smoothstep(0.45,0.95,l);

  vec2 t=uTexel*3.0;
  float m=c.a;
  m=min(m,texture(uTex,vUv+vec2(t.x,0.0)).a);
  m=min(m,texture(uTex,vUv-vec2(t.x,0.0)).a);
  m=min(m,texture(uTex,vUv+vec2(0.0,t.y)).a);
  m=min(m,texture(uTex,vUv-vec2(0.0,t.y)).a);
  m=min(m,texture(uTex,vUv+t*1.8).a);
  m=min(m,texture(uTex,vUv-t*1.8).a);
  float nz=fbm(vec2(vUv.x*40.0,vUv.y*26.0-uT*2.4));
  float kenar=smoothstep(0.10,0.80,m*(0.72+nz*0.62));
  float k=mix(1.0,kenar,isik);

  vec3 col=c.rgb*k*mix(1.0,0.72,isik);

  float a=c.a*k*(1.0-0.85*isik);
  o=vec4(col*uG,a); }`;

const GLOW_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform float uA; uniform vec3 uCol; uniform float uT;
`+NOISE+`
void main(){
  vec2 p=vUv*2.0-1.0;
  float d=length(p);
  float isin=0.55+0.45*vn(vec2(atan(p.y,p.x)*3.0,uT*0.7));
  float a=(1.0-smoothstep(0.0,1.0,d));
  a=pow(a,2.2)*uA*isin;
  if(a<=0.003) discard;
  o=vec4(uCol*a,a); }`;

const SMOKE_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform float uA; uniform float uSeed; uniform vec3 uCol;
`+NOISE+`
void main(){
  vec2 p=vUv*2.0-1.0;
  float n=fbm(p*1.8+uSeed);
  float d=length(p)*(0.80+n*0.42);
  float a=(1.0-smoothstep(0.20,1.0,d))*uA;
  if(a<=0.003) discard;
  o=vec4(uCol*a,a); }`;

const CREST_FS=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o;
uniform sampler2D uTex; uniform float uLit; uniform float uT;
void main(){
  vec4 c=texture(uTex,vUv);
  if(c.a<0.004) discard;

  float par=0.96+0.04*sin(uT*1.4);
  float dalga=0.5+0.5*sin(uT*0.9-vUv.y*3.4);
  vec3 sonuk=c.rgb*0.26+vec3(0.02,0.02,0.07);
  vec3 canli=c.rgb*(1.0+0.30*uLit*dalga)*par;
  vec3 col=mix(sonuk,canli,smoothstep(0.0,0.75,uLit));
  float kenar=smoothstep(0.25,0.55,c.a)-smoothstep(0.62,0.92,c.a);
  col+=vec3(1.15,0.80,0.22)*kenar*uLit*(0.75+0.35*dalga);
  o=vec4(col*c.a,c.a); }`;

const FS_HEAD=`#version 300 es
precision highp float; in vec2 vUv; out vec4 o; uniform sampler2D uTex;`;
const pSprite=prog(QUAD_VS,SPRITE_FS), pIron=prog(QUAD_VS,IRON_FS), pShadow=prog(QUAD_VS,SHADOW_FS),
      pFinalOverlay=prog(QUAD_VS,FINAL_OVERLAY_FS),
      pTable=prog(QUAD_VS,TABLE_FS), pPowder=prog(QUAD_VS,POWDER_FS), pLan=prog(QUAD_VS,LANTERN_FS),
      pBurn=prog(POST_VS,BURN_FS), pBrush=prog(QUAD_VS,BRUSH_FS), pEmber=prog(QUAD_VS,EMBER_FS),
      pSpark=prog(SPARK_VS,SPARK_FS), pVideo=prog(QUAD_VS,VIDEO_FS),
      pLetter=prog(QUAD_VS,LETTER_FS), pPrint2=prog(QUAD_VS,PRINT2_FS),
      pWipe=prog(QUAD_VS,WIPE_FS), pPhoto=prog(QUAD_VS,PHOTO_FS),
      pSmoke=prog(QUAD_VS,SMOKE_FS), pCrest=prog(QUAD_VS,CREST_FS),
      pFlare=prog(QUAD_VS,FLARE_FS), pForgeBg=prog(QUAD_VS,FORGEBG_FS),
      pArm=prog(QUAD_VS,ARM_FS), pGlow=prog(QUAD_VS,GLOW_FS);
const pBright=prog(POST_VS,FS_HEAD+`
  uniform float uThresh;
  void main(){ vec3 c=texture(uTex,vUv).rgb; float l=dot(c,vec3(0.299,0.587,0.114));
    o=vec4(c*smoothstep(uThresh,uThresh+0.35,l),1.0); }`);
const pBlur=prog(POST_VS,FS_HEAD+`
  uniform vec2 uDir; uniform vec2 uTexel;
  void main(){ float w[5]; w[0]=0.227027; w[1]=0.1945946; w[2]=0.1216216; w[3]=0.054054; w[4]=0.016216;
    vec3 s=texture(uTex,vUv).rgb*w[0];
    for(int i=1;i<5;i++){ vec2 off=uDir*uTexel*float(i)*1.3;
      s+=texture(uTex,vUv+off).rgb*w[i]; s+=texture(uTex,vUv-off).rgb*w[i]; }
    o=vec4(s,1.0); }`);
const pComp=prog(POST_VS,`#version 300 es
  precision highp float; in vec2 vUv; out vec4 o;
  uniform sampler2D uScene; uniform sampler2D uBloom; uniform vec2 uRes; uniform float uT;
  uniform float uBloomK; uniform float uFade;
  float hash(vec2 p){ return fract(sin(dot(p,vec2(127.1,311.7)))*43758.5453); }
  void main(){ vec3 col=texture(uScene,vUv).rgb;
    col+=texture(uBloom,vUv).rgb*uBloomK;
    float v=1.0-smoothstep(0.44,1.0,length((vUv-0.5)*vec2(1.25,1.0))*1.35);
    col*=mix(0.30,1.0,v);
    col*=uFade;
    vec2 px=vec2(vUv.x,1.0-vUv.y)*uRes;
    col+=(hash(px+fract(uT))-0.5)*0.030;
    o=vec4(col,1.0); }`);

const vao=gl.createVertexArray(); gl.bindVertexArray(vao);
const qb=gl.createBuffer(); gl.bindBuffer(gl.ARRAY_BUFFER,qb);
gl.bufferData(gl.ARRAY_BUFFER,new Float32Array([0,0,1,0,0,1,0,1,1,0,1,1]),gl.STATIC_DRAW);
gl.enableVertexAttribArray(0); gl.vertexAttribPointer(0,2,gl.FLOAT,false,0,0);
const svao=gl.createVertexArray(); gl.bindVertexArray(svao);
const sb=gl.createBuffer(); gl.bindBuffer(gl.ARRAY_BUFFER,sb);
const STRIDE=8*4;
gl.enableVertexAttribArray(0); gl.vertexAttribPointer(0,2,gl.FLOAT,false,STRIDE,0);
gl.enableVertexAttribArray(1); gl.vertexAttribPointer(1,2,gl.FLOAT,false,STRIDE,8);
gl.enableVertexAttribArray(2); gl.vertexAttribPointer(2,4,gl.FLOAT,false,STRIDE,16);
gl.bindVertexArray(null);

function drawQuad(p,rect,rot,pivot){
  gl.bindVertexArray(vao);
  gl.uniform2f(p.u.uRes,VW,VH);
  gl.uniform4f(p.u.uRect,rect[0],rect[1],rect[2],rect[3]);
  gl.uniform3f(p.u.uRot,rot||0,pivot?pivot[0]:0,pivot?pivot[1]:0);
  gl.drawArrays(gl.TRIANGLES,0,6);
}
function full(){ gl.bindVertexArray(vao); gl.drawArrays(gl.TRIANGLES,0,6); }

let VW=0,VH=0,dpr=Math.min(window.devicePixelRatio||1,2);
let fboScene,fboA,fboB,burnA,burnB;

const BURN_W=304,BURN_H=184;

let ANVIL_AR=1.0763, HAM_AR=3.5256;
const TOPFACE=0.0031, PIVOT_FX=0.9991, PIVOT_FY=0.4033, HEAD_FX=0.040, HEAD_FY=0.5857;

const REST=4*Math.PI/180, IMPACT=-16*Math.PI/180;

let A={},S={x:0,y:0}, aim=0,aimTarget=null, heat=0, phase='idle', phaseT=0, held=false;
let theta=REST, shake=0, sparks=[];
let P2={x:0,y:0,w:0,h:0}, P3={x:0,y:0,w:0,h:0};
const PAD=0.085;

let ember={born:false, held:false, x:0, y:0, tx:0, ty:0, heat:0, cool:0, fed:0, hikaye:0, ucus:0, sonuk:0};
let ignited=false, burnPct=0, sceneT=0;
let isReady=false, readyT=0, autoScrolled=false;
let pointer={x:0,y:0,has:false,moveT:-9};
let T=0,last=performance.now(),FRAMES=0;

let active=1, localT=0, fade=1;
const IMG={},TEX={};

const URLS={
  kupa72:'/media/tarihce-v3/kupa-1972.webp',
  kupa81:'/media/tarihce-v3/kupa-1981.webp',
  kaleDun:'/media/tarihce-v3/kale-dun.webp',
  atakule:'/media/tarihce-v3/atakule-bugun.webp',
  kutlama:'/media/tarihce-v3/kutlama.webp',
  finalStat:'/media/tarihce-v3/final-stat.webp',
  arma:'/media/tarihce-v3/arma.png',

  fisek:'/media/tarihce-v3/mesale2.webp'
};

let LET={tex:null,fboA:null,fboB:null,kutular:null,pct:0,cool:0,tamam:false,yanik:false,olcT:0};

let K6={a:{x:0,y:0,w:0,h:0,own:0},b:{x:0,y:0,w:0,h:0,own:0}};

let wipe={x:0.52,ilk:true};

let renkAuto=0;

let smoke=[],dumanBirikim=0,finalKorBirikim=0;

let son={t:0,lit:0,patladi:false,tamam:false};

function mobilSahne1Yerlesim(w,h,anvilAr){
  const aw=w*0.56,ah=aw/anvilAr;
  return {aw:aw,ah:ah,ax:(w-aw)*0.5,ay:h*0.96-ah};
}
function mobilKaleCapasi(portrait){ return portrait?0.68:1.0; }
function mobilAtakuleCapasi(portrait){ return portrait?0.55:0.35; }
function mobilIlkAtesCarpani(mobil,scene,yanar){
  return mobil&&scene===1&&yanar?1.65:1;
}
function ilkSahneGecisPolitikasi(mobil,reduce,emberHeld,readyT){
  const gec=mobil
    ?readyT>1.35
    :!reduce&&((emberHeld&&readyT>0.9)||readyT>6);
  return {gec:gec,anlik:gec&&mobil&&reduce};
}
function timelineFooterYaklasti(mobil,lastBottom,vh){
  return mobil&&lastBottom<=vh*1.08;
}
function atesHikayeSeviyesi(mevcut,scene){
  const hedef=Math.max(0,Math.min(1,(scene-2)/8));
  return Math.max(mevcut||0,hedef);
}
function atesYaricapi(vh,fed,cool,hikaye,sonuk){
  return vh*(0.021+0.013*fed+0.017*cool+0.012*hikaye)*(1-sonuk*0.65);
}

function resize(){
  VW=Math.max(2,Math.round(window.innerWidth)); VH=Math.max(2,Math.round(window.innerHeight));
  cv.width=Math.round(VW*dpr); cv.height=Math.round(VH*dpr);
  fboScene=target(cv.width,cv.height);
  const bw=Math.max(2,Math.round(cv.width/4)), bh=Math.max(2,Math.round(cv.height/4));
  fboA=target(bw,bh); fboB=target(bw,bh);

  const mobilS1=dikey()?mobilSahne1Yerlesim(VW,VH,ANVIL_AR):null;
  const aw=mobilS1?mobilS1.aw:VW*0.30;
  const ah=mobilS1?mobilS1.ah:aw/ANVIL_AR;
  const ax=mobilS1?mobilS1.ax:(VW-aw)*0.62;

  const ay=mobilS1?mobilS1.ay:(VH*1.02-ah+Math.max(24,VH*0.045));
  A={x:ax,y:ay,w:aw,h:ah,topY:ay+ah*TOPFACE,floorY:ay+ah};

  A.bar={x:ax-aw*0.22, w:aw*1.02, h:Math.max(12,ah*0.085)};
  A.bar.y=A.topY-A.bar.h;
  A.hit={x:ax+aw*0.46, w:aw*0.30};

  A.hw=VW*(dikey()?0.86:0.42); A.hh=A.hw/HAM_AR;
  if(aim===0)aim=A.hit.x+A.hit.w*0.5;

  const bGen=dikey()?VW*0.78:VW*0.42;
  if(IMG.p1910){ const w=Math.min(IMG.p1910.naturalWidth*1.12,bGen)/(1-2*PAD);
    const h=(Math.min(IMG.p1910.naturalWidth*1.12,bGen)/(IMG.p1910.naturalWidth/IMG.p1910.naturalHeight))/(1-2*PAD);
    P2=dikey()?{x:(VW-w)*0.5,y:VH*0.30-h*0.5,w:w,h:h}:{x:VW*0.055,y:(VH-h)*0.5,w:w,h:h}; }
  if(IMG.pwar){ const w=Math.min(IMG.pwar.naturalWidth*1.12,bGen)/(1-2*PAD);
    const h=(Math.min(IMG.pwar.naturalWidth*1.12,bGen)/(IMG.pwar.naturalWidth/IMG.pwar.naturalHeight))/(1-2*PAD);
    P3=dikey()?{x:(VW-w)*0.5,y:VH*0.30-h*0.5,w:w,h:h}:{x:VW-w-VW*0.055,y:(VH-h)*0.5,w:w,h:h}; }
  if(IMG.kupa72&&IMG.kupa81) kupaYerlesim();
}
function armOffset(){ const hh=A.hw/HAM_AR;
  return {x:(HEAD_FX-PIVOT_FX)*A.hw, y:(HEAD_FY-PIVOT_FY)*hh, hw:A.hw, hh:hh}; }
function pivotOf(){ const o=armOffset(), c=Math.cos(IMPACT), sn=Math.sin(IMPACT);
  return {x:S.x-(o.x*c-o.y*sn), y:S.y-(o.x*sn+o.y*c), hw:o.hw, hh:o.hh}; }
function masaustuVurusAraligi(w,hitX,hitW,basOfsetX,kenarPayi){
  const hi=hitX+hitW;
  const guvenliAlt=Math.max(hitX,w+kenarPayi+basOfsetX);
  return {lo:Math.min(hi,guvenliAlt),hi:hi};
}
function strikeX(){ let lo=A.hit.x, hi=A.hit.x+A.hit.w;
  if(!mobilAktif()){
    const o=armOffset(),c=Math.cos(IMPACT),sn=Math.sin(IMPACT);
    const basOfsetX=o.x*c-o.y*sn;
    const aralik=masaustuVurusAraligi(VW,A.hit.x,A.hit.w,basOfsetX,24);
    lo=aralik.lo; hi=aralik.hi;
  }
  const t=aimTarget==null?(A.hit.x+A.hit.w*0.5):aimTarget;
  return Math.max(lo,Math.min(hi,t)); }

function emberHome(){
  if(!A.bar) return {x:0,y:0};
  return {x:A.bar.x+A.bar.w*0.88, y:A.bar.y+A.bar.h*0.5};
}

function dikey(){ return VW/VH<0.92; }
function damp(c,t,k,dt){ return t+(c-t)*Math.exp(-k*dt); }
function ease(t){return t*t*t;} function easeOut(t){return 1-Math.pow(1-t,3);}
function easeOutBack(t){const c=1.7;return 1+(c+1)*Math.pow(t-1,3)+c*Math.pow(t-1,2);}
function lerp(a,b,t){return a+(b-a)*t;}
function tempCol(l){
  if(l>0.62){const t=(l-0.62)/0.38;return[1.6,lerp(0.85,1.35,t),lerp(0.35,0.95,t)];}
  if(l>0.3){const t=(l-0.3)/0.32;return[1.5,lerp(0.5,0.85,t),lerp(0.08,0.35,t)];}
  const t=l/0.3;return[lerp(0.5,1.5,t),lerp(0.1,0.5,t),0.04];
}
function emit(force){
  const n=Math.floor(40+force*40);
  for(let i=0;i<n;i++){
    let a=-Math.PI/2+(Math.random()-0.5)*2.3;
    if(Math.random()<0.24)a=(Math.random()<0.5?0:Math.PI)+(Math.random()-0.5)*0.7;
    const sp=(VH*0.010+Math.random()*VH*0.030)*(0.55+force)*60.0;
    sparks.push({x:S.x,y:S.y,px:S.x,py:S.y,vx:Math.cos(a)*sp,vy:Math.sin(a)*sp,
      life:1,dec:0.45+Math.random()*0.85,sz:1.6+Math.random()*2.6,hot:0.8+Math.random()*0.3});
  }
}
function ember1(){
  const tx=A.hit.x+A.hit.w*(0.55+Math.random()*0.45);
  const ang=-Math.PI/2+(Math.random()-0.5)*1.2;
  const sp=(VH*0.11+Math.random()*VH*0.20);
  sparks.push({x:tx,y:A.bar.y,px:tx,py:A.bar.y,vx:Math.cos(ang)*sp,vy:Math.sin(ang)*sp,
    life:1,dec:1.0+Math.random()*1.1,sz:0.9+Math.random()*1.5,hot:0.9});
}
function impact(){ heat=Math.min(1,heat+0.34); shake=1; emit(1);

  if(heat>=0.62&&!ember.born){ ember.born=true; ember.heat=0.30;
    ember.x=emberHome().x; ember.y=emberHome().y;
    ember.held=pointer.has;

    ember.ucus=1;
    ember.tx=pointer.has?pointer.x:ember.x; ember.ty=pointer.has?pointer.y:ember.y;
    sahneIpucuGuncelle(); }
  if(heat>=1&&!isReady){ isReady=true; readyT=0;
    if(mobilAktif()) ember.held=true;
    sahneIpucuGuncelle(); }
}

let glide=null;
function glideTo(top,durMs){
  glide={start:window.scrollY, d:top-window.scrollY, t:0, dur:durMs/1000};
}
function cancelGlide(){ glide=null; }
function stepGlide(dt){
  if(!glide) return;
  glide.t+=dt;
  const p=Math.min(1,glide.t/glide.dur);
  const e=p<0.5?4*p*p*p:1-Math.pow(-2*p+2,3)/2;
  window.scrollTo(0,glide.start+glide.d*e);
  if(p>=1) glide=null;
}
function gotoScene(i,durMs){
  const s=secs[i]; if(!s) return;
  const top=s.offsetTop+(s.offsetHeight-window.innerHeight)*0.5;
  if(durMs===0){ cancelGlide(); window.scrollTo(0,top); return; }
  glideTo(top,durMs||2400);
}

function burnClear(){
  for(const f of [burnA,burnB]){
    gl.bindFramebuffer(gl.FRAMEBUFFER,f.f); gl.viewport(0,0,f.w,f.h);
    gl.clearColor(0,0,0,1); gl.clear(gl.COLOR_BUFFER_BIT);
  }
  gl.bindFramebuffer(gl.FRAMEBUFFER,null);
}
function burnStep(dt){
  gl.bindFramebuffer(gl.FRAMEBUFFER,burnB.f); gl.viewport(0,0,burnB.w,burnB.h);
  gl.disable(gl.BLEND);
  gl.useProgram(pBurn); gl.uniform1i(pBurn.u.uPrev,0);
  gl.activeTexture(gl.TEXTURE0); gl.bindTexture(gl.TEXTURE_2D,burnA.t);
  gl.uniform2i(pBurn.u.uSize,burnA.w,burnA.h);
  gl.uniform1f(pBurn.u.uDt,dt);
  full();
  const t=burnA; burnA=burnB; burnB=t;
  gl.bindFramebuffer(gl.FRAMEBUFFER,null);
}

window.__burnPct=function(){
  if(!burnA) return 0;
  gl.bindFramebuffer(gl.FRAMEBUFFER,burnA.f);
  const w=burnA.w,h=burnA.h,px=new Uint8Array(w*h*4);
  gl.readPixels(0,0,w,h,gl.RGBA,gl.UNSIGNED_BYTE,px);
  gl.bindFramebuffer(gl.FRAMEBUFFER,null);
  let n=0; for(let i=0;i<w*h;i++) if(px[i*4]>16) n++;
  return +(n/(w*h)).toFixed(3);
};

window.__burnMap=function(gx,gy){
  if(!burnA) return [];
  const w=burnA.w,h=burnA.h,px=new Uint8Array(w*h*4);
  gl.bindFramebuffer(gl.FRAMEBUFFER,burnA.f);
  gl.readPixels(0,0,w,h,gl.RGBA,gl.UNSIGNED_BYTE,px);
  gl.bindFramebuffer(gl.FRAMEBUFFER,null);
  const out=[];
  for(let j=0;j<gy;j++){ const row=[];
    for(let i=0;i<gx;i++){
      let n=0,t=0;
      for(let y=Math.floor(j*h/gy);y<Math.floor((j+1)*h/gy);y++)
        for(let x=Math.floor(i*w/gx);x<Math.floor((i+1)*w/gx);x++){

          const fy=h-1-y; t++; if(px[(fy*w+x)*4]>16)n++; }
      row.push(t?n/t:0); }
    out.push(row); }
  return out;
};
function ignite(u,v,r){
  gl.bindFramebuffer(gl.FRAMEBUFFER,burnA.f); gl.viewport(0,0,burnA.w,burnA.h);
  gl.enable(gl.BLEND); gl.blendFunc(gl.ONE,gl.ONE);

  gl.useProgram(pBrush); gl.uniform1f(pBrush.u.uAmt,0.012);
  gl.uniform2f(pBrush.u.uRes,1,1);
  gl.bindVertexArray(vao);

  gl.uniform4f(pBrush.u.uRect,u-r,v-r,r*2,r*2);
  gl.uniform3f(pBrush.u.uRot,0,0,0);
  gl.drawArrays(gl.TRIANGLES,0,6);
  gl.disable(gl.BLEND);
  gl.bindFramebuffer(gl.FRAMEBUFFER,null);
}

function drawForge(dt){
  gl.useProgram(pSprite); gl.uniform1i(pSprite.u.uTex,0); gl.activeTexture(gl.TEXTURE0);
  gl.uniform1f(pSprite.u.uLit,0.0);
  gl.bindTexture(gl.TEXTURE_2D,TEX.bg); gl.uniform4f(pSprite.u.uTint,0.95,0.93,0.95,1);
  drawQuad(pSprite,[-VW*0.03,-VH*0.03,VW*1.06,VH*1.06],0,[0,0]);
  gl.enable(gl.BLEND); gl.blendFunc(gl.SRC_ALPHA,gl.ONE_MINUS_SRC_ALPHA);

  gl.useProgram(pShadow); gl.uniform2f(pShadow.u.uRes,VW,VH);
  gl.uniform3f(pShadow.u.uCol,0,0,0); gl.uniform1f(pShadow.u.uStrength,0.92);
  drawQuad(pShadow,[A.x-A.w*0.05,A.floorY-A.h*0.18,A.w*1.10,A.h*0.20],0,[0,0]);
  gl.useProgram(pSprite); gl.uniform1i(pSprite.u.uTex,0);
  gl.uniform1f(pSprite.u.uLit,1.0);
  gl.uniform2f(pSprite.u.uLight,A.hit.x+A.hit.w*0.5,A.bar.y);
  gl.uniform1f(pSprite.u.uLightI,0.16+heat*1.0);
  gl.uniform1f(pSprite.u.uLightR,90.0); gl.uniform1f(pSprite.u.uAmb,1.0);
  gl.uniform2f(pSprite.u.uHearth,VW*0.13,VH*0.42);
  gl.bindTexture(gl.TEXTURE_2D,TEX.anvil); gl.uniform4f(pSprite.u.uTint,1,1,1,1);
  drawQuad(pSprite,[A.x,A.y,A.w,A.h],0,[0,0]);

  gl.useProgram(pIron); gl.uniform1f(pIron.u.uHeat,heat); gl.uniform1f(pIron.u.uT,T);
  gl.uniform2f(pIron.u.uRes,VW,VH);
  drawQuad(pIron,[A.bar.x,A.bar.y,A.bar.w,A.bar.h],0,[0,0]);
  gl.useProgram(pSprite); gl.uniform1i(pSprite.u.uTex,0); gl.uniform4f(pSprite.u.uTint,1,1,1,1);
  gl.bindTexture(gl.TEXTURE_2D,TEX.hammer);
  const pv=pivotOf();
  drawQuad(pSprite,[pv.x-pv.hw*PIVOT_FX,pv.y-pv.hh*PIVOT_FY,pv.hw,pv.hh],theta,[PIVOT_FX,PIVOT_FY]);
  gl.disable(gl.BLEND);
}
function drawPrint(p,rect,photoTex,maskTex,lamp){
  gl.useProgram(p);
  gl.activeTexture(gl.TEXTURE0); gl.bindTexture(gl.TEXTURE_2D,photoTex); gl.uniform1i(p.u.uPhoto,0);
  if(maskTex){ gl.activeTexture(gl.TEXTURE1); gl.bindTexture(gl.TEXTURE_2D,maskTex);
    gl.uniform1i(p.u.uMask,1); }
  gl.uniform2f(p.u.uPad,PAD,PAD); gl.uniform1f(p.u.uT,T);
  if(lamp) gl.uniform2f(p.u.uLamp,lamp[0],lamp[1]);
  drawQuad(p,rect,0,[0,0]);
  gl.activeTexture(gl.TEXTURE0);
}
function drawTable(lamp,warm){
  gl.useProgram(pTable); gl.uniform2f(pTable.u.uRes,VW,VH);
  gl.uniform2f(pTable.u.uLamp,lamp[0],lamp[1]); gl.uniform1f(pTable.u.uWarm,warm);
  drawQuad(pTable,[0,0,VW,VH],0,[0,0]);
}

function sceneIntro(){ return 1-Math.pow(1-Math.min(1,sceneT/1.4),3); }
function introRect(P){
  const s=0.955+0.045*sceneIntro();
  const w=P.w*s, h=P.h*s;
  return [P.x+(P.w-w)*0.5, P.y+(P.h-h)*0.5, w, h];
}
function drawShadowFor(P){
  gl.enable(gl.BLEND); gl.blendFunc(gl.SRC_ALPHA,gl.ONE_MINUS_SRC_ALPHA);
  gl.useProgram(pShadow); gl.uniform2f(pShadow.u.uRes,VW,VH);
  gl.uniform3f(pShadow.u.uCol,0,0,0); gl.uniform1f(pShadow.u.uStrength,0.72);
  drawQuad(pShadow,[P.x-P.w*0.05+8,P.y-P.h*0.04+10,P.w*1.10,P.h*1.12],0,[0,0]);
  gl.disable(gl.BLEND);
}

function coverUv(texAr,rectAr,ax,ay){
  ax=(ax==null?0.5:ax); ay=(ay==null?0.5:ay);
  if(texAr>rectAr){ const s=rectAr/texAr; return [s,1,(1-s)*ax,0]; }
  const s=texAr/rectAr; return [1,s,0,(1-s)*ay];
}
function texAr(k){ const im=IMG[k]; return im?im.naturalWidth/im.naturalHeight:1.777; }

/*
  S05 harf atlası: "MKE ANKARAGÜCÜ" tek satır canvas'a çizilir, her harfin
  atlas u-aralığı ve normalize ilerleme genişliği (gw, font boyu oranı)
  saklanır. Ekrandaki yerleşim atlastan bağımsız, harfKutulari() kurar;
  böylece masaüstünde tek satır, mobilde iki satır (MKE üstte küçük,
  ANKARAGÜCÜ altta büyük) aynı atlastan çizilebiliyor.
  Font: Anton (weight 400, tek kesim). Anton yüklenmeden çizilirse init
  içindeki document.fonts.load sonrası atlas yeniden kurulur.
*/
function harfleriKur(){
  const W=2048,H=256,c=document.createElement('canvas');
  c.width=W; c.height=H;
  const x=c.getContext('2d');
  x.clearRect(0,0,W,H);
  x.fillStyle='#fff';
  x.textBaseline='alphabetic';
  const yazi='MKE ANKARAGÜCÜ';
  let punto=170;

  const aile='"Anton","Arial Black",Impact,sans-serif';
  const fnt=p=>'400 '+p+'px '+aile;
  x.font=fnt(punto);
  const glifler=yazi.replace(/ /g,'').split('');
  const pay=()=>punto*0.11;
  const gen=()=>{ let t=0; for(const h of glifler) t+=x.measureText(h).width+pay()*2; return t; };
  while(gen()>W*0.97&&punto>40){ punto-=4; x.font=fnt(punto); }
  const taban=H*0.80;
  let px=(W-gen())*0.5;

  LET.punto=punto; LET.atlasH=H; LET.tabanV=0.80;
  LET.harfler=[];
  let kelime=0;
  for(const h of yazi){
    if(h===' '){ kelime+=1; continue; }
    const gw=x.measureText(h).width, p=pay();
    x.fillText(h,px+p,taban);
    LET.harfler.push({u0:px/W, u1:(px+gw+2*p)/W, gw:gw/punto, pad:p/punto, kelime:kelime});
    px+=gw+2*p;
  }
  LET.tex=fromImage(c);
  isimSifirla();
}
function isimSifirla(){
  LET.rev=LET.harfler?LET.harfler.map(()=>0):[];
  LET.patladi=LET.harfler?LET.harfler.map(()=>false):[];
  LET.pct=0; LET.tamam=false; LET.cool=0;
}
/*
  Harflerin ekran kutuları. Masaüstü: "MKE ANKARAGÜCÜ" tek satır, ortalı.
  Mobil (dikey): üstte küçük "MKE", altında büyük "ANKARAGÜCÜ"; 14 harflik
  tek satır dar ekranda okunmayacak kadar küçülüyordu.
  Dönen kutu, harfin atlas dikey aralığının tamamını (H yüksekliğinde bant)
  kapsar; alev payı çizim sırasında quad'a eklenir.
*/
function harfKutulari(){
  if(!LET.harfler||!LET.harfler.length||!LET.punto) return null;
  const oranH=LET.atlasH/LET.punto;
  const ARA=0.06;
  const kel=[[],[]];
  for(const h of LET.harfler) kel[Math.min(h.kelime,1)].push(h);
  const genis=(list,s)=>{ let t=0; for(const h of list) t+=h.gw*s+s*ARA; return t-s*ARA; };
  const mid=LET.tabanV-0.36*LET.punto/LET.atlasH;
  const kutu=[];
  const satirKur=(list,s,cy)=>{
    let xx=(VW-genis(list,s))*0.5;
    const hq=s*oranH, y=cy-mid*hq;
    for(const h of list){
      kutu.push({x:xx-h.pad*s, y:y, w:(h.gw+2*h.pad)*s, h:hq});
      xx+=h.gw*s+s*ARA;
    }
  };
  if(dikey()){
    let s2=(VW*0.90)/(kel[1].reduce((t,h)=>t+h.gw,0)+(kel[1].length-1)*ARA);
    s2=Math.min(s2,VH*0.11);
    const s1=s2*0.60;
    /* iki satırı büyük harf yüksekliği (~0.73em) üzerinden blok olarak ortala */
    const cap1=s1*0.73, cap2=s2*0.73, aralik=s2*0.34;
    const blok=cap1+aralik+cap2, blokOrta=VH*0.38;
    satirKur(kel[0],s1,blokOrta-blok*0.5+cap1*0.5);
    satirKur(kel[1],s2,blokOrta+blok*0.5-cap2*0.5);
    return kutu;
  }
  let s=Math.min(VH*0.24,170);
  const kelimeAra=()=>s*0.42;
  const toplam=()=>genis(kel[0],s)+kelimeAra()+genis(kel[1],s);
  const maxW=Math.min(VW*0.86,1560);
  if(toplam()>maxW) s*=maxW/toplam();
  const hq=s*oranH, cy=VH*0.52, y=cy-mid*hq;
  let xx=(VW-toplam())*0.5;
  for(let k=0;k<2;k++){
    for(const h of kel[k]){
      kutu.push({x:xx-h.pad*s, y:y, w:(h.gw+2*h.pad)*s, h:hq});
      xx+=h.gw*s+s*ARA;
    }
    if(k===0) xx+=kelimeAra()-s*ARA;
  }
  return kutu;
}

function drawBarutIsim(dt){

  gl.useProgram(pForgeBg);
  gl.uniform2f(pForgeBg.u.uRes,VW,VH);
  gl.uniform1f(pForgeBg.u.uT,T);
  gl.uniform1f(pForgeBg.u.uIsi,LET.pct||0);
  gl.uniform2f(pForgeBg.u.uAtes,ember.born?ember.x:VW*0.5,ember.born?ember.y:VH*0.55);
  drawQuad(pForgeBg,[0,0,VW,VH],0,[0,0]);

  const kutular=harfKutulari();
  LET.kutular=kutular;
  if(!LET.tex||!kutular) return;
  gl.enable(gl.BLEND); gl.blendFunc(gl.ONE,gl.ONE_MINUS_SRC_ALPHA);
  gl.useProgram(pLetter);
  gl.activeTexture(gl.TEXTURE0); gl.bindTexture(gl.TEXTURE_2D,LET.tex);
  gl.uniform1i(pLetter.u.uLetters,0);
  gl.uniform1f(pLetter.u.uT,T);
  gl.uniform1f(pLetter.u.uCool,LET.cool||0);

  /* quad yukarı alev payı, aşağı kor sızıntısı kadar taşar */
  const USTPAY=0.85, ALTPAY=0.10, TOT=USTPAY+1+ALTPAY;
  for(let i=0;i<LET.harfler.length;i++){
    const hf=LET.harfler[i], rev=LET.rev[i]||0, ku=kutular[i];
    if(rev<=0.001||!ku) continue;

    const kay=(1-Math.min(1,rev))*ku.h*0.08;
    gl.uniform2f(pLetter.u.uSub,hf.u0,hf.u1);
    gl.uniform2f(pLetter.u.uGly,USTPAY/TOT,(USTPAY+1)/TOT);
    gl.uniform1f(pLetter.u.uRev,rev);
    gl.uniform1f(pLetter.u.uSeed,i*0.37);
    drawQuad(pLetter,[ku.x,ku.y-ku.h*USTPAY+kay,ku.w,ku.h*TOT],0,[0,0]);
  }
  gl.disable(gl.BLEND);
}

function isimIlerlet(dt){
  if(!LET.harfler||!LET.harfler.length) return;
  const n=LET.harfler.length;

  const bas=0.12, bit=0.72;
  const p=Math.max(0,Math.min(1,(localT-bas)/(bit-bas)));

  /* harfler bitince kalan scroll akkoru altına soğutur (shader uCool) */
  LET.cool=Math.max(0,Math.min(1,(localT-0.76)/0.16));
  let toplam=0;
  for(let i=0;i<n;i++){

    const PAY=0.30;
    const basla=(n>1?i/(n-1):0)*(1-PAY);
    const ham=Math.max(0,Math.min(1,(p-basla)/PAY));

    const hedef=ham*ham*(3-2*ham);

    LET.rev[i]=hedef;
    toplam+=hedef;
    if(hedef<0.12) LET.patladi[i]=false;
    if(hedef>0.45&&!LET.patladi[i]&&LET.kutular&&LET.kutular[i]&&!reduce){
      LET.patladi[i]=true;
      const ku=LET.kutular[i];
      const cx=ku.x+ku.w*0.5;
      const cy=ku.y+ku.h*0.55;
      for(let k=0;k<18;k++){
        const a=-Math.PI/2+(Math.random()-0.5)*2.2, sp=VH*(0.07+Math.random()*0.28);
        sparks.push({x:cx+(Math.random()-0.5)*ku.h*0.4,y:cy,px:cx,py:cy,
          vx:Math.cos(a)*sp,vy:Math.sin(a)*sp,life:1,
          dec:0.9+Math.random()*0.9,sz:1+Math.random()*1.7,hot:0.95,ember:true});
      }
    }
  }
  LET.pct=toplam/n;
  const bitti=LET.pct>0.985;
  if(bitti&&!LET.tamam){
    LET.tamam=true;
    geciciIpucu('VE O İSİM DOĞDU',1800,5,()=>LET.tamam);
  } else if(!bitti&&LET.tamam){
    LET.tamam=false;
    sahneIpucuGuncelle();
  }
}

function kupaYerlesim(){

  const ar72=texAr('kupa72'), ar81=texAr('kupa81');
  if(dikey()){

    const w1=Math.min(VW*0.64,430)/(1-2*PAD), h1=(w1*(1-2*PAD)/ar72)/(1-2*PAD);
    const h2=Math.min(VH*0.22,300)/(1-2*PAD), w2=(h2*(1-2*PAD)*ar81)/(1-2*PAD);
    K6.a.x=VW*0.03; K6.a.y=VH*0.13; K6.a.w=w1; K6.a.h=h1;
    K6.b.x=VW*0.97-w2; K6.b.y=VH*0.13+h1*0.45; K6.b.w=w2; K6.b.h=h2;
    return;
  }
  const w1=Math.min(VW*0.30,520)/(1-2*PAD), h1=(w1*(1-2*PAD)/ar72)/(1-2*PAD);
  const h2=Math.min(VH*0.46,480)/(1-2*PAD), w2=(h2*(1-2*PAD)*ar81)/(1-2*PAD);
  K6.a.x=VW*0.055; K6.a.y=VH*0.50-h1*0.62; K6.a.w=w1; K6.a.h=h1;
  K6.b.x=K6.a.x+w1*0.72; K6.b.y=VH*0.50-h2*0.30; K6.b.w=w2; K6.b.h=h2;
}
function drawKupa(P,texKey,own){
  gl.useProgram(pPrint2);
  gl.activeTexture(gl.TEXTURE0); gl.bindTexture(gl.TEXTURE_2D,TEX[texKey]);
  gl.uniform1i(pPrint2.u.uPhoto,0);
  gl.uniform2f(pPrint2.u.uRes,VW,VH);
  gl.uniform2f(pPrint2.u.uPad,PAD,PAD);
  gl.uniform2f(pPrint2.u.uLan,ember.born?ember.x:VW*0.5,ember.born?ember.y:-VH);
  gl.uniform1f(pPrint2.u.uR,Math.max(110,P.w*0.55));
  gl.uniform1f(pPrint2.u.uOwn,own);
  gl.uniform1f(pPrint2.u.uFlick,reduce?1:(0.965+0.035*Math.sin(T*7.3)+0.012*Math.sin(T*17.1)));
  drawQuad(pPrint2,introRect(P),0,[0,0]);
}

function dumanUret(x,y,dt){
  let n=0;
  if(reduce){
    dumanBirikim+=dt*hareketEfekti.smokeRate;
    n=Math.min(2,Math.floor(dumanBirikim));
    dumanBirikim-=n;
  } else {
    n=Math.random()<dt*hareketEfekti.smokeRate?2:
      (Math.random()<dt*hareketEfekti.smokeRate?1:0);
  }
  const hiz=hareketEfekti.smokeSpeed;
  for(let i=0;i<n;i++){
    smoke.push({x:x+(Math.random()-0.5)*VH*0.035,y:y-VH*(0.02+Math.random()*0.05),
      vx:(0.10+Math.random()*0.55)*VH*0.16*hiz,
      vy:-VH*(0.16+Math.random()*0.16)*hiz,
      r:VH*(0.030+Math.random()*0.030), life:1, dec:0.26+Math.random()*0.20,
      seed:Math.random()*10});
  }
}
function drawDuman(kor){
  if(!smoke.length) return;
  gl.enable(gl.BLEND);

  gl.blendFunc(gl.ONE,kor?gl.ONE:gl.ONE_MINUS_SRC_ALPHA);
  gl.useProgram(pSmoke);
  for(const s of smoke){
    if(!!s.kor!==!!kor) continue;
    const a=Math.max(0,s.life)*(kor?0.85:0.46);
    const r=s.r*(kor?(1+(1-s.life)*0.5):(1+(1-s.life)*2.6));
    gl.uniform1f(pSmoke.u.uA,a); gl.uniform1f(pSmoke.u.uSeed,s.seed);
    if(kor) gl.uniform3f(pSmoke.u.uCol,1.6,0.95+0.35*s.life,0.30);
    else gl.uniform3f(pSmoke.u.uCol,1.0,0.30+0.35*(1-s.life),0.26+0.30*(1-s.life));
    drawQuad(pSmoke,[s.x-r,s.y-r,r*2,r*2],0,[0,0]);
  }
  gl.disable(gl.BLEND);
}

const VID={};

const VIDEO_TON={0:{sepia:0.45,scrim:0},3:{sepia:0.92,scrim:-1},
                 4:{sepia:0.80,scrim:1},8:{sepia:0.0,scrim:1},

                 10:{sepia:0.0,scrim:0}};
[...document.querySelectorAll('#vids video')].forEach(v=>{
  VID[+v.dataset.scene]={el:v,tex:null};

  v.addEventListener('ended',()=>{ try{ v.pause(); }catch(e){} });
});
function videoOynat(scene){
  for(const k in VID){ if(+k!==scene){ try{ VID[k].el.pause(); }catch(e){} } }
  const v=VID[scene]; if(!v) return;
  try{ v.el.currentTime=0; }catch(e){}
  const p=v.el.play(); if(p&&p.catch) p.catch(()=>{});
}

function coverRect(ar,scale){
  let w=VW,h=VW/ar;
  if(h<VH){ h=VH; w=VH*ar; }
  w*=scale; h*=scale;
  return [(VW-w)*0.5,(VH-h)*0.5,w,h];
}
function drawVideo(scene){
  const v=VID[scene]; if(!v||v.el.readyState<2||!v.el.videoWidth) return false;
  if(!v.tex) v.tex=tex();
  gl.activeTexture(gl.TEXTURE0); gl.bindTexture(gl.TEXTURE_2D,v.tex);
  gl.pixelStorei(gl.UNPACK_FLIP_Y_WEBGL,false);
  gl.texImage2D(gl.TEXTURE_2D,0,gl.RGBA,gl.RGBA,gl.UNSIGNED_BYTE,v.el);
  const ton=VIDEO_TON[scene]||{sepia:0.85,scrim:-1};
  const intro=sceneIntro();
  gl.useProgram(pVideo); gl.uniform1i(pVideo.u.uTex,0);
  gl.uniform1f(pVideo.u.uSepia,ton.sepia);
  gl.uniform1f(pVideo.u.uScrim,ton.scrim);
  gl.uniform1f(pVideo.u.uIntro,0.55+0.45*intro);
  gl.uniform2f(pVideo.u.uRes,VW,VH);

  gl.uniform2f(pVideo.u.uAtes,ember.x,ember.y);
  gl.uniform1f(pVideo.u.uRenk,0);
  gl.uniform1f(pVideo.u.uAuto,0);

  drawVideo.ar=v.el.videoWidth/v.el.videoHeight;
  drawQuad(pVideo,coverRect(drawVideo.ar,1.045-0.045*intro),0,[0,0]);
  return true;
}

const ipucu=document.getElementById('ipucu');
const roz72=document.getElementById('roz72'), roz81=document.getElementById('roz81');
const s05txt=document.getElementById('s05txt');
const ipucuYazi=document.getElementById('ipucuYazi');
const ipucuDolum=document.getElementById('ipucuDolum');
const mobilKontrol=document.getElementById('mobilKontrol');
const mobilKontrolMetni=document.getElementById('mobilKontrolMetni');
const mobilAnaEylem=document.getElementById('mobilAnaEylem');
const mobilYardim=document.getElementById('mobilYardim');
const mobilAtesTutamac=document.getElementById('mobilAtesTutamac');
let ipX=0,ipY=0,ipKur=false,ipucuSurum=0;
let mobilDragging=false,mobilYardimKullanildi=false,mobilYardimHold=false;
let mobilEtkilesimBasladi=false;
function mobilBoyut(w,h){ return w<=820||(h<=520&&w<=960); }
function mobilAktif(){ return mobilBoyut(window.innerWidth,window.innerHeight); }
function sahneIpucu(scene,state){
  if(scene===1) return state.isReady?'KIVILCIM HAZIR':'VUR';
  if(scene===2) return state.ignited?'BARUT TUTUŞTU':'ATEŞİ FOTOĞRAFA GÖTÜR';
  if(scene===3||scene===4||scene===8) return 'KAYDIR';
  if(scene===5) return state.isimTamam?'VE O İSİM DOĞDU':'KAYDIR';
  if(scene===6) return state.kupalarTamam?'KUPALAR AYDINLANDI':'ATEŞİ KUPALARA YAKLAŞTIR';
  if(scene===7) return 'ATEŞİ SÜRÜKLE';
  if(scene===9) return 'MEŞALEYİ GEZDİR';
  if(scene===10) return state.finalTamam?'AYNI ATEŞ 116 YILDIR YANIYOR':'ATEŞİ ARMAYA GÖTÜR';
  return '';
}
function mobilKontrolModeli(scene,state){
  if(scene===1) return state.isReady
    ?{mode:'status',text:"KIVILCIM HAZIR · 1910'A GEÇİLİYOR",action:''}
    :{mode:'hold',text:'TIKLA',action:'TIKLA'};
  if(scene===2) return state.ignited
    ?{mode:'status',text:'BARUT TUTUŞTU · AŞAĞI KAYDIR',action:''}
    :{mode:'drag',text:'ATEŞİ FOTOĞRAFA SÜRÜKLE',action:''};
  if(scene===3||scene===4||scene===8) return {mode:'swipe',text:'YUKARI KAYDIR',action:''};
  if(scene===5) return state.isimTamam
    ?{mode:'status',text:'VE O İSİM DOĞDU · AŞAĞI KAYDIR',action:''}
    :{mode:'swipe',text:'YUKARI KAYDIR',action:''};
  if(scene===6) return state.kupalarTamam
    ?{mode:'status',text:'KUPALAR AYDINLANDI · AŞAĞI KAYDIR',action:''}
    :{mode:'drag',text:'ATEŞİ KUPALARA SÜRÜKLE',action:''};
  if(scene===7) return {mode:'drag',text:'SAĞA VE SOLA SÜRÜKLE',action:''};
  if(scene===9) return {mode:'drag',text:'MEŞALEYİ GEZDİR',action:''};
  if(scene===10) return state.finalTamam
    ?{mode:'status',text:'AYNI ATEŞ 116 YILDIR YANIYOR · AŞAĞI KAYDIR',action:''}
    :{mode:'drag',text:'ATEŞİ ARMAYA SÜRÜKLE',action:''};
  return {mode:'hidden',text:'',action:''};
}
function mobilSuruklemeKonumu(x,y,w,h,pay,ust){
  return {x:Math.max(pay,Math.min(w-pay,x)),y:Math.max(ust,Math.min(h-pay,y))};
}
function mobilBeklemeKonumu(scene,w,h){
  let x=w*0.58,y=h*0.58;
  if(scene===2){ x=w*0.80; y=h*0.52; }
  if(scene===6){
    const genis=w>600&&h>520;
    x=w*(genis?0.82:0.50); y=h*(genis?0.26:0.52);
  }
  if(scene===7){ x=w*0.50; y=h*0.45; }
  if(scene===10){ x=w*0.75; y=h*0.62; }
  return {x:Math.round(x),y:Math.round(y)};
}
function mobilEtkilesimIzni(mobil,basladi){ return !mobil||basladi; }
function mobilKontrolGuncelle(){
  if(!mobilKontrol||!mobilKontrolMetni) return;
  if(!mobilAktif()){
    mobilKontrol.dataset.mode='hidden';
    if(mobilAtesTutamac) mobilAtesTutamac.classList.remove('on','dragging');
    return;
  }
  const model=mobilKontrolModeli(active,{
    isReady:isReady,
    ignited:ignited,
    isimTamam:LET.tamam,
    kupalarTamam:!!K6.bitti,
    finalTamam:son.tamam
  });
  mobilKontrol.dataset.mode=model.mode;
  mobilKontrolMetni.textContent=model.text;
  if(mobilAnaEylem) mobilAnaEylem.textContent=model.action||'TIKLA';
  mobilKontrol.style.setProperty('--hold',String(Math.max(0,Math.min(1,heat))));
  const yardimOlur=(model.mode==='drag')&&sceneT>5&&!mobilYardimKullanildi;
  mobilKontrol.classList.toggle('yardim-acik',yardimOlur);
  if(mobilAtesTutamac){
    const tutamacAcik=model.mode==='drag'&&ember.born;
    mobilAtesTutamac.classList.toggle('on',tutamacAcik);
    mobilAtesTutamac.setAttribute('aria-label',model.text||'Ateşi sürükle');
    if(tutamacAcik){
      const p=mobilSuruklemeKonumu(ember.x,ember.y,VW,VH,36,82);
      mobilAtesTutamac.style.transform='translate3d('+Math.round(p.x-36)+'px,'+
        Math.round(p.y-36)+'px,0)';
    }
  }
}

function ipucuYaz(t){
  ipucuSurum+=1;
  if(ipucuYazi) ipucuYazi.textContent=t;
  ipucu.classList.remove('gone');
  return ipucuSurum;
}
function ipucuGizle(){ ipucuSurum+=1; ipucu.classList.add('gone'); }
function geciciIpucu(t,sure,sahne,kosul){
  const surum=ipucuYaz(t);
  setTimeout(()=>{
    if(active===sahne&&ipucuSurum===surum&&(!kosul||kosul())) ipucuGizle();
  },sure);
}
function sahneIpucuGuncelle(){
  const metin=sahneIpucu(active,{
    isReady:isReady,
    ignited:ignited,
    isimTamam:LET.tamam,
    kupalarTamam:!!K6.bitti,
    finalTamam:son.tamam
  });
  if(metin) ipucuYaz(metin);
  else ipucuGizle();
  mobilKontrolGuncelle();
}
function press(){ if(active!==1)return; if(isReady)return; if(phase==='anticipate'||phase==='swing')return;
  phase='anticipate'; phaseT=0; ipucuGizle(); }
window.addEventListener('pointermove',e=>{
  if(mobilAktif()&&!mobilDragging) return;
  pointer.x=e.clientX; pointer.y=e.clientY; pointer.has=true; pointer.moveT=T;
  if(active===1) aimTarget=e.clientX;
});
window.addEventListener('pointerdown',e=>{ if(active===1&&!mobilAktif()){
  e.preventDefault();
  aimTarget=e.clientX; held=true; press(); } });
window.addEventListener('pointerup',()=>{held=false;});
if(mobilAnaEylem){
  mobilAnaEylem.addEventListener('pointerdown',e=>{
    if(!mobilAktif()||active!==1) return;
    e.preventDefault(); cancelGlide();
    try{ mobilAnaEylem.setPointerCapture(e.pointerId); }catch(err){}
    mobilEtkilesimBasladi=true;
    aimTarget=A.hit?A.hit.x+A.hit.w*0.5:VW*0.5;
    held=true; press();
  });
  const mobilHoldBirak=e=>{
    if(e&&mobilAnaEylem.hasPointerCapture&&mobilAnaEylem.hasPointerCapture(e.pointerId)){
      try{ mobilAnaEylem.releasePointerCapture(e.pointerId); }catch(err){}
    }
    if(!mobilYardimHold) held=false;
  };
  mobilAnaEylem.addEventListener('pointerup',mobilHoldBirak);
  mobilAnaEylem.addEventListener('pointercancel',mobilHoldBirak);
  mobilAnaEylem.addEventListener('lostpointercapture',mobilHoldBirak);
  mobilAnaEylem.addEventListener('keydown',e=>{
    if(!mobilAktif()||active!==1||(e.key!==' '&&e.key!=='Enter')) return;
    e.preventDefault(); mobilEtkilesimBasladi=true;
    if(!held){ held=true; press(); }
  });
  mobilAnaEylem.addEventListener('keyup',e=>{
    if(e.key===' '||e.key==='Enter') held=false;
  });
  mobilAnaEylem.addEventListener('blur',()=>{ if(!mobilYardimHold) held=false; });
}
if(mobilAtesTutamac){
  mobilAtesTutamac.addEventListener('pointerdown',e=>{
    if(!mobilAktif()) return;
    e.preventDefault(); cancelGlide();
    mobilDragging=true; mobilEtkilesimBasladi=true; ember.held=true; pointer.has=true;
    mobilAtesTutamac.classList.add('dragging');
    try{ mobilAtesTutamac.setPointerCapture(e.pointerId); }catch(err){}
    const p=mobilSuruklemeKonumu(e.clientX,e.clientY,VW,VH,36,82);
    pointer.x=p.x; pointer.y=p.y; pointer.moveT=T; ember.tx=p.x; ember.ty=p.y;
  });
  mobilAtesTutamac.addEventListener('pointermove',e=>{
    if(!mobilDragging) return;
    e.preventDefault();
    const p=mobilSuruklemeKonumu(e.clientX,e.clientY,VW,VH,36,82);
    pointer.x=p.x; pointer.y=p.y; pointer.has=true; pointer.moveT=T;
    ember.tx=p.x; ember.ty=p.y;
  });
  const mobilDragBirak=e=>{
    if(!mobilDragging) return;
    mobilDragging=false; mobilAtesTutamac.classList.remove('dragging');
    if(e&&mobilAtesTutamac.hasPointerCapture&&mobilAtesTutamac.hasPointerCapture(e.pointerId)){
      try{ mobilAtesTutamac.releasePointerCapture(e.pointerId); }catch(err){}
    }
  };
  mobilAtesTutamac.addEventListener('pointerup',mobilDragBirak);
  mobilAtesTutamac.addEventListener('pointercancel',mobilDragBirak);
  mobilAtesTutamac.addEventListener('lostpointercapture',mobilDragBirak);
  mobilAtesTutamac.addEventListener('keydown',e=>{
    const adim=28;
    let dx=0,dy=0;
    if(e.key==='ArrowLeft') dx=-adim;
    if(e.key==='ArrowRight') dx=adim;
    if(e.key==='ArrowUp') dy=-adim;
    if(e.key==='ArrowDown') dy=adim;
    if(!dx&&!dy) return;
    e.preventDefault(); mobilEtkilesimBasladi=true; pointer.has=true;
    const p=mobilSuruklemeKonumu(ember.tx+dx,ember.ty+dy,VW,VH,36,82);
    pointer.x=p.x; pointer.y=p.y; pointer.moveT=T; ember.tx=p.x; ember.ty=p.y;
  });
}
if(mobilYardim){
  mobilYardim.addEventListener('click',e=>{
    if(!mobilAktif()) return;
    e.preventDefault(); cancelGlide();
    mobilYardimKullanildi=true; mobilEtkilesimBasladi=true;
    mobilDragging=false; pointer.has=false; ember.held=true;
    if(active===1){ mobilYardimHold=true; held=true; press(); }
    if(active===6) sceneT=0;
    mobilKontrolGuncelle();
  });
}
window.addEventListener('resize',resize);

['wheel','touchstart','keydown'].forEach(ev=>
  window.addEventListener(ev,cancelGlide,{passive:true}));

const secs=[...document.querySelectorAll('.sc')];
const rail=document.getElementById('rail');
secs.forEach((s,i)=>{
  const row=document.createElement('div'); row.className='row';
  row.innerHTML='<span class="line"></span><span class="dot"></span><span class="yr">'+
    s.dataset.yil+'</span>';
  rail.appendChild(row);
});
const rows=[...rail.querySelectorAll('.row')];
function trackScroll(){
  const mid=window.innerHeight*0.5;
  const sonRect=secs.length?secs[secs.length-1].getBoundingClientRect():null;
  rail.classList.toggle('footer-gizli',timelineFooterYaklasti(
    mobilAktif(),sonRect?sonRect.bottom:Infinity,window.innerHeight));
  let best=null,bestD=1e9;
  secs.forEach((s,i)=>{
    const r=s.getBoundingClientRect();
    const d=Math.abs((r.top+r.bottom)/2-mid);
    if(r.top<window.innerHeight&&r.bottom>0&&d<bestD){ bestD=d; best=i; }
  });

  if(best===null){
    if(active!==0){ active=0; onSceneChange(); }

    fade=VID[0]?0.92:0.20;
    rows.forEach(row=>{row.classList.remove('on');row.classList.remove('burnt');});
    return;
  }
  const r=secs[best].getBoundingClientRect();
  const span=r.height-window.innerHeight;
  localT=span>0?Math.max(0,Math.min(1,-r.top/span)):0.5;
  const na=+secs[best].dataset.scene;
  if(na!==active){ active=na; onSceneChange(); }
  rows.forEach((row,i)=>{
    row.classList.toggle('on',i===best);
    row.classList.toggle('burnt',i<best);
  });

  const cy=(r.top+r.bottom)/2;
  const b=Math.max(0,1-Math.abs(cy-mid)/(window.innerHeight*0.78));
  fade=0.10+0.90*(b*b*(3-2*b));
}
function onSceneChange(){
  sceneT=0;
  dumanBirikim=0; finalKorBirikim=0;
  mobilDragging=false; mobilYardimKullanildi=false; mobilYardimHold=false;
  mobilEtkilesimBasladi=false; held=false;
  if(mobilAtesTutamac) mobilAtesTutamac.classList.remove('dragging');

  if(active>=2&&!ember.born){
    ember.born=true; ember.held=true; ember.heat=0.62;
    ember.x=pointer.has?pointer.x:VW*0.5; ember.y=pointer.has?pointer.y:VH*0.3;
    ember.tx=ember.x; ember.ty=ember.y;
  }
  if(mobilAktif()&&(active===2||active===6||active===7||active===9||active===10)){
    pointer.has=false;
    const p=mobilBeklemeKonumu(active,VW,VH);
    ember.tx=p.x; ember.ty=p.y;
  }
  if(VID[active]) videoOynat(active);
  sahneIpucuGuncelle();
}
window.addEventListener('scroll',trackScroll,{passive:true});

function step(dt){
  T+=dt; sceneT+=dt;
  stepGlide(dt);
  trackScroll();

  if(active===1){
    aim=damp(aim,strikeX(),9,dt);
    S={x:aim,y:A.bar.y};
    if(phase==='idle'){ theta=damp(theta,REST+(reduce?0:Math.sin(T*2.6)*0.012),8,dt); if(held)press(); }
    else if(phase==='anticipate'){ phaseT+=dt; const t=Math.min(1,phaseT/0.110);
      theta=lerp(REST,REST+0.10,easeOut(t)); if(t>=1){phase='swing';phaseT=0;} }
    else if(phase==='swing'){ phaseT+=dt; const t=Math.min(1,phaseT/0.095);
      theta=lerp(REST+0.10,IMPACT,ease(t)); if(t>=1){impact();phase='recover';phaseT=0;} }
    else if(phase==='recover'){ phaseT+=dt; const t=Math.min(1,phaseT/0.300);
      theta=lerp(IMPACT,REST,easeOutBack(t)); if(t>=1){phase='idle';} }
    const st=Math.max(0,(heat-0.45)/0.55);
    if(st>0){ if(Math.random()<st*st*1.3)ember1(); if(Math.random()<st*st*0.8)ember1(); }

    if(isReady&&!autoScrolled){
      readyT+=dt;
      if(mobilYardimHold){ mobilYardimHold=false; held=false; }
      const gecis=ilkSahneGecisPolitikasi(mobilAktif(),reduce,ember.held,readyT);
      if(gecis.gec){
        autoScrolled=true; ember.held=true; ipucuGizle(); gotoScene(1,gecis.anlik?0:2400); }
    }
  }

  if(!ember.born) heat=Math.max(0,heat-0.055*dt);
  if(shake>0)shake=Math.max(0,shake-dt*4.2);

  if(ember.born){

    let k=8.5;

    if(!ember.held){
      const h=emberHome();
      if(active===1){ ember.tx=h.x; ember.ty=h.y; k=3.0; }
      if(pointer.has&&Math.hypot(pointer.x-ember.x,pointer.y-ember.y)<VH*0.10){
        ember.held=true; sahneIpucuGuncelle(); }
      else if(active>=2) ember.held=true;
    }
    if(ember.held){
      if(pointer.has){ ember.tx=pointer.x; ember.ty=pointer.y;

        if(active===9){
          const bh=VH*(dikey()?0.58:0.80), bw=bh*texAr('fisek');
          const solSinir=Math.min(VW*0.92,VW+24-bw*0.934);
          const ustSinir=VH+24-bh*0.925;
          ember.tx=Math.max(solSinir,Math.min(VW*0.95,ember.tx));
          ember.ty=Math.max(ustSinir,Math.min(VH*0.80,ember.ty));
        }
      }
      else {
        const mobilBekliyor=mobilAktif()&&!mobilYardimKullanildi&&
          (active===2||active===6||active===7||active===9||active===10);
        if(mobilBekliyor){
          const p=mobilBeklemeKonumu(active,VW,VH);
          ember.tx=p.x; ember.ty=p.y;
        }

        else if(active===1){ const h=emberHome(); ember.tx=h.x; ember.ty=h.y; }
        else if(active===2){ ember.tx=P2.x+P2.w*0.45; ember.ty=P2.y+P2.h*0.5; }

        else if(active===5&&LET.kutular&&LET.kutular.length){

          const ilk=LET.kutular[0];
          ember.tx=ilk.x; ember.ty=ilk.y+ilk.h*0.72;
        }
        else if(active===6&&K6.a.w){
          const P=sceneT<4.5?K6.a:K6.b;
          ember.tx=P.x+P.w*0.5; ember.ty=P.y+P.h*0.5;
        }
        else if(active===7){ ember.tx=VW*wipe.x; ember.ty=VH*0.55; }
        else if(active===10){ ember.tx=VW*0.5; ember.ty=VH*0.5; }

        else { ember.tx=VW*0.58; ember.ty=VH*0.58; }
        k=2.2;
      }
    }

    if(ember.ucus>0){ ember.ucus=Math.max(0,ember.ucus-dt/0.9); k=Math.min(k,1.8+6.7*(1-ember.ucus)); }

    ember.cool=damp(ember.cool,active>=3?1:0,0.5,dt);

    ember.fed=damp(ember.fed,ignited?1:0,0.9,dt);

    const hikayeHedef=atesHikayeSeviyesi(ember.hikaye,active);
    ember.hikaye=damp(ember.hikaye,hikayeHedef,0.72,dt);
    ember.x=damp(ember.x,ember.tx,k,dt);
    ember.y=damp(ember.y,ember.ty,k,dt);
    ember.heat=damp(ember.heat,active===1?Math.max(0.5,heat):0.9,2,dt);
  }

  if(active===2&&IMG.p1910&&sceneT>1.1){
    if(ember.born&&!ignited&&mobilEtkilesimIzni(mobilAktif(),mobilEtkilesimBasladi)){
      const u=(ember.x-P2.x)/P2.w, v=(ember.y-P2.y)/P2.h;
      if(u>0&&u<1&&v>0&&v<1){
        ignite(u,v,0.030); ignited=true;
        geciciIpucu('BARUT TUTUŞTU',1600,2,()=>ignited);
      }

    }

    const SUB=hareketEfekti.burnSteps;
    for(let i=0;i<SUB;i++) burnStep(dt/SUB);
  }

  if(active===5){
    isimIlerlet(dt);

    if(s05txt) s05txt.style.opacity=String(Math.max(0,1-Math.max(0,(localT-0.02))*7.0));
  } else if(s05txt&&s05txt.style.opacity!=='1') s05txt.style.opacity='1';

  if(active===6){
    for(const P of [K6.a,K6.b]){
      if(!P.w) continue;
      const yakin=mobilEtkilesimIzni(mobilAktif(),mobilEtkilesimBasladi)&&
                  ember.born&&ember.x>P.x-P.w*0.22&&ember.x<P.x+P.w*1.22&&
                  ember.y>P.y-P.h*0.22&&ember.y<P.y+P.h*1.22;
      if(yakin) P.own=Math.min(1,P.own+dt*1.5);
    }
    if(K6.a.own>0.6&&K6.b.own>0.6&&!K6.bitti){ K6.bitti=true;
      geciciIpucu('KUPALAR AYDINLANDI',1700,6,()=>K6.bitti); }
  }

  if(roz72&&K6.a.w){
    roz72.style.left=Math.round(K6.a.x+K6.a.w*PAD)+'px';
    roz72.style.top=Math.round(K6.a.y+K6.a.h*(1-PAD)+10)+'px';
    roz72.classList.toggle('on',active===6&&K6.a.own>0.45);
    roz81.style.left=Math.round(K6.b.x+K6.b.w*PAD)+'px';
    roz81.style.top=Math.round(K6.b.y+K6.b.h*(1-PAD)+10)+'px';
    roz81.classList.toggle('on',active===6&&K6.b.own>0.45);
  }

  if(active===7){

    const hedef=pointer.has&&ember.born?ember.x/VW:Math.max(0.22,0.62-sceneT*0.08);
    wipe.x=damp(wipe.x,Math.max(0.03,Math.min(0.97,hedef)),pointer.has?7:2,dt);
  }

  if(active===8) renkAuto=Math.min(0.92,Math.max(0,(sceneT-1.6)*0.16));

  if(active===9&&ember.born) dumanUret(ember.x,ember.y,dt);
  for(let i=smoke.length-1;i>=0;i--){ const s=smoke[i];
    s.x+=s.vx*dt; s.y+=s.vy*dt; s.vy*=Math.exp(-0.55*dt); s.vx*=Math.exp(-0.35*dt);
    s.life-=s.dec*dt; if(s.life<=0) smoke.splice(i,1); }
  if(smoke.length>160) smoke.splice(0,smoke.length-160);

  if(active===10){
    son.t+=dt;
    const yk=1-Math.pow(1-Math.min(1,son.t/2.2),3);
    const cx=VW*0.5, cy=VH*(dikey()?(0.42-0.10*yk):(0.55-0.19*yk));
    const d=Math.hypot(ember.x-cx,ember.y-cy);

    const finalIzni=mobilEtkilesimIzni(mobilAktif(),mobilEtkilesimBasladi);
    const finalZamanAsimi=!mobilAktif()&&son.t>4;
    if(finalIzni&&(d<VH*0.20||finalZamanAsimi)) son.lit=Math.min(1,son.lit+dt*0.55);
    if(son.lit>=0.98&&!son.tamam){
      son.tamam=true;
      sahneIpucuGuncelle();
    }

    if(son.lit>0.02) ember.sonuk=Math.min(1,ember.sonuk+dt*0.9);

    if(son.lit>0.12){
      const korHizi=son.patladi?hareketEfekti.finalRate:hareketEfekti.finalRate*(34/9);
      let korSayisi=0;
      if(reduce){
        finalKorBirikim+=dt*korHizi;
        korSayisi=Math.min(2,Math.floor(finalKorBirikim));
        finalKorBirikim-=korSayisi;
      } else if(Math.random()<dt*korHizi) korSayisi=1;
      for(let i=0;i<korSayisi;i++){
        const a=Math.random()*Math.PI*2, R=VH*(0.10+Math.random()*0.06);
        smoke.push({x:cx+Math.cos(a)*R, y:cy+Math.sin(a)*R*0.85,
          vx:Math.cos(a)*VH*0.035*hareketEfekti.smokeSpeed,
          vy:-VH*(0.045+Math.random()*0.075)*hareketEfekti.smokeSpeed,
          r:VH*(0.0035+Math.random()*0.0055), life:1, dec:0.16+Math.random()*0.16,
          seed:Math.random()*10, kor:true});
      }
    }
    if(son.lit>0.12) son.patladi=true;
  }

  for(let i=sparks.length-1;i>=0;i--){ const p=sparks[i];
    p.px=p.x; p.py=p.y;
    p.vy+=VH*1.8*dt;
    p.vx*=Math.exp(-0.9*dt); p.vy*=Math.exp(-0.55*dt);
    p.x+=p.vx*dt; p.y+=p.vy*dt; p.life-=p.dec*dt;
    if(!p.ember&&p.vy>0&&p.y>=A.topY&&p.x>A.x+A.w*0.34&&p.x<A.x+A.w*0.98){
      p.y=A.topY; p.vy*=-0.4; p.vx*=0.62; p.life-=0.06; }
    if(p.life<=0||p.y>VH+30)sparks.splice(i,1); }

  gl.bindFramebuffer(gl.FRAMEBUFFER,fboScene.f);
  gl.viewport(0,0,fboScene.w,fboScene.h);
  gl.clearColor(0.02,0.015,0.045,1); gl.clear(gl.COLOR_BUFFER_BIT);
  gl.disable(gl.BLEND);

  if(active===0&&drawVideo(0)){
    gl.enable(gl.BLEND); gl.blendFunc(gl.SRC_ALPHA,gl.ONE_MINUS_SRC_ALPHA);
    gl.useProgram(pShadow); gl.uniform2f(pShadow.u.uRes,VW,VH);

    gl.uniform3f(pShadow.u.uCol,0,0,0); gl.uniform1f(pShadow.u.uStrength,0.70);
    drawQuad(pShadow,[-VW*0.3,-VH*0.3,VW*1.6,VH*1.6],0,[0,0]);
    gl.uniform3f(pShadow.u.uCol,0,0,0); gl.uniform1f(pShadow.u.uStrength,0.12);
    drawQuad(pShadow,[-VW*0.9,-VH*0.9,VW*2.8,VH*2.8],0,[0,0]);
    gl.disable(gl.BLEND);
  }
  else if((active===0||active===1)&&TEX.bg) drawForge(dt);
  else if(active===2&&TEX.p1910){
    const lamp=[P2.x+P2.w*0.5,VH*0.06];
    drawTable(lamp,0.35); drawShadowFor(P2);
    drawPrint(pPowder,introRect(P2),TEX.p1910,burnA.t,lamp);
  }
  else if(active!==10&&VID[active]&&drawVideo(active)){   }

  else if(active===5){ drawBarutIsim(dt); }

  else if(active===6&&TEX.kupa72&&TEX.kupa81){
    drawTable([VW*0.32,VH*0.02],0.10);
    drawShadowFor(K6.a); drawKupa(K6.a,'kupa72',K6.a.own);
    drawShadowFor(K6.b); drawKupa(K6.b,'kupa81',K6.b.own);
  }

  else if(active===7&&TEX.kaleDun&&TEX.atakule){

    const a=coverUv(texAr('kaleDun'),VW/VH,mobilKaleCapasi(dikey()),0.0);
    const b=coverUv(texAr('atakule'),VW/VH,mobilAtakuleCapasi(dikey()),0.35);
    gl.useProgram(pWipe);
    gl.activeTexture(gl.TEXTURE0); gl.bindTexture(gl.TEXTURE_2D,TEX.kaleDun);
    gl.uniform1i(pWipe.u.uDun,0);
    gl.activeTexture(gl.TEXTURE1); gl.bindTexture(gl.TEXTURE_2D,TEX.atakule);
    gl.uniform1i(pWipe.u.uBugun,1);
    gl.activeTexture(gl.TEXTURE0);
    gl.uniform4f(pWipe.u.uUvA,a[0],a[1],a[2],a[3]);
    gl.uniform4f(pWipe.u.uUvB,b[0],b[1],b[2],b[3]);
    gl.uniform1f(pWipe.u.uX,wipe.x); gl.uniform1f(pWipe.u.uT,T);
    gl.uniform1f(pWipe.u.uIntro,0.45+0.55*sceneIntro());
    drawQuad(pWipe,[0,0,VW,VH],0,[0,0]);
  }

  else if(active===9&&TEX.kutlama){
    const uv=coverUv(texAr('kutlama'),VW/VH);
    gl.useProgram(pPhoto);
    gl.activeTexture(gl.TEXTURE0); gl.bindTexture(gl.TEXTURE_2D,TEX.kutlama);
    gl.uniform1i(pPhoto.u.uTex,0);
    gl.uniform4f(pPhoto.u.uUv,uv[0],uv[1],uv[2],uv[3]);
    gl.uniform2f(pPhoto.u.uRes,VW,VH);
    gl.uniform2f(pPhoto.u.uLan,ember.x,ember.y);
    gl.uniform1f(pPhoto.u.uR,VH*0.34);
    gl.uniform1f(pPhoto.u.uFlick,reduce?1:(0.94+0.06*Math.sin(T*9.1)+0.03*Math.sin(T*23.7)));
    gl.uniform1f(pPhoto.u.uIntro,0.55+0.45*sceneIntro());
    gl.uniform1f(pPhoto.u.uScrim,-1);
    gl.uniform3f(pPhoto.u.uCol1,1.0,0.30,0.16);
    gl.uniform3f(pPhoto.u.uCol2,1.0,0.86,0.62);
    gl.uniform1f(pPhoto.u.uAmb,0.26);
    drawQuad(pPhoto,[0,0,VW,VH],0,[0,0]);
    drawDuman(false);
    if(TEX.fisek){

      const fh=VH*(dikey()?0.58:0.80);
      const fw=fh*texAr('fisek');

      const fx=ember.x-fw*0.066, fy=ember.y-fh*0.075;

      gl.enable(gl.BLEND); gl.blendFunc(gl.ONE,gl.ONE_MINUS_SRC_ALPHA);
      gl.useProgram(pArm); gl.uniform1i(pArm.u.uTex,0);
      gl.uniform1f(pArm.u.uG,reduce?1:(0.95+0.05*Math.sin(T*8.2)+0.03*Math.sin(T*19.4)));
      gl.uniform1f(pArm.u.uT,T);
      gl.uniform2f(pArm.u.uTexel,1/(IMG.fisek?IMG.fisek.naturalWidth:900),
                                 1/(IMG.fisek?IMG.fisek.naturalHeight:1090));
      gl.bindTexture(gl.TEXTURE_2D,TEX.fisek);
      drawQuad(pArm,[fx,fy,fw,fh],0,[0,0]);

      gl.blendFunc(gl.ONE,gl.ONE);
      gl.useProgram(pFlare);
      gl.uniform1f(pFlare.u.uT,T); gl.uniform1f(pFlare.u.uG,reduce?0.7:0.95);

      const agizX=fx+fw*0.068, agizY=fy+fh*0.129;
      const aw=fw*0.20, ah=fh*0.17;
      drawQuad(pFlare,[agizX-aw*0.5,agizY-ah,aw,ah],-0.141,[0.5,1.0]);

      gl.useProgram(pGlow); gl.uniform1f(pGlow.u.uT,T);
      gl.uniform1f(pGlow.u.uA,reduce?0.26:(0.24+0.05*Math.sin(T*7.7)));
      gl.uniform3f(pGlow.u.uCol,1.0,0.52,0.30);
      const gw=fw*0.62;
      drawQuad(pGlow,[ember.x-gw*0.5,ember.y-gw*0.5,gw,gw],0,[0,0]);
      gl.disable(gl.BLEND);
    }
  }

  else if(active===10){

    if(!drawVideo(10)&&TEX.finalStat){
      const uv=coverUv(texAr('finalStat'),VW/VH);
      gl.useProgram(pPhoto);
      gl.activeTexture(gl.TEXTURE0); gl.bindTexture(gl.TEXTURE_2D,TEX.finalStat);
      gl.uniform1i(pPhoto.u.uTex,0);
      gl.uniform4f(pPhoto.u.uUv,uv[0],uv[1],uv[2],uv[3]);
      gl.uniform2f(pPhoto.u.uRes,VW,VH);
      gl.uniform2f(pPhoto.u.uLan,VW*0.5,VH*0.46);
      gl.uniform1f(pPhoto.u.uR,VH*(0.26+0.24*son.lit));
      gl.uniform1f(pPhoto.u.uFlick,1);
      gl.uniform1f(pPhoto.u.uIntro,0.30+0.28*sceneIntro());
      gl.uniform1f(pPhoto.u.uScrim,0);
      gl.uniform3f(pPhoto.u.uCol1,0.85,0.55,0.30);
      gl.uniform3f(pPhoto.u.uCol2,1.0,0.82,0.52);
      gl.uniform1f(pPhoto.u.uAmb,0.22);
      drawQuad(pPhoto,[0,0,VW,VH],0,[0,0]);
    }

    gl.enable(gl.BLEND); gl.blendFunc(gl.SRC_ALPHA,gl.ONE_MINUS_SRC_ALPHA);
    gl.useProgram(pFinalOverlay);
    gl.uniform3f(pFinalOverlay.u.uCol,
      FINAL_OVERLAY_MERKEZ.renk[0],FINAL_OVERLAY_MERKEZ.renk[1],FINAL_OVERLAY_MERKEZ.renk[2]);
    gl.uniform3f(pFinalOverlay.u.uAlpha,
      FINAL_OVERLAY_UST.alpha,FINAL_OVERLAY_MERKEZ.alpha,FINAL_OVERLAY_ALT.alpha);
    drawQuad(pFinalOverlay,[0,0,VW,VH],0,[0,0]);
    gl.disable(gl.BLEND);
    if(TEX.arma){

      const yuks=1-Math.pow(1-Math.min(1,son.t/2.2),3);
      const s=(dikey()?VW*(0.52+0.10*yuks):VH*(0.26+0.06*yuks));
      const cy=VH*(dikey()?(0.42-0.10*yuks):(0.55-0.19*yuks));

      if(son.lit>0.001){
        gl.enable(gl.BLEND); gl.blendFunc(gl.ONE,gl.ONE);
        gl.useProgram(pGlow); gl.uniform1f(pGlow.u.uT,T);

        gl.uniform1f(pGlow.u.uA,0.20*son.lit);
        gl.uniform3f(pGlow.u.uCol,1.0,0.80,0.30);
        const g=s*(2.0+0.6*son.lit);
        drawQuad(pGlow,[VW*0.5-g*0.5,cy-g*0.5,g,g],0,[0,0]);
        gl.uniform1f(pGlow.u.uA,0.14*son.lit);
        gl.uniform3f(pGlow.u.uCol,1.0,0.45,0.14);
        const g2=s*1.22;
        drawQuad(pGlow,[VW*0.5-g2*0.5,cy-g2*0.5,g2,g2],0,[0,0]);
        gl.disable(gl.BLEND);
      }

      drawDuman(true);
      gl.enable(gl.BLEND); gl.blendFunc(gl.SRC_ALPHA,gl.ONE_MINUS_SRC_ALPHA);
      gl.useProgram(pCrest);
      gl.bindTexture(gl.TEXTURE_2D,TEX.arma); gl.uniform1i(pCrest.u.uTex,0);
      gl.uniform1f(pCrest.u.uLit,son.lit); gl.uniform1f(pCrest.u.uT,T);
      drawQuad(pCrest,[VW*0.5-s*0.5,cy-s*0.5,s,s],0,[0,0]);
      gl.disable(gl.BLEND);
    }
  }
  else { drawTable([VW*0.5,VH*0.1],0.2); }

  if(sparks.length){
    const arr=new Float32Array(sparks.length*6*8); let o=0;
    for(let i=0;i<sparks.length;i++){ const p=sparks[i];
      let dx=p.x-p.px, dy=p.y-p.py; const len=Math.hypot(dx,dy)||0.001; dx/=len; dy/=len;
      const hw=p.sz*(0.45+p.life)*1.15;
      const ex=-dx*Math.min(len*2.2,VH*0.11), ey=-dy*Math.min(len*2.2,VH*0.11);
      const nx=-dy*hw, ny=dx*hw;
      const c=tempCol(p.life*p.hot), a=Math.max(0,Math.min(1,p.life));
      const V=[[p.x-nx,p.y-ny,1,0],[p.x+ex-nx,p.y+ey-ny,0,0],[p.x+nx,p.y+ny,1,1],
               [p.x+nx,p.y+ny,1,1],[p.x+ex-nx,p.y+ey-ny,0,0],[p.x+ex+nx,p.y+ey+ny,0,1]];
      for(let k=0;k<6;k++){ arr[o++]=V[k][0]; arr[o++]=V[k][1]; arr[o++]=V[k][2]; arr[o++]=V[k][3];
        arr[o++]=c[0]; arr[o++]=c[1]; arr[o++]=c[2]; arr[o++]=a; } }
    gl.bindVertexArray(svao); gl.bindBuffer(gl.ARRAY_BUFFER,sb);
    gl.bufferData(gl.ARRAY_BUFFER,arr,gl.DYNAMIC_DRAW);
    gl.useProgram(pSpark); gl.uniform2f(pSpark.u.uRes,VW,VH);
    gl.enable(gl.BLEND); gl.blendFunc(gl.ONE,gl.ONE);
    gl.drawArrays(gl.TRIANGLES,0,sparks.length*6);
    gl.disable(gl.BLEND); gl.bindVertexArray(vao);
  }

  if(ember.born&&ember.heat>0.02&&ember.sonuk<0.99){
    gl.enable(gl.BLEND); gl.blendFunc(gl.ONE,gl.ONE);
    gl.useProgram(pEmber);
    gl.uniform1f(pEmber.u.uT,T);
    gl.uniform1f(pEmber.u.uHeat,ember.heat*(1-ember.sonuk));
    gl.uniform1f(pEmber.u.uCool,ember.cool);

    const r=atesYaricapi(VH,ember.fed,ember.cool,ember.hikaye,ember.sonuk)*
      mobilIlkAtesCarpani(mobilAktif(),active,ember.born);
    drawQuad(pEmber,[ember.x-r,ember.y-r,r*2,r*2],0,[0,0]);
    gl.disable(gl.BLEND);
  }

  gl.bindFramebuffer(gl.FRAMEBUFFER,fboA.f); gl.viewport(0,0,fboA.w,fboA.h);
  gl.useProgram(pBright); gl.uniform1i(pBright.u.uTex,0);

  const korSahne=(active===1||active===5);
  gl.uniform1f(pBright.u.uThresh,korSahne?0.58:0.80);
  gl.activeTexture(gl.TEXTURE0); gl.bindTexture(gl.TEXTURE_2D,fboScene.t); full();
  gl.useProgram(pBlur); gl.uniform1i(pBlur.u.uTex,0);
  for(let it=0;it<2;it++){ const sp=1.0+it*1.2;
    gl.bindFramebuffer(gl.FRAMEBUFFER,fboB.f); gl.viewport(0,0,fboB.w,fboB.h);
    gl.uniform2f(pBlur.u.uDir,sp,0); gl.uniform2f(pBlur.u.uTexel,1/fboA.w,1/fboA.h);
    gl.bindTexture(gl.TEXTURE_2D,fboA.t); full();
    gl.bindFramebuffer(gl.FRAMEBUFFER,fboA.f); gl.viewport(0,0,fboA.w,fboA.h);
    gl.uniform2f(pBlur.u.uDir,0,sp); gl.uniform2f(pBlur.u.uTexel,1/fboB.w,1/fboB.h);
    gl.bindTexture(gl.TEXTURE_2D,fboB.t); full(); }

  gl.bindFramebuffer(gl.FRAMEBUFFER,null); gl.viewport(0,0,cv.width,cv.height);
  gl.useProgram(pComp);
  gl.activeTexture(gl.TEXTURE0); gl.bindTexture(gl.TEXTURE_2D,fboScene.t); gl.uniform1i(pComp.u.uScene,0);
  gl.activeTexture(gl.TEXTURE1); gl.bindTexture(gl.TEXTURE_2D,fboA.t); gl.uniform1i(pComp.u.uBloom,1);
  gl.uniform2f(pComp.u.uRes,VW,VH); gl.uniform1f(pComp.u.uT,T);
  gl.uniform1f(pComp.u.uBloomK,active===1?2.0:(korSahne?1.35:0.55));
  gl.uniform1f(pComp.u.uFade,fade);
  full();
  gl.activeTexture(gl.TEXTURE0);

  if(!ipucu.classList.contains('gone')){
    let hx,hy;
    if(pointer.has){ hx=pointer.x; hy=pointer.y; }
    else if(active===1&&A.hit){ hx=A.hit.x+A.hit.w*0.5; hy=A.bar?A.bar.y:VH*0.5; }
    else if(ember.born){ hx=ember.x; hy=ember.y; }
    else if(active===5&&LET.kutular&&LET.kutular.length){
      const ust=LET.kutular.reduce((t,k)=>Math.min(t,k.y),1e9);
      hx=VW*0.5; hy=ust-VH*0.10; }
    else { hx=VW*0.5; hy=VH*0.62; }

    const sag=hx>VW-190;
    if(!ipKur){ ipX=hx; ipY=hy; ipKur=true; }
    ipX=damp(ipX,hx,13,dt); ipY=damp(ipY,hy,13,dt);
    ipucu.style.transform='translate3d('+Math.round(ipX-23)+'px,'+Math.round(ipY-23)+'px,0)';
    ipucu.style.flexDirection=sag?'row-reverse':'row';
    if(ipucuDolum) ipucuDolum.style.setProperty('--d',(active===1?heat:(active===5?(LET.pct||0):0)).toFixed(3));
  }
  mobilKontrolGuncelle();

  window.__film={frames:++FRAMES,active:active,localT:+localT.toFixed(3),fade:+fade.toFixed(2),
    ember:{born:ember.born,held:ember.held,x:Math.round(ember.x),y:Math.round(ember.y),
      heat:+ember.heat.toFixed(2),cool:+ember.cool.toFixed(2),fed:+ember.fed.toFixed(2),
      hikaye:+ember.hikaye.toFixed(2)},
    heat:+heat.toFixed(2),ignited:ignited,sparks:sparks.length,
    dovme:{pct:+LET.pct.toFixed(2),tamam:LET.tamam,cool:+(LET.cool||0).toFixed(2),
      harf:LET.kutular?LET.kutular.length:0},
    kupa:{a:+K6.a.own.toFixed(2),b:+K6.b.own.toFixed(2)},
    wipe:+wipe.x.toFixed(3),renk:+renkAuto.toFixed(2),duman:smoke.length,
    son:{t:+son.t.toFixed(1),lit:+son.lit.toFixed(2)},
    isReady:isReady,autoScrolled:autoScrolled,
    P2:P2,P3:P3,A:{x:Math.round(A.x||0),w:Math.round(A.w||0)},bar:A.bar,VW:VW,VH:VH};
}
function frame(){
  const now=performance.now(); const dt=Math.min(0.05,(now-last)/1000); last=now;
  step(dt);
  requestAnimationFrame(frame);
}

window.__tick=function(n,dt){ for(let i=0;i<(n||1);i++) step(dt||1/60); };

if('scrollRestoration' in history) history.scrollRestoration='manual';

const VARLIK=Object.assign({},SRC,URLS);
let loaded=0; const keys=Object.keys(VARLIK);
const ON_CARPIM={fisek:1,arma:1};
keys.forEach(k=>{ const im=new Image();
  im.onload=()=>{ IMG[k]=im; TEX[k]=fromImage(im,ON_CARPIM[k]); if(++loaded===keys.length) init(); };
  im.onerror=()=>{ if(++loaded===keys.length) init(); };
  im.src=VARLIK[k]; });
function init(){
  if(IMG.anvil) ANVIL_AR=IMG.anvil.naturalWidth/IMG.anvil.naturalHeight;
  if(IMG.hammer) HAM_AR=IMG.hammer.naturalWidth/IMG.hammer.naturalHeight;
  burnA=target(BURN_W,BURN_H); burnB=target(BURN_W,BURN_H); burnClear();
  harfleriKur();

  /*
    Anton @font-face sadece kullanılınca yüklenir; canvas'a çizim bunu
    tetiklemez. load() ile açıkça iste, gelince atlası yeniden kur.
  */
  if(document.fonts&&document.fonts.load){
    document.fonts.load('400 160px Anton').then(()=>{ harfleriKur(); }).catch(()=>{});
  }
  if(document.fonts&&document.fonts.ready) document.fonts.ready.then(()=>{
    const yanmisti=LET.yanik;
    harfleriKur();
    if(yanmisti) LET.yanik=true;
  });
  resize(); trackScroll(); frame();
}
})();
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