Have we reached peak Markdown?
This blog post? Written in Markdown. The below first-person shooter, depicting a possessed furnace, in a style similar to, but legally distinct from: DOOM? Also Markdown.
We thought it would be neat if we could run Markdown code blocks in a sandbox environment directly inside your docs. That way, agents could write full-blown apps in ```html fences inside your design documents or blog posts, and you could illustrate concepts your readers can interact with. Or create pointless slop games that surpass my coding ability by 100x, in a span of 5 minutes.
We bundled Three.js, D3 and Mermaid into a pre-packaged HTML sandbox environment, and gave the keys to Astra over MCP. It created a single-level game that, if not quite AAA-worthy, would have deeply impressed me a year ago. Today, it just makes me want to apologize to Dan Greenheck.
Sandboxing is a tricky thing to get right though, and we encountered plenty of load bearing footguns along the way. We present them below for the benefit of the reader. But first, may I present FURNACE: THE LAST FURNACE.
<div id="FURNACE">
<div id="viewport">
<canvas id="screen" tabindex="0" aria-label="FURNACE first person game. WASD move, arrow keys aim, click, Space or F fire, R reload, Shift dash, E interact, Escape pause."></canvas>
<div id="vignettfe"></div><div id="hurt"></div>
<div id="hud" hidden>
<div class="topline"><span class="brand">FURNACE<span>THE LAST FURNACE</span></span><span id="objective">BREAK THE THREE SEALS</span><button id="pause" aria-label="Pause game">Ⅱ</button></div>
<div id="compass"><span id="bearing">◆</span><span id="distance"></span></div>
<div id="boss" hidden><span>THE FURNACE KEEPER</span><i><b id="bossfill"></b></i></div>
<div id="crosshair"><i></i><i></i><i></i><i></i></div>
<div id="hitmark"></div><div id="announce" aria-live="polite"></div><div id="usehint"></div>
<div class="bottomline">
<div class="vital"><small>HEALTH</small><strong id="health">100</strong><div class="healthtrack"><i id="healthfill"></i></div></div>
<div class="killpanel"><small>KILLS</small><strong id="killcount">0</strong></div><canvas id="marine" width="64" height="64" aria-label="Marine status portrait"></canvas><div class="dashpanel"><span id="dashtext">DASH READY</span><div><i id="dashfill"></i></div></div>
<div class="ammo"><small id="weaponlabel">12 GAUGE / SHOTGUN</small><strong id="ammo">6 <em>/ 6</em></strong><span id="reloadtext">R · RELOAD</span></div>
</div>
<canvas id="map" width="132" height="154" aria-label="Level map with your position and objective"></canvas>
</div>
<div id="menu">
<div class="eyebrow" id="eyebrow">EPISODE ONE / THE LAST FURNACE</div>
<h1 id="title">FURNACE</h1><div class="subtitle" id="subtitle">THE LAST FURNACE</div>
<p id="description">The furnace learned to pray.<br>Silence its three seals. Kill what answers.</p>
<button class="primary" id="play" disabled>ENTER THE FURNACE <span>↗</span></button>
<div class="menusettings"><button id="sound" aria-pressed="true">SOUND ON</button><button id="motion" aria-pressed="false">REDUCED MOTION OFF</button><button id="touchToggle" aria-pressed="false">TOUCH CONTROLS</button></div>
<div class="audiomix"><label for="atmosphere">ATMOSPHERE <output id="atmosphereValue">65%</output><input id="atmosphere" type="range" min="0" max="100" value="65"></label><label for="effectsVolume">EFFECTS <output id="effectsVolumeValue">85%</output><input id="effectsVolume" type="range" min="0" max="100" value="85"></label></div>
<div class="howto"><span><b>W A S D</b> MOVE</span><span><b>← ↑ ↓ →</b> AIM</span><span><b>SPACE / CLICK / F</b> FIRE</span><span><b>R</b> RELOAD</span><span><b>SHIFT</b> DASH</span><span><b>E</b> USE</span></div>
<p class="hint">Mouse: drag to aim; a click fires. Hold Space or F for continuous fire.<br>Touch: use the two sticks and action buttons below.</p>
</div>
</div>
<div id="touchpad" hidden>
<div class="stick" id="moveStick" role="group" aria-label="Movement joystick"><span></span><b>MOVE</b></div>
<div class="actions"><button id="touchUse">USE</button><button id="touchReload">RELOAD</button><button id="touchDash">DASH</button><button id="touchFire">FIRE</button></div>
<div class="stick" id="lookStick" role="group" aria-label="Aim joystick"><span></span><b>AIM</b></div>
</div>
<div class="footer"><span>ONE SHOTGUN. THREE SEALS. NO WAY BACK.</span><span>ESC · PAUSE M · MAP</span></div>
</div>
<style>
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#viewport{position:relative;aspect-ratio:16/10;overflow:hidden;background:#1f1812}
#screen{display:block;width:100%;height:100%;outline:none;touch-action:pan-y}
#vignette{position:absolute;inset:0;pointer-events:none;box-shadow:inset 0 0 95px 12px #0008;background:linear-gradient(#03090d55,transparent 24%,transparent 65%,#02060888)}
#hurt{position:absolute;inset:0;pointer-events:none;box-shadow:inset 0 0 90px 35px #ff381a;opacity:0}
#hud{position:absolute;inset:0;pointer-events:none;text-shadow:0 2px 5px #000}
.topline{position:absolute;inset:23px 26px auto;display:flex;align-items:center;gap:18px}.brand{font-weight:900;font-size:22px;letter-spacing:5px}.brand span{display:block;font-size:7px;letter-spacing:2.3px;color:#ffbf75}
#objective{margin-left:auto;text-align:right;font-size:10px;letter-spacing:1.6px;font-weight:700}
#FURNACE button{font:inherit;cursor:pointer;border:1px solid #7b7770;background:#332a20;color:#fff2db;min-height:44px;touch-action:manipulation}
#FURNACE button:hover{background:#57422e}#FURNACE button:focus-visible{outline:3px solid #8be7ef;outline-offset:3px}
#pause{pointer-events:auto;width:44px;font-weight:900!important}
#compass{position:absolute;top:83px;left:50%;transform:translateX(-50%);width:200px;text-align:center;color:#b6d474;font-size:11px;letter-spacing:2px}
#bearing{display:inline-block}#distance{display:block;font-size:9px;letter-spacing:1px}
#crosshair{position:absolute;left:50%;top:50%;width:24px;height:24px;transform:translate(-50%,-50%);filter:drop-shadow(0 1px 1px #000)}
#crosshair i{position:absolute;background:#fef1d8}
#crosshair i:nth-child(1){width:5px;height:2px;top:11px;left:0}#crosshair i:nth-child(2){width:5px;height:2px;top:11px;right:0}
#crosshair i:nth-child(3){height:5px;width:2px;left:11px;top:0}#crosshair i:nth-child(4){height:5px;width:2px;left:11px;bottom:0}
#hitmark{position:absolute;left:50%;top:50%;width:28px;height:28px;border:2px solid #fff2db;transform:translate(-50%,-50%) rotate(45deg);opacity:0}
#announce{position:absolute;top:24%;left:10%;width:80%;text-align:center;font-size:18px;font-weight:850;letter-spacing:3px;color:#ffe0a0}
#usehint{position:absolute;left:15%;width:70%;bottom:24%;text-align:center;font-size:11px;letter-spacing:1px;color:#bfd988}
.bottomline{position:absolute;inset:auto 26px 23px;display:flex;align-items:flex-end;gap:16px}.vital{width:125px}small{display:block;font-size:8px;letter-spacing:2px;color:#d5d8d5}
.vital strong{font-size:40px;font-weight:300;line-height:1.1;font-variant-numeric:tabular-nums}.healthtrack{height:3px;background:#70281a}.healthtrack i{display:block;height:100%;background:#f1d09b;transition:width .1s}
.dashpanel{margin:0 auto 2px 12px;color:#b8dde0;font-size:8px;letter-spacing:1.2px}.dashpanel>div{height:3px;width:85px;background:#19363e;margin-top:8px}.dashpanel i{display:block;height:100%;background:#7ee5ed}
.ammo{text-align:right}.ammo strong{display:block;font-size:42px;font-weight:300;line-height:1.1}.ammo em{font-size:20px;font-style:normal;color:#b6b9b6}.ammo>span{font-size:9px;letter-spacing:1px;color:#e1bd88}
#map{position:absolute;right:26px;top:110px;width:92px;opacity:.85;background:#100a06cc;border:1px solid #73664c}
#boss{position:absolute;top:110px;left:24%;width:52%;text-align:center;font-size:9px;letter-spacing:3px;color:#ffccaa}#boss i{display:block;height:4px;margin-top:8px;background:#381c1a}#boss b{display:block;height:100%;background:#ff8153}
#menu{position:absolute;inset:0;display:flex;flex-direction:column;justify-content:center;align-items:flex-start;padding:6%;background:linear-gradient(90deg,#0c0907eb 0%,#160e09bd 47%,#13080033 100%)}
.eyebrow{font-size:9px;letter-spacing:4px;color:#bcced0;font-weight:700}
#title{font-family:Impact,"Arial Black",sans-serif;font-size:clamp(52px,12vw,126px);line-height:1;letter-spacing:8px;margin:12px 0 0;background:linear-gradient(#fff6de 25%,#f1b963 75%,#ab5429);color:transparent;background-clip:text}
.subtitle{font-size:clamp(10px,1.7vw,17px);letter-spacing:7px;color:#ecc99c;margin-left:4px}
#description{margin:22px 0;color:#d8e0dd;font-size:clamp(12px,1.6vw,16px);line-height:1.7;max-width:420px}
#FURNACE .primary{min-width:248px;background:#f6b565;color:#171c21;border:0;text-align:left;font-weight:850;padding:15px 20px;letter-spacing:2px;font-size:11px}.primary span{float:right;font-size:16px}
#FURNACE .primary:hover{background:#ffcf90}
.menusettings{display:flex;gap:9px;margin:12px 0}.menusettings button{font-size:8px!important;letter-spacing:.6px;padding:5px 9px;background:#21180cdd!important}
.audiomix{display:flex;gap:22px;width:min(360px,100%);margin:0 0 4px}.audiomix label{flex:1;font-size:9px;letter-spacing:1px;color:#e1d2ae}.audiomix output{float:right;color:#c6bda7}.audiomix input{display:block;width:100%;height:28px;margin:0;accent-color:#c26435;cursor:pointer}.audiomix input:focus-visible{outline:2px solid #bfd988;outline-offset:1px}
.howto{display:flex;gap:12px;flex-wrap:wrap;max-width:550px;font-size:8px;color:#c2d0d1;letter-spacing:1px;margin-top:10px}.howto b{color:#ffdda6;display:block;margin-bottom:3px}
.hint{font-size:9px;color:#b4c3c8;line-height:1.6;margin-top:12px}
.footer{display:flex;justify-content:space-between;padding:12px 16px;font-size:8px;letter-spacing:1.6px;color:#c5ccc9;border-top:1px solid #35404a;gap:10px}
#touchpad{padding:16px 12px;display:flex;align-items:center;justify-content:space-between;gap:10px;touch-action:none;user-select:none;background:#0f1b22}
.stick{width:112px;height:112px;border-radius:50%;border:1px solid #7b929a;background:radial-gradient(#293d46,#10202a);position:relative;touch-action:none;flex-shrink:0}.stick span{position:absolute;width:44px;height:44px;left:calc(50% - 22px);top:calc(50% - 22px);background:#728e95;border:2px solid #b2cace;border-radius:50%;pointer-events:none}.stick b{position:absolute;bottom:5px;width:100%;text-align:center;font-size:8px;letter-spacing:2px;color:#b8cfd1}
.actions{display:grid;grid-template-columns:1fr 1fr;gap:6px;max-width:220px;flex:1}.actions button{font-size:9px!important;font-weight:750!important}#FURNACE #touchFire{background:#d5793c;color:#fff}
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/* Chunky steel status panel and low-resolution world, in the early PC FPS idiom. */
#screen{image-rendering:pixelated}
#vignette{box-shadow:inset 0 0 80px 4px #12060077;background:linear-gradient(#10060022,transparent 40%,#10080033)}
#title{font-family:Impact,"Arial Black",sans-serif;letter-spacing:4px;background:linear-gradient(#e2db9e 15%,#978b4a 40%,#4d542f 49%,#c45626 51%,#f4ac3b 76%,#68301b 98%);background-clip:text;filter:drop-shadow(4px 5px 0 #170a02);transform:scaleY(1.18);margin-bottom:8px}
.subtitle{color:#bd3224;letter-spacing:5px;font-weight:900;text-shadow:2px 2px #180700}
#FURNACE button{border:2px outset #877558;background:#33281d;font-weight:bold;border-radius:0}
#FURNACE .primary{background:#7e251c;color:#fff0b1;border:3px outset #ba6340;text-shadow:2px 2px #35100a}
#FURNACE .primary:hover{background:#ad3724}
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#marine{width:68px;height:68px;image-rendering:pixelated;border:3px inset #99927c;background:#2c2e21;justify-self:center}
.dashpanel{margin:0;color:#e5d9ba;text-align:center;font-size:9px;letter-spacing:0}.dashpanel>div{margin:8px auto 0;background:#283018;width:72px}.dashpanel i{background:#90aa50}
#compass{top:68px;color:#b6d474;font-weight:900}#map{top:99px;opacity:.9}#announce{font:900 20px/1.2 "Courier New",monospace;color:#f3c791;text-shadow:2px 2px #582019;letter-spacing:1px}#usehint{bottom:29%;color:#bdd984;font-weight:900}
#crosshair{width:12px;height:12px;opacity:.6}#crosshair i:nth-child(1){top:5px;width:3px}#crosshair i:nth-child(2){top:5px;width:3px}#crosshair i:nth-child(3){left:5px;height:3px}#crosshair i:nth-child(4){left:5px;height:3px}
#touchpad{background:#29291e}.stick{border-color:#847d61;background:radial-gradient(#525442,#26291b)}.stick span{background:#73755e;border-color:#bab293}.stick b{color:#e1dab4}#FURNACE #touchFire{background:#8b291e;border-color:#cb6c48}.footer{background:#211d16;border-color:#64573d;color:#cfc3a3}
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let renderer;
try { renderer=new T.WebGLRenderer({canvas,antialias:false,alpha:false,powerPreference:'high-performance'}); }
catch { $('description').textContent='This game needs WebGL. Enable hardware acceleration and reload the preview.'; $('play').disabled=true; throw new Error('WebGL is unavailable'); }
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g.fillStyle='#a3a279';g.fillRect(7,6,114,3);g.fillStyle='#464d36';g.fillRect(15,18,98,83);
for(let i=0;i<7;i++){g.fillStyle='#252b20';g.fillRect(20+i*13,24,7,62);g.fillStyle='#969772';g.fillRect(20+i*13,24,1,61)}
g.fillStyle='#ae954b';g.fillRect(6,101,116,14);g.fillStyle='#27291d';for(let x=-10;x<128;x+=23){g.beginPath();g.moveTo(x,115);g.lineTo(x+14,101);g.lineTo(x+24,101);g.lineTo(x+10,115);g.fill()}
for(const x of [9,118])for(const y of [13,95]){g.fillStyle='#262a1e';g.fillRect(x-2,y-2,5,5);g.fillStyle='#c4b989';g.fillRect(x-1,y-1,2,2)}
for(let y=0;y<100;y++){g.fillStyle='rgba(72,34,13,'+(Math.max(0,1-y/100)*.4)+')';g.fillRect(9,y+8,2,1);g.fillRect(117,y+8,3,1)}
}
grain(g,128,128,27,28);const t=new T.CanvasTexture(c);t.colorSpace=T.SRGBColorSpace;t.magFilter=T.NearestFilter;return t;
}
const wallMat=material('#c8c6a3',{map:surfaceTexture('tech')}),stoneMat=material('#d1bfa5',{map:surfaceTexture('stone')}),floorMat=material('#bbb39e',{map:surfaceTexture('floor')});
const ceilingMat=new T.MeshBasicMaterial({map:surfaceTexture('floor'),color:'#68604e'});
const CELL=2.6,MW=29,MH=33,grid=new Uint8Array(MW*MH).fill(1);
function room(x0,z0,x1,z1){for(let z=z0;z<=z1;z++)for(let x=x0;x<=x1;x++)grid[z*MW+x]=0}
room(2,20,12,30);room(6,14,9,20);room(2,3,12,14);room(12,10,17,12);room(14,10,26,25);room(12,21,14,23);room(20,7,23,10);room(17,2,26,7);
for(const [x,z] of [[4,7],[10,7],[4,11],[10,11],[17,14],[23,14],[17,20],[23,18],[4,24],[10,24]]) grid[z*MW+x]=2;
function cell(x,z){return x<0||z<0||x>=MW||z>=MH?1:grid[z*MW+x]}
function blocked(x,z,r=.3){for(const [dx,dz] of [[r,r],[r,-r],[-r,r],[-r,-r]])if(cell(Math.floor((x+dx)/CELL),Math.floor((z+dz)/CELL)))return true;return false}
function move(obj,dx,dz,r=.3){if(!blocked(obj.x+dx,obj.z,r))obj.x+=dx;if(!blocked(obj.x,obj.z+dz,r))obj.z+=dz}
function los(x,z,bx,bz){const d=Math.hypot(bx-x,bz-z),n=Math.ceil(d/.45);for(let i=1;i<n;i++){const t=i/n;if(cell(Math.floor((x+(bx-x)*t)/CELL),Math.floor((z+(bz-z)*t)/CELL)))return false}return true}
let floors=[],walls=[];
for(let z=0;z<MH;z++)for(let x=0;x<MW;x++){
if(!cell(x,z))floors.push([x*CELL+CELL/2,z*CELL+CELL/2]);
else if([[1,0],[-1,0],[0,1],[0,-1]].some(([dx,dz])=>cell(x+dx,z+dz)===0))walls.push([x,z]);
}
const dummy=new T.Object3D();
function instances(points,geometry,mat,setup){const mesh=new T.InstancedMesh(geometry,mat,points.length);points.forEach((p,i)=>{setup(dummy,p);dummy.updateMatrix();mesh.setMatrixAt(i,dummy.matrix)});world.add(mesh);return mesh}
instances(floors,boxGeo,floorMat,(o,[x,z])=>{o.position.set(x,-.15,z);o.scale.set(CELL,.3,CELL)});
instances(walls.filter(([x,z])=>z>=15),boxGeo,wallMat,(o,[x,z])=>{o.position.set((x+.5)*CELL,2.25,(z+.5)*CELL);o.scale.set(CELL,4.5,CELL)});
instances(walls.filter(([x,z])=>z<15),boxGeo,stoneMat,(o,[x,z])=>{o.position.set((x+.5)*CELL,2.25,(z+.5)*CELL);o.scale.set(CELL,4.5,CELL)});
instances(walls,boxGeo,mats.dark,(o,[x,z])=>{o.position.set((x+.5)*CELL,4.55,(z+.5)*CELL);o.scale.set(CELL+.15,.22,CELL+.15)});
const railMats=[mats.orange,mats.cyan];
// Concrete ceilings frame the low techbase rooms; the central furnace stays tall.
box(world,7.5*CELL,7.4,25.5*CELL,11*CELL,.35,11*CELL,ceilingMat);
box(world,7.5*CELL,7.4,8.5*CELL,11*CELL,.35,12*CELL,ceilingMat);
// A few barrels and computer panels are recessed into existing solid cells.
for(const [x,z] of [[4,24],[10,24],[4,11],[23,18]]){
cylinder(world,(x+.5)*CELL,1.05,(z+.5)*CELL,.72,.72,2.1,mats.dark,12);
cylinder(world,(x+.5)*CELL,1.4,(z+.5)*CELL,.74,.74,.45,mats.cyan,12);
}
walls.forEach(([x,z],i)=>{
if(i%7===0){box(world,(x+.5)*CELL,3.65,(z+.5)*CELL,CELL+.06,.035,CELL+.06,railMats[z<15?0:1])}
if(cell(x,z)===2){
cylinder(world,(x+.5)*CELL,3.4,(z+.5)*CELL,1.0,1.2,6.8,mats.dark,8);
for(let a=0;a<4;a++){let t=a*Math.PI/2;box(world,(x+.5)*CELL+Math.cos(t)*1.06,3.2,(z+.5)*CELL+Math.sin(t)*1.06,.12,5,.12,mats.brass)}
ball(world,(x+.5)*CELL,6.7,(z+.5)*CELL,.38,mats.orange);
}
});
function arch(cx,cz,width){
for(const s of [-1,1]){
box(world,cx+s*width/2,3.1,cz,.55,6.2,.65,mats.dark);
box(world,cx+s*width/2,2.7,cz+.34,.09,4.8,.05,mats.orange);
const arm=box(world,cx+s*width/4,6.45,cz,width*.6,.45,.65,mats.iron);arm.rotation.z=s*.4;
}
box(world,cx,7.1,cz,.32,.7,.8,mats.brass);
}
arch(7.5*CELL,19.5*CELL,8.5);arch(7.5*CELL,13.5*CELL,8.5);arch(21.5*CELL,9.3*CELL,9);
for(let z of [11.5,16.5,22.5])arch(20.5*CELL,z*CELL,25);
sign(7.5*CELL,4.8,20*CELL,'01 / DESCENT');
sign(7.5*CELL,4.8,14*CELL,'02 / THE FORGE');
sign(21.5*CELL,5.9,9.5*CELL,'03 / THE CHOIR');
sign(21.5*CELL,4.9,7.8*CELL,'THE LAST FURNACE');
function furnace(x,z){
cylinder(world,x,2.0,z,1.35,1.6,4,mats.dark,12);
for(let a=0;a<8;a++){const t=a/8*TAU;box(world,x+Math.cos(t)*1.25,1.9,z+Math.sin(t)*1.25,.22,2.8,.22,mats.orange)}
cylinder(world,x,4.1,z,1.5,1.5,.25,mats.brass);
cylinder(world,x,6,z,.55,.9,3.6,mats.iron);
}
furnace(1.55*CELL,5.5*CELL);furnace(12.5*CELL,4*CELL);furnace(26.5*CELL,15.5*CELL);furnace(16.5*CELL,4.5*CELL);
const lavaMat=new T.MeshBasicMaterial({color:'#ff6a1e'}), lavaGroup=group(world);
for(const [x,z] of [[2.5,18.5],[12.5,17],[27,6],[15.5,6]]){
const m=box(lavaGroup,x*CELL,-.6,z*CELL,4,.05,8,lavaMat);
for(let i=0;i<4;i++)box(lavaGroup,x*CELL,-.35,(z-1.2+i*.8)*CELL,4,.2,.14,mats.dark);
}
const emberCount=180,emberPos=new Float32Array(emberCount*3);
for(let i=0;i<emberCount;i++){emberPos[i*3]=rand(3,72);emberPos[i*3+1]=rand(.2,8);emberPos[i*3+2]=rand(4,79)}
const emberGeo=new T.BufferGeometry();emberGeo.setAttribute('position',new T.BufferAttribute(emberPos,3));
const embers=new T.Points(emberGeo,new T.PointsMaterial({color:'#ffc07a',size:.075,transparent:true,opacity:.8,depthWrite:false,blending:T.AdditiveBlending}));scene.add(embers);
const relays=[];
function makeRelay(x,z,name){
const g=group(world,x*CELL,0,z*CELL);
cylinder(g,0,.2,0,1.25,1.45,.4,mats.dark,8);cylinder(g,0,1,0,.6,.9,1.5,mats.iron,8);
const ring=new T.Mesh(new T.TorusGeometry(.8,.065,5,32),mats.orange);ring.position.y=2.3;g.add(ring);
const core=ball(g,0,2.3,0,.4,mats.orange);glow(g,0,2.3,0,3.5,'#ff873e');
for(let a=0;a<3;a++){let t=a/3*TAU;const s=box(g,Math.sin(t)*.7,1.8,Math.cos(t)*.7,.14,1.4,.14,mats.brass);s.rotation.z=Math.sin(t)*.35}
relays.push({g,ring,core,x:x*CELL,z:z*CELL,name,active:false});
}
makeRelay(7.5,5.5,'THE FORGE');makeRelay(24.5,23.5,'THE CHOIR');makeRelay(22,3.6,'THE HEART');
const exit=group(world,22*CELL,0,2.6*CELL);
box(exit,0,2.3,0,3.8,4.6,.4,mats.dark);
const portal=box(exit,0,2.3,.25,2.6,3.9,.08,mats.cyan);portal.visible=false;
// The level's visual anchor: a captive star suspended above the choir.
const heart=group(world,20.5*CELL,8,17.4*CELL);
const heartCore=ball(heart,0,0,0,1.75,mats.orange);glow(heart,0,0,0,10,'#ff691a');
const heartRings=[];
for(let i=0;i<3;i++){const ring=new T.Mesh(new T.TorusGeometry(2.5+i*.55,.12,6,64),i===1?mats.brass:mats.dark);ring.rotation.set(i*.8,.4+i*.6,.4);heart.add(ring);heartRings.push(ring)}
for(const x of [-4,4])for(const z of [-4,4]){
const cable=cylinder(world,heart.position.x+x,9.5,heart.position.z+z,.055,.055,13,mats.dark,5);cable.rotation.z=-x*.08;
box(world,heart.position.x+x,4,heart.position.z+z,.18,2,.18,mats.orange);
}
for(let z=12;z<24;z+=5){box(world,20.5*CELL,11.5,z*CELL,32,.4,.55,mats.dark);box(world,20.5*CELL,11.3,z*CELL,18,.05,.16,mats.orange)}
const enemyGroup=group(scene),effects=group(scene),pickGroup=group(scene);
let enemies=[],particles=[],shots=[],pickups=[],state='title',P,clock=0,kills=0,elapsed=0,seals=0,bossSpawned=false,annTime=0,hitTime=0;
let reduced=false,soundEnabled=true,touchMode=false,manualTouch=false,mapVisible=true;
let input={forward:0,strafe:0,yaw:0,pitch:0,fire:false},keys=Object.create(null),pointer=null;
// Original generated sprite atlases, embedded so the preview needs no image requests.
const atlasSources={"knight":"data:image/webp;base64,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"};
const demonArt={};
async function decodeAtlas(type,source){
const image=new Image();image.src=source;await image.decode();
const frames=[];const cellWidth=image.width/4,cellHeight=image.height/4;
for(let i=0;i<16;i++){
const c=document.createElement("canvas");c.width=c.height=192;const g=c.getContext("2d");
g.imageSmoothingEnabled=false;g.drawImage(image,(i%4)*cellWidth,Math.floor(i/4)*cellHeight,cellWidth,cellHeight,0,0,192,192);
const t=new T.CanvasTexture(c);t.colorSpace=T.SRGBColorSpace;t.magFilter=T.NearestFilter;t.minFilter=T.NearestFilter;t.generateMipmaps=false;frames.push(t);
}
demonArt[type]={frames,walk:frames.slice(0,8)};
}
await Promise.all(Object.entries(atlasSources).map(([type,source])=>decodeAtlas(type,source))).catch(()=>{
$("description").textContent="The creature art could not load. Reload this preview to try again.";throw new Error("Creature atlas decode failed");
});
function makeEnemy(x,z,type='knight'){
const g=group(enemyGroup,x*CELL,0,z*CELL),big=type==='keeper',floating=type==='wisp';g.scale.setScalar(big?1.7:1);
const torso=group(g,0,1.48,0),head=group(torso);const arms=[group(torso),group(torso)],legs=[group(g),group(g)];
const sprite=new T.Sprite(new T.SpriteMaterial({map:demonArt[type].walk[0],alphaTest:.3,depthWrite:true,transparent:false,toneMapped:false}));
sprite.center.set(.5,0);sprite.position.y=floating?.22:-.06;sprite.scale.set(floating?2.9:3.06,floating?2.9:3.06,1);g.add(sprite);
const e={g,torso,head,arms,legs,sprite,x:x*CELL,z:z*CELL,type,hp:big?1000:floating?65:95,max:big?1000:floating?65:95,phase:rand(0,6),cool:rand(.7,1.8),wind:0,stagger:0,dead:false,deathT:0,awake:false,attack:0,strikeT:0,walkPhase:0,walking:false,artFrame:0};
enemies.push(e);return e;
}
function spritePose(e){
let frame;
if(e.dead)frame=12+Math.min(3,Math.floor(e.deathT/.19));
else if(e.stagger>0)frame=11;
else if(e.strikeT>0)frame=10;
else if(e.wind>0){const duration=e.type==="keeper"?.95:e.type==="wisp"?.9:.7;frame=e.wind>duration*.78?8:9}
else frame=e.type==="wisp"?Math.floor(clock*7+e.phase)%8:e.walking?Math.floor(e.walkPhase)%8:0;
e.artFrame=frame;e.sprite.material.map=demonArt[e.type].frames[frame];
e.sprite.position.y=!e.dead&&e.type==="wisp"?.22+Math.sin(clock*2+e.phase)*.07:-.06;
}
const steelCanvas=document.createElement('canvas');steelCanvas.width=steelCanvas.height=64;
const steelCtx=steelCanvas.getContext('2d',{willReadFrequently:true});steelCtx.fillStyle='#959998';steelCtx.fillRect(0,0,64,64);
for(let i=0;i<64;i++){steelCtx.fillStyle=i%5===0?'#b7bab6':'#777f80';steelCtx.fillRect(i,0,1,64)}grain(steelCtx,64,64,194,25);
const steelTexture=new T.CanvasTexture(steelCanvas);steelTexture.colorSpace=T.SRGBColorSpace;steelTexture.magFilter=T.NearestFilter;
const gunSteel=material('#797f80',{map:steelTexture,metalness:.55,roughness:.65}),gunBright=material('#b9bdb8',{map:steelTexture,metalness:.6}),gunDark=material('#343a3a',{map:steelTexture}),gunFlesh=material('#c28e69',{roughness:1,metalness:0});
const weaponScene=new T.Scene(),weaponCamera=new T.PerspectiveCamera(57,1,.02,10);
weaponScene.add(new T.HemisphereLight(0xd5d7cf,0x4d483e,2.4));
const wl=new T.DirectionalLight(0xe2e3d8,3.5);wl.position.set(-1,3,2);weaponScene.add(wl);
function bevel(parent,x,y,z,w,h,d,mat){
const shape=new T.Shape();shape.moveTo(-w/2,-h/2);shape.lineTo(w/2,-h/2);shape.lineTo(w/2,h/2);shape.lineTo(-w/2,h/2);shape.closePath();
const geo=new T.ExtrudeGeometry(shape,{depth:d-.025,bevelEnabled:true,bevelSize:.012,bevelThickness:.012,bevelSegments:1,steps:1});geo.translate(0,0,-d/2+.012);
const mesh=new T.Mesh(geo,mat);mesh.position.set(x,y,z);parent.add(mesh);return mesh;
}
const gun=group(weaponScene,.24,-.29,-.98);gun.rotation.set(.06,-.05,0);
function tube(parent,x,y,z,r,len,mat){const m=cylinder(parent,x,y,z,r,r,len,mat,12);m.rotation.x=Math.PI/2;return m}
// A layered, beveled silhouette: receiver, twin tubes, ventilated shroud, sights, moving action and gloved hands.
bevel(gun,0,0,.07,.16,.15,.49,gunSteel);box(gun,-.09,.015,.02,.016,.11,.4,gunBright);
box(gun,0,.098,-.015,.14,.025,.5,mats.black);
box(gun,0,.098,-.17,.026,.015,.38,gunBright);
tube(gun,0,.027,-.47,.057,.72,gunDark);tube(gun,0,-.075,-.38,.047,.55,gunSteel);
tube(gun,0,.027,-.835,.078,.10,gunBright);tube(gun,0,.027,-.89,.06,.014,mats.black);
tube(gun,0,.027,-.902,.037,.014,mats.black);
for(let z of [-.35,-.70])tube(gun,0,.027,z,.064,.027,gunBright);
const frontSight=box(gun,0,.12,-.77,.02,.08,.025,gunDark);box(gun,0,.158,-.77,.015,.012,.026,mats.bone);
for(const s of [-1,1])box(gun,s*.037,.14,.01,.018,.09,.055,gunBright);
box(gun,0,.105,.01,.05,.016,.04,gunDark);
const stock=bevel(gun,0,-.045,.31,.13,.13,.18,gunDark);stock.rotation.x=-.16;
const grip=box(gun,0,-.16,.18,.115,.22,.13,gunDark);grip.rotation.x=-.27;
const trigger=new T.Mesh(new T.TorusGeometry(.062,.01,4,12),mats.brass);trigger.position.set(0,-.12,.06);trigger.rotation.y=Math.PI/2;gun.add(trigger);
const pump=group(gun,0,-.074,-.40);
box(pump,0,0,0,.14,.12,.28,mats.red);
for(let i=0;i<6;i++)box(pump,0,-.01,-.12+i*.045,.148,.13,.015,gunDark);
tube(pump,-.071,.046,.13,.011,.45,gunBright);tube(pump,.071,.046,.13,.011,.45,gunBright);
function hand(parent,x,y,z,rot){
const g=group(parent,x,y,z);g.rotation.z=rot;
box(g,0,0,0,.135,.13,.15,mats.cloth);box(g,0,.035,.0,.145,.05,.15,gunDark);
for(let i=0;i<4;i++)box(g,-.052+i*.036,.014,-.085,.027,.092,.05,gunFlesh);
const arm=box(g,0,-.13,.12,.145,.19,.32,mats.cloth);arm.rotation.x=.6;return g;
}
hand(gun,.012,-.2,.2,-.10);const supportHand=hand(pump,-.11,-.075,.005,-.25);supportHand.rotation.y=-.2;
box(gun,-.092,.015,-.08,.009,.063,.18,mats.black);
box(gun,-.10,.008,-.04,.008,.024,.06,mats.brass);
for(let i=0;i<3;i++)box(gun,-.098,-.01,.10+i*.033,.008,.034,.01,gunBright);
const serialPlate=new T.Mesh(new T.PlaneGeometry(.16,.04),labelTexture('M-06','#91cbd5'));serialPlate.position.set(-.094,-.035,.18);serialPlate.rotation.y=-Math.PI/2;gun.add(serialPlate);
const cartridge=box(gun,.098,.025,.025,.016,.055,.12,mats.brass);
const sidePlate=box(gun,.099,-.035,.15,.014,.023,.1,gunSteel);
const flash=group(gun,0,.027,-.96);flash.visible=false;
for(let i=0;i<3;i++){const f=new T.Mesh(new T.ConeGeometry(.14,.46,5),new T.MeshBasicMaterial({color:i?'#ffcb59':'#fff5c1',transparent:true,opacity:.8,depthWrite:false,blending:T.AdditiveBlending}));f.rotation.x=-Math.PI/2;f.rotation.z=i*1.5;f.position.z=-.12;flash.add(f)}
let fireAnim=0,reload=0,cooldown=0,dashCd=0,dashTime=0,shake=0,hurt=0,bob=0,shotNumber=0;
function pop(text,time=2.4){$('announce').textContent=text;annTime=time}
function objective(){return relays.find(r=>!r.active)}
function spawnPickup(x,z){const g=group(pickGroup,x,.5,z);box(g,0,0,0,.5,.4,.3,mats.dark);box(g,0,0,.16,.32,.09,.03,mats.cyan);box(g,0,0,.16,.09,.3,.03,mats.cyan);pickups.push({g,x,z})}
function disposeChildren(parent){
parent.traverse(o=>{if(o.geometry&&o.geometry!==boxGeo&&o.geometry!==sphereGeo)o.geometry.dispose();if(o.isSprite)o.material.dispose()});parent.clear();
}
function reset(){
audio?.reset();disposeChildren(enemyGroup);disposeChildren(effects);disposeChildren(pickGroup);enemies=[];particles=[];shots=[];pickups=[];
P={x:7.5*CELL,z:28*CELL,yaw:0,pitch:0,hp:100,shells:6};kills=0;elapsed=0;seals=0;bossSpawned=false;portal.visible=false;
fireAnim=reload=cooldown=dashCd=dashTime=shake=hurt=0;bob=0;shotNumber=0;
for(const r of relays){r.active=false;r.core.material=mats.orange;r.ring.material=mats.orange}
for(const [x,z,type] of [[7.5,23,'knight'],[5,20.5,'knight'],[7.5,11,'knight'],[5.5,5,'knight'],[11,5,'wisp'],[16,11,'knight'],[20,16,'wisp'],[25,19,'knight'],[18,23,'knight'],[20,5,'knight'],[25,4,'wisp']])makeEnemy(x,z,type);
for(const [x,z] of [[3,28],[3,12],[25,24],[19,6]])spawnPickup(x*CELL,z*CELL);
$('boss').hidden=true;annTime=0;hitTime=0;clearInput();updateHud();
}
// Original, self-contained sound design. Samples are synthesized once, then reused.
// No network, codecs, worklets, timers for sequencing, or external recordings.
function createFurnaceAudio(ctx, listener, occluded) {
const SR=24000,TAU=Math.PI*2,bank={},voices=new Set(),beds=[];
let seed=0x71af3409,active=false,pauseTimer=0,ambience=.65,effects=.85;
let nextAtmos=0,nextPulse=0,nextBreath=0,nextCreature=0,nextSpace=0,stepDistance=0,foot=0;
const rnd=()=>{seed^=seed<<13;seed^=seed>>>17;seed^=seed<<5;return (seed>>>0)/4294967296};
const noise=()=>rnd()*2-1,clamp=(v,a,b)=>Math.max(a,Math.min(b,v));
const lp=(hz)=>{let v=0;const k=1-Math.exp(-TAU*hz/SR);return x=>(v+=k*(x-v))};
const bp=(hz,q=1)=>{const w=TAU*hz/SR,a=Math.sin(w)/(2*q),a0=1+a,b0=a/a0,a1=-2*Math.cos(w)/a0,a2=(1-a)/a0;let x1=0,x2=0,y1=0,y2=0;return x=>{const y=b0*(x-x2)-a1*y1-a2*y2;x2=x1;x1=x;y2=y1;y1=y;return y}};
const exp=(t,d)=>Math.exp(-t/d),hit=(t,at,d)=>t<at?0:exp(t-at,d);
function sample(name,duration,fn,peak=.8,loop=false){
const b=ctx.createBuffer(1,Math.ceil(duration*SR),SR),a=b.getChannelData(0);let max=0;
for(let i=0;i<a.length;i++){const t=i/SR;const edge=loop?1:Math.min(1,t/.0015,(duration-t)/.025);a[i]=fn(t,i)*Math.max(0,edge);max=Math.max(max,Math.abs(a[i]))}
const scale=peak/Math.max(.001,max);for(let i=0;i<a.length;i++)a[i]*=scale;
if(loop){const n=Math.floor(.8*SR);for(let i=0;i<n;i++){const k=i/n;a[a.length-n+i]=a[a.length-n+i]*(1-k)+a[i]*k}b.loopStart=.8}
bank[name]=b;return b;
}
// Pressure wave + powder crack + ragged, low-frequency report.
{const low=lp(220),mid=lp(2700),air=lp(6500);let phase=0;
sample('shot',1.05,t=>{const n=noise();phase+=TAU*(42+115*exp(t,.027))/SR;return Math.tanh(n*3.4)*exp(t,.016)*.95+mid(n)*exp(t,.10)*1.7+low(n)*exp(t,.24)*2.1+Math.sin(phase)*exp(t,.11)*.75+air(n)*exp(t,.042)*.2},.95);
}
function metal(name,duration,scale,bursts){
const scrape=bp(1700*scale,.7),low=lp(950);const modes=[1431,2387,3721,5191].map((f,i)=>({f:f*scale,p:rnd()*TAU,d:.021+i*.011}));
sample(name,duration,t=>{let v=0;for(const [at,amp] of bursts){const u=t-at;if(u<0)continue;v+=amp*(scrape(noise())*exp(u,.014)*.65+low(noise())*exp(u,.03)*.45+modes.reduce((s,m)=>s+Math.sin(TAU*m.f*u+m.p)*exp(u,m.d)*.12,0))}return v},.65);
}
metal('pumpBack',.28,.67,[[0,1],[.045,.55],[.083,.9]]);
metal('pumpClose',.22,.82,[[0,.7],[.025,1.2],[.054,.28]]);
metal('shell',.68,1.33,[[0,1],[.16,.5],[.29,.28],[.39,.12]]);
metal('reloadOpen',.32,.55,[[0,.6],[.068,1],[.18,.22]]);
metal('insert',.3,.9,[[0,.32],[.055,.68],[.115,1]]);
metal('dry',.12,1.1,[[0,1]]);
{const low=lp(280),crunch=bp(1500,.6);sample('flesh',.35,t=>low(noise())*exp(t,.07)*1.8+crunch(noise())*exp(t,.026)*.65+Math.sin(TAU*87*t)*exp(t,.035)*.4,.78)}
{const low=lp(330),grit=bp(2800,.5);sample('impact',.5,t=>low(noise())*exp(t,.06)+grit(noise())*exp(t,.032)*.8+Math.sin(TAU*2830*t)*exp(t,.017)*.15,.6)}
{const low=lp(160),breath=bp(680,.8);sample('hurt',.52,t=>low(noise())*exp(t,.08)*2+breath(noise())*Math.sin(Math.PI*Math.min(1,t/.28))*exp(t,.13)*.35,.76)}
for(const surface of ['stone','steel'])for(let variant=0;variant<3;variant++){
const low=lp(230),grit=bp(surface==='steel'?2100:1400,.55);
sample('step'+surface+variant,.32,t=>{const n=noise(),body=low(n)*exp(t,.037)*2.5,scrape=grit(n)*(hit(t,.018,.025)+hit(t,.076,.031))*.17;return body+scrape+(surface==='steel'?Math.sin(TAU*(320+variant*27)*t)*exp(t,.047)*.1:0)},.65);
}
{const f=bp(1100,.65);sample('dash',.43,t=>f(noise())*Math.sin(Math.PI*Math.min(1,t/.3))*exp(t,.15),.48)}
{const f=bp(1700,.7);sample('heal',1.35,t=>f(noise())*(hit(t,.12,.24)*.6+hit(t,.55,.18)*.23)+Math.sin(TAU*920*t)*hit(t,0,.016)*.2+Math.sin(TAU*230*t)*hit(t,.85,.1)*.08,.55)}
{const f=lp(105);sample('pulse',.46,t=>Math.sin(TAU*57*t)*(exp(t,.032)+hit(t,.16,.045)*.65)+f(noise())*(exp(t,.045)+hit(t,.16,.04))*.4,.7)}
{const f=bp(790,.6),low=lp(160);sample('breath',1.8,t=>{const env=Math.pow(Math.sin(Math.PI*t/1.8),2);return (f(noise())*.6+low(noise())*.12)*env*(.7+.3*Math.sin(TAU*3.1*t))},.6)}
// Glottal excitation through vocal-tract resonances; each creature has a different throat.
const throats={knight:[71,390,1080,2200],wisp:[143,650,1650,3100],keeper:[39,240,620,1400],marine:[112,510,1300,2450]};
for(const [kind,[base,f1,f2,f3]] of Object.entries(throats))for(const [pose,duration] of Object.entries({idle:1.35,alert:1.05,wind:.65,attack:.48,pain:.45,death:1.8})){
const formants=[bp(f1,2.7),bp(f2,3.4),bp(f3,4)],rasp=bp(f2*.7,.7),chest=lp(155);let phase=0,jitter=lp(18);
sample(kind+pose,duration,t=>{
const u=t/duration,env=Math.pow(Math.sin(Math.PI*u),pose==='attack'?.6:.9)*(.85+.15*Math.sin(TAU*11*t));
const contour=pose==='wind'?.65+u*.7:pose==='pain'?1.65-u*.6:pose==='death'?1.13-u*.67:pose==='alert'?.85+.5*Math.sin(Math.PI*u):1.13-u*.3;
const f=base*contour*(1+.045*Math.sin(TAU*6.7*t)+.11*jitter(noise()));phase+=f/SR;const p=phase%1;
const glottal=(p<.32?Math.sin(Math.PI*p/.32):-.18*Math.sin(Math.PI*(p-.32)/.68));
const n=noise(),excite=glottal*.85+n*(kind==='wisp'?.29:.19);
return (formants[0](excite)*1.5+formants[1](excite)*.8+formants[2](excite)*.32+rasp(n)*.10+chest(glottal)*(kind==='keeper'?1.1:.35))*env;
},kind==='marine'?.65:.8);
}
{const f=bp(2100,.6),low=lp(190);sample('fireball',.68,t=>(f(noise())*exp(t,.11)*.6+low(noise())*exp(t,.18)*1.4)*Math.min(1,t/.018),.72)}
{const low=lp(110);sample('boom',3.2,t=>low(noise())*exp(t,.8)*2+Math.sin(TAU*41*t)*exp(t,.32)*.65,.85)}
{const scrape=bp(840,5),air=bp(2300,2);sample('stress',4.7,t=>{const env=Math.pow(Math.sin(Math.PI*t/4.7),2);return (scrape(noise())*.6+air(noise())*.13+Math.sin(TAU*(183*t+1.5*Math.sin(t*2)))*.16+Math.sin(TAU*293.7*t)*.09)*env*(.6+.4*Math.sin(t*9)**2)},.65)}
metal('chain',1.35,.55,[[0,.4],[.14,.7],[.21,.8],[.42,.5],[.58,1],[.77,.3],[.95,.12]]);
{const low=lp(130);sample('seal',3.8,t=>low(noise())*exp(t,.7)*1.5+[68,107.3,183.7,317.9].reduce((v,f,i)=>v+Math.sin(TAU*f*t)*exp(t,.6+i*.4)*.25,0),.82)}
// Loops have independent, deliberately unequal lengths. Their levels follow danger and location.
{const low=lp(82);sample('rumble',11.7,t=>low(noise())*1.7+Math.sin(TAU*41.2*t)*.09*(.75+.25*Math.sin(t*.61))+Math.sin(TAU*82.43*t)*.04,.65,true)}
{const wind=bp(430,.65),dust=bp(2500,.55);sample('air',17.3,t=>(wind(noise())*.65+dust(noise())*.09)*(.65+.2*Math.sin(t*.37)+.15*Math.sin(t*.93)),.6,true)}
{const low=lp(1900);sample('choir',23.9,t=>{
let v=0;for(const [i,f] of [55,58.27,82.41,110.13,116.61].entries()){
const breath=.5+.5*Math.sin(t*(.13+i*.029)+i*1.7),phase=TAU*f*t+.025*Math.sin(t*4.7+i);
v+=(Math.sin(phase)*.30+Math.sin(phase*3)*.21+Math.sin(phase*5)*.09+Math.sin(phase*7)*.025)*breath/5;
}return low(v);
},.65,true)}
const mix=ctx.createGain(),master=ctx.createGain(),fx=ctx.createGain(),bedBus=ctx.createGain(),wet=ctx.createGain();
const reverb=ctx.createConvolver(),room=ctx.createGain(),compressor=ctx.createDynamicsCompressor(),ceiling=ctx.createWaveShaper();
const ir=ctx.createBuffer(2,Math.floor(ctx.sampleRate*2.8),ctx.sampleRate);
for(let c=0;c<2;c++){const a=ir.getChannelData(c);let v=0;for(let i=0;i<a.length;i++){const t=i/ctx.sampleRate;v+=.22*(noise()-v);a[i]=t>.023?v*Math.exp(-t*2.2)*.24:0}for(const [at,vol] of [[.041,.35],[.079,.21],[.137,.13],[.219,.08]])a[Math.floor((at+c*.004)*ctx.sampleRate)]+=vol}
reverb.buffer=ir;fx.connect(mix);bedBus.connect(mix);wet.connect(reverb);reverb.connect(room);room.gain.value=.38;room.connect(mix);
compressor.threshold.value=-14;compressor.knee.value=16;compressor.ratio.value=4;compressor.attack.value=.003;compressor.release.value=.22;
const curve=new Float32Array(2048);for(let i=0;i<curve.length;i++){const x=i*2/(curve.length-1)-1;curve[i]=.96*Math.tanh(x/.96)}ceiling.curve=curve;ceiling.oversample='2x';
mix.connect(compressor);compressor.connect(ceiling);ceiling.connect(master);master.connect(ctx.destination);master.gain.value=0;fx.gain.value=effects;bedBus.gain.value=ambience;
function ramp(param,value,time=.1){param.cancelScheduledValues(ctx.currentTime);param.setTargetAtTime(value,ctx.currentTime,time)}
function space(pos){
if(!pos)return {pan:0,gain:1,cut:16000};const p=listener(),dx=pos.x-p.x,dz=pos.z-p.z,d=Math.hypot(dx,dz);
const blocked=d>2&&occluded(p.x,p.z,pos.x,pos.z);
return {pan:clamp((dx*Math.cos(p.yaw)-dz*Math.sin(p.yaw))/Math.max(1,d),-.95,.95),gain:1/(1+(d/8)**1.6)*(blocked?.35:1),cut:blocked?650:Math.max(1700,13500-d*290)};
}
function play(name,{volume=1,pos=null,pan=null,delay=0,rate=1,send=.22,bus='fx',tag='effect'}={}){
if(!active||!bank[name])return;
if(voices.size>=40){if(tag==='atmos'||tag==='foot')return;const old=[...voices].find(v=>v.tag==='atmos'||v.tag==='foot')||voices.values().next().value;old.src.stop();voices.delete(old)}
const s=space(pos);if(s.gain*volume<.012)return;
const src=ctx.createBufferSource(),filter=ctx.createBiquadFilter(),gain=ctx.createGain(),panner=ctx.createStereoPanner(),sendGain=ctx.createGain();
src.buffer=bank[name];src.playbackRate.value=rate*(.975+rnd()*.05);filter.type='lowpass';filter.frequency.value=s.cut;gain.gain.value=volume*s.gain;panner.pan.value=pan===null?s.pan:pan;
src.connect(filter);filter.connect(gain);gain.connect(panner);panner.connect(bus==='bed'?bedBus:fx);panner.connect(sendGain);sendGain.gain.value=send*(bus==='bed'?ambience:effects);sendGain.connect(wet);
const v={src,filter,gain,panner,sendGain,pos,volume,pan,tag,bus,send};voices.add(v);
src.onended=()=>{voices.delete(v);for(const n of [src,filter,gain,panner,sendGain])n.disconnect()};src.start(ctx.currentTime+delay);
}
for(const [name,pan] of [['rumble',0],['air',-.2],['choir',.24]]){
const src=ctx.createBufferSource(),gain=ctx.createGain(),panner=ctx.createStereoPanner(),send=ctx.createGain();src.buffer=bank[name];src.loop=true;src.loopStart=.8;gain.gain.value=0;panner.pan.value=pan;
src.connect(gain);gain.connect(panner);panner.connect(bedBus);panner.connect(send);send.gain.value=.25*ambience;send.connect(wet);src.start();beds.push({name,gain,send});
}
function stopVoices(){for(const v of voices)v.src.stop();voices.clear()}
function start(){
clearTimeout(pauseTimer);if(!reverb.buffer)reverb.buffer=ir;active=true;ramp(master.gain,.85,.045);ctx.resume().catch(()=>{});nextSpace=0;
nextAtmos=Math.max(ctx.currentTime+2,nextAtmos);nextPulse=ctx.currentTime+.5;nextBreath=ctx.currentTime+1;
}
function pause(){active=false;ramp(master.gain,0,.012);clearTimeout(pauseTimer);pauseTimer=setTimeout(()=>{stopVoices();reverb.buffer=null;ctx.suspend().catch(()=>{})},90)}
function reset(){stopVoices();stepDistance=foot=0;nextAtmos=ctx.currentTime+3;nextCreature=ctx.currentTime+2;for(const b of beds)ramp(b.gain.gain,0,.04)}
function finish(won){
if(!active)return;stopVoices();play(won?'seal':'marinedeath',{volume:won?.4:.85,send:.4});if(!won)play('hurt',{volume:.6,delay:.55});
active=false;for(const b of beds)ramp(b.gain.gain,0,.4);master.gain.cancelScheduledValues(ctx.currentTime);master.gain.setValueAtTime(.85,ctx.currentTime);master.gain.setTargetAtTime(0,ctx.currentTime+1.3,.28);
clearTimeout(pauseTimer);pauseTimer=setTimeout(()=>{stopVoices();ctx.suspend().catch(()=>{})},3000);
}
function setMix(a,e){ambience=a;effects=e;ramp(bedBus.gain,a,.06);ramp(fx.gain,e,.06);for(const b of beds)ramp(b.send.gain,.25*a,.06);for(const v of voices)ramp(v.sendGain.gain,v.send*(v.bus==='bed'?a:e),.03)}
function step(distance,surface){if(!active)return;stepDistance+=distance;if(stepDistance>1.85){stepDistance%=1.85;play('step'+surface+Math.floor(rnd()*3),{volume:.25,pan:++foot%2?.1:-.1,send:.12,tag:'foot'})}}
function creature(e,pose,delay=0){if(pose!=='idle')for(const v of voices)if(v.pos===e&&(v.tag==='creature'||v.tag==='atmos')){v.src.stop();voices.delete(v)}play(e.type+pose,{pos:e,volume:pose==='idle'?.28:e.type==='keeper'?1.15:.8,send:e.type==='wisp'?.65:.27,delay,tag:pose==='idle'?'atmos':'creature'})}
function tick({hp,enemies,seals,portal,x,z}){
if(!active)return;const now=ctx.currentTime;if(now<nextSpace)return;nextSpace=now+.09;
let threat=0;for(const e of enemies){if(e.dead||!e.awake)continue;const d=Math.hypot(e.x-x,e.z-z);threat=Math.max(threat,(1-clamp(d/22,0,1))*(e.type==='keeper'?1.5:1))}threat=clamp(threat,0,1);
const furnace=1-clamp(Math.hypot(x-22*CELL,z-6*CELL)/58,0,1),quiet=portal?.17:1;
for(const b of beds){const v=b.name==='rumble'?.13+furnace*.13:b.name==='air'?.075+threat*.02:.025+threat*.10+seals*.011;ramp(b.gain.gain,v*quiet,1.2)}
for(const v of voices){if(!v.pos)continue;const s=space(v.pos);ramp(v.gain.gain,v.volume*s.gain,.065);ramp(v.filter.frequency,s.cut,.08);if(v.pan===null)ramp(v.panner.pan,s.pan,.065)}
if(now>=nextAtmos){nextAtmos=now+5+rnd()*8;const angle=rnd()*TAU,d=8+rnd()*14;play(['stress','chain','boom'][Math.floor(rnd()*3)],{volume:(.15+threat*.09)*quiet,pos:{x:x+Math.cos(angle)*d,z:z+Math.sin(angle)*d},send:.8,bus:'bed',tag:'atmos',rate:.78+rnd()*.35})}
if(now>=nextCreature){nextCreature=now+3+rnd()*3;const near=enemies.filter(e=>e.awake&&!e.dead&&!e.wind&&Math.hypot(e.x-x,e.z-z)<23);if(near.length)creature(near[Math.floor(rnd()*near.length)],'idle')}
if(hp<36){if(now>=nextPulse){nextPulse=now+.58+hp*.012;play('pulse',{volume:.17+(36-hp)*.006,send:0,tag:'health'})}if(now>=nextBreath){nextBreath=now+2.5+rnd()*.5;play('breath',{volume:.13+(36-hp)*.004,send:.025,tag:'health'})}}
else{nextPulse=now+.5;nextBreath=now+1;for(const v of voices)if(v.tag==='health')ramp(v.gain.gain,0,.12)}
}
return {start,pause,reset,finish,setMix,play,step,creature,tick};
}
let audioCtx=null,audio=null,atmosphereVolume=.65,effectsVolume=.85;
function initAudio(){
if(!soundEnabled)return;
if(!audio){const AC=window.AudioContext||window.webkitAudioContext;if(!AC)return;audioCtx=new AC();audio=createFurnaceAudio(audioCtx,()=>P,(x,z,tx,tz)=>!los(x,z,tx,tz));audio.setMix(atmosphereVolume,effectsVolume)}
audio.start();
}
function audioPlay(name,options){if(soundEnabled&&state==='playing')audio?.play(name,options)}
function audioCreature(e,pose,delay=0){if(soundEnabled&&state==='playing')audio?.creature(e,pose,delay)}
function audioShot(){audioPlay('shot',{send:.34});}
function audioTick(){if(soundEnabled)audio?.tick({hp:P.hp,enemies,seals,portal:portal.visible,x:P.x,z:P.z})}
function sparks(x,y,z,color,n=12){
for(let i=0;i<n;i++){const m=new T.Mesh(boxGeo,color==='cyan'?mats.cyan:color==='red'?mats.red:mats.orange);m.scale.setScalar(rand(.035,.09));m.position.set(x,y,z);effects.add(m);particles.push({m,vx:rand(-3,3),vy:rand(1,5),vz:rand(-3,3),life:rand(.3,.7)})}
}
function damage(e,amount){
if(e.dead)return;e.hp-=amount;e.awake=true;e.stagger=e.type==='keeper'?.08:.28;hitTime=.13;
sparks(e.x,1.3*(e.type==='keeper'?1.7:1),e.z,e.type==='wisp'?'cyan':'red',8);
audioPlay('flesh',{pos:e,volume:.85,delay:.035});audioCreature(e,e.hp<=0?'death':'pain',.09);
if(e.hp<=0){
e.dead=true;e.deathT=0;kills++;sparks(e.x,1.6,e.z,e.type==='wisp'?'cyan':'orange',16);
if(e.type==='keeper'){portal.visible=true;$('boss').hidden=true;pop('THE FURNACE IS SILENT',3.5)}
if(kills%3===0)spawnPickup(e.x,e.z);
}
}
function shoot(){
if(state!=='playing'||cooldown>0||reload>0)return;
if(P.shells<=0){audioPlay('dry',{volume:.5});startReload();return}
P.shells--;cooldown=.72;fireAnim=.72;shotNumber++;shake=reduced?0:.095;audioShot();
const dx=-Math.sin(P.yaw),dz=-Math.cos(P.yaw),cp=Math.cos(P.pitch), aim=new T.Vector3(dx*cp,Math.sin(P.pitch),dz*cp);
const targets=enemies.filter(e=>!e.dead).map(e=>{
const target=new T.Vector3(e.x-P.x,(e.type==='wisp'?1.85:e.type==='keeper'?2.45:1.35)-1.65,e.z-P.z),distance=target.length(),dot=target.clone().normalize().dot(aim);
return {e,distance,dot};
}).filter(t=>t.distance<25&&t.dot>.971&&los(P.x,P.z,t.e.x,t.e.z)).sort((a,b)=>a.distance-b.distance);
if(targets.length){
for(const [i,t] of targets.slice(0,2).entries())damage(t.e,Math.round((t.distance<7?112:t.distance<14?76:43)*(i?.45:1)));
}else{
let d=.7;while(d<22&&!blocked(P.x+dx*d,P.z+dz*d,.05))d+=.3;
sparks(P.x+dx*(d-.3),clamp(1.65+Math.sin(P.pitch)*d,.1,4.2),P.z+dz*(d-.3),'orange',6);
audioPlay('impact',{pos:{x:P.x+dx*d,z:P.z+dz*d},volume:.75,delay:.03+d/340});
}
// Brass is a moving 3D object, independent of the view model.
const shell=new T.Mesh(new T.CylinderGeometry(.042,.042,.16,7),mats.brass);shell.position.set(P.x+.4*Math.cos(P.yaw),1.3,P.z-.4*Math.sin(P.yaw));shell.rotation.z=Math.PI/2;effects.add(shell);particles.push({m:shell,brass:true,vx:Math.cos(P.yaw)*3,vy:2,vz:-Math.sin(P.yaw)*3,life:1.5});
}
function startReload(){if(state!=='playing'||reload>0||P.shells===6)return;reload=1.65;audioPlay('reloadOpen',{volume:.5,send:.1})}
function dash(){
if(state!=='playing'||dashCd>0)return;dashTime=.18;dashCd=1.5;audioPlay('dash',{volume:.5,send:.08});
}
function hurtPlayer(n){
if(dashTime>0||state!=='playing')return;
P.hp=Math.max(0,P.hp-n);hurt=.5;shake=reduced?0:.06;audioPlay('hurt',{volume:.9,send:.08});if(P.hp>0)audioPlay('marinepain',{volume:.55,send:.06,delay:.03});
if(P.hp===0)end(false);
}
function use(){
if(state!=='playing')return;
const r=objective();
if(r&&Math.hypot(P.x-r.x,P.z-r.z)<3.8){
const threat=enemies.some(e=>!e.dead&&e.type!=='keeper'&&Math.hypot(e.x-r.x,e.z-r.z)<10);
if(threat){pop('CLEAR THE SEAL GUARDIANS');return}
r.active=true;r.core.material=mats.cyan;r.ring.material=mats.cyan;seals++;P.hp=Math.min(100,P.hp+25);
sparks(r.x,2.3,r.z,'cyan',32);audioPlay('seal',{pos:r,volume:.85,send:.7});audioPlay('heal',{volume:.35,delay:.25});pop(r.name+' / SEAL BROKEN');shake=reduced?0:.1;
if(seals===3&&!bossSpawned){bossSpawned=true;const e=makeEnemy(22,6,'keeper');e.awake=true;audioCreature(e,'alert',.8);$('boss').hidden=false;pop('SOMETHING ANSWERED',3.2)}
}else if(portal.visible&&Math.hypot(P.x-exit.position.x,P.z-exit.position.z)<4){end(true)}
}
function clearInput(){keys=Object.create(null);input={forward:0,strafe:0,yaw:0,pitch:0,fire:false};pointer=null;document.querySelectorAll('.stick span').forEach(e=>e.style.transform='none')}
function begin(){
if(state==='title'||state==='dead'||state==='won')reset();
state='playing';$('menu').hidden=true;$('hud').hidden=false;canvas.focus();initAudio();clearInput();pop('FIND THE FORGE SEAL',2);last=performance.now();
}
function pause(){
if(state!=='playing')return;state='paused';clearInput();audio?.pause();$('menu').hidden=false;$('eyebrow').textContent='TAKE A BREATH';$('title').textContent='PAUSED';$('subtitle').textContent='THE FURNACE CAN WAIT';$('description').innerHTML='Resume when you are ready.<br>Your run is held exactly where you left it.';$('play').textContent='RESUME THE DESCENT ↗';
}
function end(won){
state=won?'won':'dead';clearInput();audio?.finish(won);$('menu').hidden=false;$('eyebrow').textContent=won?'THE PRAYER IS OVER':'THE FURNACE KEEPS YOU';$('title').textContent=won?'SILENCE':'FALLEN';$('subtitle').textContent=won?'YOU CLOSED THE LAST FURNACE':'ONE MORE DESCENT';
$('description').textContent=(won?'Run complete. ':'You reached '+seals+' of 3 seals. ')+kills+' kills · '+Math.floor(elapsed/60)+':'+String(Math.floor(elapsed%60)).padStart(2,'0')+' · '+shotNumber+' shots.';$('play').textContent=won?'ENTER AGAIN ↗':'TRY AGAIN ↗';
}
$('play').addEventListener('click',begin);
$('pause').addEventListener('click',pause);
$('sound').addEventListener('click',()=>{soundEnabled=!soundEnabled;$('sound').textContent=soundEnabled?'SOUND ON':'SOUND OFF';$('sound').setAttribute('aria-pressed',String(soundEnabled));if(soundEnabled&&state==='playing')initAudio();else audio?.pause()});
for(const [id,set] of [['atmosphere',v=>atmosphereVolume=v],['effectsVolume',v=>effectsVolume=v]])$(id).addEventListener('input',e=>{set(Number(e.target.value)/100);$(id+'Value').textContent=e.target.value+'%';audio?.setMix(atmosphereVolume,effectsVolume)});
$('motion').addEventListener('click',()=>{reduced=!reduced;$('motion').textContent='REDUCED MOTION '+(reduced?'ON':'OFF');$('motion').setAttribute('aria-pressed',String(reduced))});
function setTouch(){touchMode=manualTouch||matchMedia('(pointer:coarse)').matches;$('touchpad').hidden=!touchMode;$('touchToggle').setAttribute('aria-pressed',String(touchMode))}
$('touchToggle').addEventListener('click',()=>{manualTouch=!manualTouch;setTouch()});
matchMedia('(pointer:coarse)').addEventListener('change',setTouch);setTouch();
window.addEventListener('keydown',e=>{
if(e.key==='Escape'){e.preventDefault();if(state==='playing')pause();else if(state==='paused')$('play').click();return}
if(state!=='playing'||e.target instanceof HTMLButtonElement)return;
const k=e.key.toLowerCase();if(['w','a','s','d','arrowleft','arrowright','arrowup','arrowdown',' ','shift','f','r','e','m'].includes(k))e.preventDefault();
if(!e.repeat){if(k==='shift')dash();if(k==='r')startReload();if(k==='e')use();if(k==='m'){mapVisible=!mapVisible;$('map').hidden=!mapVisible}if(k==='f'||k===' ')shoot()}
keys[k]=true;
});
window.addEventListener('keyup',e=>keys[e.key.toLowerCase()]=false);
window.addEventListener('blur',pause);document.addEventListener('visibilitychange',()=>{if(document.hidden)pause()});
canvas.addEventListener('contextmenu',e=>e.preventDefault());
canvas.addEventListener('pointerdown',e=>{
if(state!=='playing')return;
if(e.pointerType==='touch'){manualTouch=true;setTouch();return}
e.preventDefault();canvas.focus();pointer={id:e.pointerId,x:e.clientX,y:e.clientY,travel:0,button:e.button};canvas.setPointerCapture(e.pointerId);
});
canvas.addEventListener('pointermove',e=>{
if(!pointer||pointer.id!==e.pointerId||state!=='playing')return;
const dx=e.clientX-pointer.x,dy=e.clientY-pointer.y;pointer.x=e.clientX;pointer.y=e.clientY;pointer.travel+=Math.abs(dx)+Math.abs(dy);
P.yaw-=dx*.006;P.pitch=clamp(P.pitch-dy*.004,-.55,.55);
});
canvas.addEventListener('pointerup',e=>{if(pointer&&pointer.id===e.pointerId){if(pointer.travel<9&&pointer.button===0)shoot();pointer=null}});
canvas.addEventListener('pointercancel',()=>pointer=null);canvas.addEventListener('lostpointercapture',()=>pointer=null);
function stick(id,cb){
const el=$(id),knob=el.querySelector('span');let active=null;
function update(e){const r=el.getBoundingClientRect(),radius=r.width*.34;let x=(e.clientX-r.left-r.width/2)/radius,y=(e.clientY-r.top-r.height/2)/radius,d=Math.max(1,Math.hypot(x,y));x/=d;y/=d;knob.style.transform='translate('+(x*radius)+'px,'+(y*radius)+'px)';cb(Math.abs(x)<.08?0:x,Math.abs(y)<.08?0:y)}
el.addEventListener('pointerdown',e=>{if(active!==null||state!=='playing')return;e.preventDefault();active=e.pointerId;el.setPointerCapture(active);update(e)});
el.addEventListener('pointermove',e=>{if(active===e.pointerId){e.preventDefault();update(e)}});
function release(e){if(active!==e.pointerId)return;active=null;knob.style.transform='none';cb(0,0)}
for(const name of ['pointerup','pointercancel','lostpointercapture'])el.addEventListener(name,release);
}
stick('moveStick',(x,y)=>{input.strafe=x;input.forward=-y});stick('lookStick',(x,y)=>{input.yaw=-x;input.pitch=-y});
function actionButton(id,down,up){
const el=$(id);el.addEventListener('pointerdown',e=>{if(state!=='playing')return;e.preventDefault();el.setPointerCapture(e.pointerId);down()});
for(const n of ['pointerup','pointercancel','lostpointercapture'])el.addEventListener(n,()=>{if(up)up()});
el.addEventListener('click',e=>{if(e.detail===0)down()});
}
actionButton('touchFire',()=>{input.fire=true;shoot()},()=>input.fire=false);
actionButton('touchReload',startReload);actionButton('touchDash',dash);actionButton('touchUse',use);
let nav=new Int16Array(MW*MH).fill(-1),navTime=0;
function rebuildNav(){
nav.fill(-1);const px=Math.floor(P.x/CELL),pz=Math.floor(P.z/CELL),start=pz*MW+px,queue=[start];nav[start]=0;
for(let i=0;i<queue.length;i++){const id=queue[i],x=id%MW,z=Math.floor(id/MW);for(const [dx,dz] of [[1,0],[-1,0],[0,1],[0,-1]]){const nx=x+dx,nz=z+dz,next=nz*MW+nx;if(!cell(nx,nz)&&nav[next]===-1){nav[next]=nav[id]+1;queue.push(next)}}}
}
function enemyStep(e,dt){
e.strikeT=Math.max(0,e.strikeT-dt);e.walking=false;const oldX=e.x,oldZ=e.z;
if(e.dead){e.deathT+=dt;return}
const dx=P.x-e.x,dz=P.z-e.z,dist=Math.hypot(dx,dz),visible=dist<27&&los(e.x,e.z,P.x,P.z);
if(visible&&dist<22&&!e.awake){e.awake=true;audioCreature(e,'alert')}
e.phase+=dt*(e.awake?6:1);e.cool-=dt;e.stagger=Math.max(0,e.stagger-dt);
e.g.rotation.y=Math.atan2(dx,dz);e.head.rotation.z=Math.sin(clock*2+e.phase)*.06;
if(!e.awake){e.torso.position.y=1.48+Math.sin(clock*2+e.phase)*.035;return}
const floating=e.type==='wisp',big=e.type==='keeper',reach=floating?21:big?4:2.25;
if(e.wind>0){
e.wind-=dt;e.torso.rotation.x=-(big?.28:.20)*Math.sin(Math.min(1,e.wind/.65)*Math.PI);
e.arms.forEach((a,i)=>a.rotation.x=-2.2*(1-Math.min(1,e.wind/.8)));
if(e.wind<=0){
e.strikeT=.23;audioCreature(e,'attack');
if(floating||big){const count=big?(e.hp<e.max/2?5:3):1;for(let i=0;i<count;i++){
const angle=Math.atan2(dx,dz)+(i-(count-1)/2)*.18;
const m=ball(effects,e.x,big?1.7:1.85,e.z,big?.23:.18,big?mats.orange:mats.cyan);
shots.push({m,x:e.x,z:e.z,vx:Math.sin(angle)*(big?11:9),vz:Math.cos(angle)*(big?11:9),life:4,damage:big?16:11});
}audioPlay('fireball',{pos:e,volume:big?.85:.6,send:.3})}
if(!floating&&dist<reach+.6){hurtPlayer(big?23:13);e.attack=.3}
e.cool=big?(e.hp<e.max/2?1.25:1.7):floating?2.2:1.35;
}
}else if(e.stagger===0){
e.torso.rotation.x*=.85;
if(e.cool<=0&&visible&&(dist<reach||big)){e.wind=big?.95:floating?.9:.7;audioCreature(e,'wind')}
else if(dist>(floating?8:big?3:1.8)){
let tx=P.x,tz=P.z;
if(!visible){
const gx=Math.floor(e.x/CELL),gz=Math.floor(e.z/CELL);let best=nav[gz*MW+gx];
for(const [ax,az] of [[1,0],[-1,0],[0,1],[0,-1]]){const v=nav[(gz+az)*MW+gx+ax];if(v>=0&&(best<0||v<best)){best=v;tx=(gx+ax+.5)*CELL;tz=(gz+az+.5)*CELL}}
}
let mx=tx-e.x,mz=tz-e.z,len=Math.hypot(mx,mz)||1,speed=floating?2.2:big?2.0:2.8;
// Mild separation prevents several guardians occupying one silhouette.
for(const other of enemies){if(other===e||other.dead)continue;const d=Math.hypot(e.x-other.x,e.z-other.z);if(d>.01&&d<1.1){mx+=(e.x-other.x)/d*1.4;mz+=(e.z-other.z)/d*1.4}}
len=Math.hypot(mx,mz)||1;move(e,mx/len*speed*dt,mz/len*speed*dt,big?.65:.34);
e.legs.forEach((l,i)=>l.rotation.x=Math.sin(e.phase+i*Math.PI)*.58);
e.arms.forEach((a,i)=>a.rotation.x=Math.sin(e.phase+i*Math.PI)*.28);
}else{e.legs.forEach(l=>l.rotation.x*=.8)}
}
const travelled=Math.hypot(e.x-oldX,e.z-oldZ);e.walking=travelled>.001;e.walkPhase+=travelled*3.2;
if(!floating&&Math.floor((e.walkPhase-travelled*3.2)/4)!==Math.floor(e.walkPhase/4))audioPlay('stepsteel'+Math.floor(e.walkPhase/4)%3,{pos:e,volume:big?.8:.28,rate:big?.68:.9,send:.25,tag:'foot'});
e.g.position.x=e.x;e.g.position.z=e.z;
e.torso.position.y=1.48+(floating?Math.sin(clock*2+e.phase*.1)*.22:Math.abs(Math.sin(e.phase))*.055);
if(e.stagger>0)e.torso.rotation.x=-.25;
if(floating)e.torso.rotation.y=clock*.8;
}
function update(dt){
clock+=dt;heartCore.rotation.y=clock*.23;heartRings.forEach((r,i)=>r.rotation.z+=dt*(i%2?.10:-.13));
for(const r of relays){r.ring.rotation.y=clock*.7;r.core.rotation.set(clock*.4,clock*.7,0);r.core.position.y=2.3+Math.sin(clock*2)*.12}
for(let i=0;i<emberCount;i++){emberPos[i*3+1]+=dt*.5;if(emberPos[i*3+1]>9)emberPos[i*3+1]=.2}emberGeo.attributes.position.needsUpdate=true;
if(state!=='playing')return;
elapsed+=dt;audioTick(dt);navTime-=dt;if(navTime<=0){rebuildNav();navTime=.4}
const beforeFire=fireAnim;cooldown=Math.max(0,cooldown-dt);fireAnim=Math.max(0,fireAnim-dt);hurt=Math.max(0,hurt-dt);shake=Math.max(0,shake-dt*.4);dashCd=Math.max(0,dashCd-dt);dashTime=Math.max(0,dashTime-dt);
if(reload>0){const before=reload;reload=Math.max(0,reload-dt);if(before>.8&&reload<=.8){audioPlay('insert',{volume:.65,send:.08});audioPlay('insert',{volume:.4,delay:.22,send:.08})}if(reload===0){P.shells=6;audioPlay('pumpClose',{volume:.65,send:.1})}}
if(P.shells===0&&cooldown===0&&reload===0)startReload();
if(beforeFire>.34&&fireAnim<=.34){audioPlay('pumpBack',{volume:.78,send:.12});audioPlay('pumpClose',{volume:.7,delay:.15,send:.12})}
if(keys.f||keys[' ']||input.fire)shoot();
const yaw=(keys.arrowleft?1:0)-(keys.arrowright?1:0)+input.yaw,pitch=(keys.arrowup?1:0)-(keys.arrowdown?1:0)+input.pitch;
P.yaw+=yaw*2.1*dt;P.pitch=clamp(P.pitch+pitch*1.25*dt,-.55,.55);
let f=(keys.w?1:0)-(keys.s?1:0)+input.forward,s=(keys.d?1:0)-(keys.a?1:0)+input.strafe;
let len=Math.max(1,Math.hypot(f,s));f/=len;s/=len;if(dashTime>0&&f===0&&s===0)f=1;
const speed=dashTime>0?24:6.2,px=P.x,pz=P.z;
move(P,(-Math.sin(P.yaw)*f+Math.cos(P.yaw)*s)*speed*dt,(-Math.cos(P.yaw)*f-Math.sin(P.yaw)*s)*speed*dt,.34);
const moved=Math.hypot(P.x-px,P.z-pz);bob+=moved*1.6;if(soundEnabled&&dashTime===0)audio?.step(moved,P.z<15*CELL?'stone':'steel');
P.moving=moved>.001;
for(const e of enemies){enemyStep(e,dt);if(state!=='playing')break}
for(let i=shots.length-1;i>=0;i--){
const s=shots[i];s.x+=s.vx*dt;s.z+=s.vz*dt;s.life-=dt;s.m.position.x=s.x;s.m.position.z=s.z;
const hit=Math.hypot(P.x-s.x,P.z-s.z)<.6;
if(s.life<=0||blocked(s.x,s.z,.08)||hit){if(hit)hurtPlayer(s.damage);audioPlay('fireball',{pos:s,volume:.36,rate:.75});sparks(s.x,s.m.position.y,s.z,'orange',5);effects.remove(s.m);shots.splice(i,1)}
}
for(let i=particles.length-1;i>=0;i--){const p=particles[i];p.life-=dt;p.vy-=dt*9;p.m.position.x+=p.vx*dt;p.m.position.y+=p.vy*dt;p.m.position.z+=p.vz*dt;p.m.rotation.x+=dt*8;if(p.life<=0||p.m.position.y<0){if(p.brass&&p.m.position.y<0)audioPlay('shell',{pos:{x:p.m.position.x,z:p.m.position.z},volume:.25,send:.2});effects.remove(p.m);particles.splice(i,1)}}
for(let i=pickups.length-1;i>=0;i--){const p=pickups[i];p.g.rotation.y=clock;p.g.position.y=.5+Math.sin(clock*3)*.1;if(P.hp<100&&Math.hypot(P.x-p.x,P.z-p.z)<1.1){P.hp=Math.min(100,P.hp+30);pickGroup.remove(p.g);pickups.splice(i,1);audioPlay('heal',{volume:.75,send:.14});pop('+30 HEALTH',1)}}
if(annTime>0){annTime-=dt;if(annTime<=0)$('announce').textContent=''}
hitTime=Math.max(0,hitTime-dt);updateHud();
}
const mapCtx=$('map').getContext('2d');
function drawMap(){
mapCtx.clearRect(0,0,132,154);const scale=4;
for(let z=0;z<MH;z++)for(let x=0;x<MW;x++)if(!cell(x,z)){mapCtx.fillStyle='#8a8058';mapCtx.fillRect(x*scale+8,z*scale+10,scale-1,scale-1)}
for(const r of relays){mapCtx.fillStyle=r.active?'#a2c764':'#ffb25b';mapCtx.fillRect(r.x/CELL*scale+5,r.z/CELL*scale+7,6,6)}
mapCtx.save();mapCtx.translate(P.x/CELL*scale+8,P.z/CELL*scale+10);mapCtx.rotate(-P.yaw);mapCtx.fillStyle='#fff';mapCtx.beginPath();mapCtx.moveTo(0,-5);mapCtx.lineTo(-3,3);mapCtx.lineTo(3,3);mapCtx.closePath();mapCtx.fill();mapCtx.restore();
}
const marineCtx=$('marine').getContext('2d');let portraitKey='';
function marineFace(){
const glance=state==='playing'&&P.moving?Math.floor(clock*1.5)%3-1:0,health=Math.floor(P.hp/25),pain=hurt>0,dead=P.hp===0,key=[glance,health,pain,dead].join(':');if(key===portraitKey)return;portraitKey=key;
const g=marineCtx;g.clearRect(0,0,64,64);g.fillStyle='#28281d';g.fillRect(0,0,64,64);
const grad=g.createLinearGradient(16,0,49,0);grad.addColorStop(0,'#745239');grad.addColorStop(.35,'#cca875');grad.addColorStop(.6,'#c19964');grad.addColorStop(1,'#714a32');
g.fillStyle=grad;g.beginPath();g.moveTo(17,17);g.lineTo(47,17);g.lineTo(48,42);g.lineTo(40,56);g.lineTo(25,56);g.lineTo(16,42);g.closePath();g.fill();
g.fillStyle='#656744';g.fillRect(14,8,36,13);g.fillStyle='#898965';g.fillRect(17,8,28,4);g.fillStyle='#353921';g.fillRect(13,18,38,6);g.fillRect(12,20,5,21);g.fillRect(47,20,5,21);
g.fillStyle='#39251a';g.fillRect(20,27,10,4);g.fillRect(35,27,10,4);g.fillStyle='#dfcfad';g.fillRect(21,31,8,4);g.fillRect(35,31,8,4);g.fillStyle='#241c16';g.fillRect(24+glance,31,3,4);g.fillRect(37+glance,31,3,4);
g.fillStyle='#9b7249';g.fillRect(30,31,4,13);g.fillStyle='#61472d';g.fillRect(27,42,10,3);g.fillStyle='#e0b783';g.fillRect(30,32,2,9);
g.fillStyle='#4b2d22';g.fillRect(25,48,15,pain?6:3);if(pain){g.fillStyle='#ded1a4';g.fillRect(27,49,11,2)}
g.fillStyle='#795434';g.fillRect(21,40,4,4);g.fillRect(40,40,4,4);g.fillRect(28,54,11,2);
if(health<3){g.fillStyle='#8c2b1d';g.fillRect(19,25,4,8);g.fillRect(22,24,8,3)}
if(health<2){g.fillStyle='#7c271d';g.fillRect(41,37,5,11);g.fillRect(39,43,4,9);g.fillRect(27,49,3,7)}
if(dead){g.fillStyle='#2c1711';g.fillRect(20,31,10,4);g.fillRect(35,31,10,4);g.fillStyle='#922e21';g.fillRect(28,48,9,8)}
}
function updateHud(){
marineFace();$('killcount').textContent=String(kills);
$('health').textContent=String(P.hp);$('healthfill').style.width=P.hp+'%';$('ammo').innerHTML=P.shells+' <em>/ 6</em>';
$('reloadtext').textContent=reload>0?'RELOADING…':'R · RELOAD / ∞ RESERVE';$('dashfill').style.width=(1-dashCd/1.5)*100+'%';$('dashtext').textContent=dashCd>0?'RECHARGING':'SHIFT · DASH';
const r=objective(),boss=enemies.find(e=>e.type==='keeper'&&!e.dead);
$('objective').textContent=r?'SEALS '+seals+'/3 · '+r.name:boss?'KILL THE FURNACE KEEPER':'REACH THE EXIT';
const target=r||{x:exit.position.x,z:exit.position.z},angle=Math.atan2(-(target.x-P.x),-(target.z-P.z))-P.yaw;
$('bearing').style.transform='translateX('+(Math.sin(angle)*70)+'px)';$('bearing').textContent=Math.cos(angle)<0?'↶':'◆';$('distance').textContent=Math.round(Math.hypot(target.x-P.x,target.z-P.z))+' M';
$('usehint').textContent=r&&Math.hypot(P.x-r.x,P.z-r.z)<3.8?'E / USE · BREAK THE SEAL':portal.visible&&Math.hypot(P.x-target.x,P.z-target.z)<4?'E / USE · LEAVE THE FURNACE':'';
$('hurt').style.opacity=String(reduced?Math.min(.12,hurt):hurt*.75);$('hitmark').style.opacity=hitTime>0?'1':'0';
if(boss)$('bossfill').style.width=Math.max(0,boss.hp/boss.max)*100+'%';
$('map').hidden=!mapVisible;if(mapVisible)drawMap();
}
function render(){
let cx=P.x,cz=P.z,cy=1.65,yaw=P.yaw,pitch=P.pitch;
if(state==='title'){cx=20.5*CELL;cz=24*CELL;yaw=.13+Math.sin(clock*.12)*.07;pitch=.02}
const motion=!reduced&&state==='playing';
camera.position.set(cx,cy+(motion&&P.moving?Math.sin(bob*2)*.035:0),cz);
camera.rotation.set(pitch+(motion?rand(-shake,shake)*.4:0),yaw,0);
fill.position.set(cx,2.6,cz);
muzzleLight.position.set(cx-Math.sin(yaw),1.8,cz-Math.cos(yaw));
const t=.72-fireAnim,kick=fireAnim>0?Math.exp(-t*22)*.16:0;
gun.position.set(0+(motion&&P.moving?Math.sin(bob)*.014:0),-.29-(reload>0?Math.sin(reload/1.65*Math.PI)*.20:0)+(motion&&P.moving?Math.abs(Math.cos(bob))*.012:0),-.98+kick);
gun.rotation.set(.06+kick*.8,reload>0?Math.sin(reload/1.65*Math.PI)*.30:0,reload>0?Math.sin(reload/1.65*Math.PI)*-.5:0);
pump.position.z=-.40+(fireAnim>0?Math.sin(clamp((t-.13)/.43,0,1)*Math.PI)*.16:0);
cartridge.position.y=.025+(reload>0?Math.sin(reload*15)*.015:0);
flash.visible=fireAnim>.66&&!reduced;flash.rotation.z=clock*31;muzzleLight.intensity=fireAnim>.65&&!reduced?45:0;
for(const e of enemies)spritePose(e);
renderer.autoClear=true;renderer.render(scene,camera);renderer.autoClear=false;renderer.clearDepth();renderer.render(weaponScene,weaponCamera);
}
function resize(){
const w=Math.max(1,host.clientWidth),h=Math.max(1,host.clientHeight),ratio=Math.min(1,640/w);
renderer.setSize(Math.round(w*ratio),Math.round(h*ratio),false);camera.aspect=w/h;camera.updateProjectionMatrix();weaponCamera.aspect=w/h;weaponCamera.updateProjectionMatrix();
// A portrait view needs the gun pulled back so its complete silhouette remains visible.
weaponCamera.position.z=w/h<1?.17:0;
}
new ResizeObserver(resize).observe(host);let last=performance.now();
function loop(now){const dt=Math.min(.033,Math.max(0,(now-last)/1000));last=now;update(dt);render();requestAnimationFrame(loop)}
$('play').disabled=false;
reset();resize();requestAnimationFrame(loop);
</script>An iframe attribute only protects your own embedding
Our editor created the frame with sandbox="allow-scripts". That lets scripts run in an opaque origin, which prevents them from accessing the editor's DOM or using the application's origin.
We initially relied on the editor to set that attribute. Another website could embed the same frame URL without it. The site could then send our initialization message and supply HTML to run on the real application origin.
We added sandbox allow-scripts to the frame's HTTP Content Security Policy. The response now enforces the sandbox even when the embedding page omits the attribute. We tested the fix by embedding the frame from another origin without a sandbox attribute in Chromium and Firefox.
The code could replace functions used by the guards
One check parsed script URLs with window.URL. An earlier author script could replace that constructor and make a disallowed URL appear to pass the check.
The fix required saving references to the original functions before author code ran. Our first attempt still looked up Element.prototype.getAttribute when the check executed. An author could replace that method too. We had to save the function itself.
The observer that removes nested frames had similar problems. Author code could replace DOM getters and collection iterators used by the observer. Its implementation now uses captured getters and methods, with index loops instead of replaceable iterators. Regression tests deliberately replace those properties before attempting to insert a frame.
CSP ignores query strings
The sandbox allows scripts from a short list of vetted library paths. At first, the policy allowed the whole library directory.
That permitted a request for a filename such as /sandbox/libs/SECRET.js. Even if the server returned a 404, the URL had already carried the data across the network. Rejecting it at the CDN was too late to prevent transmission.
We changed CSP to list exact files. That blocks invented filenames, but CSP path matching ignores query strings. A permitted library URL with ?secret=... appended still matches the policy.
We also experimented with the actual Doom engine compiled to WebAssembly. It needed to fetch its Wasm binary and game data. We wrapped fetch and XHR to allow only those two asset URLs and issue bare GET requests without author-supplied query strings, credentials, headers, or bodies.
That engine is separate from FURNACE above. The Wasm version still crashes on iOS, which is why I used the clone here.
Some request paths remain possible. Runtime script loads and self-navigation can carry query strings to allowed URLs on our own origin. The CDN rejects those requests, but it still receives them. The sandbox does not provide zero network access.
WebRTC ignored our policy
Our policy included webrtc 'block'. Both Chromium and Firefox reported that directive as unrecognized. In Chromium, a test block contacted a STUN server despite the policy.
The connect-src directive does not govern WebRTC's ICE traffic. Since block authors can choose the STUN hostname, they can encode data in that hostname and cause traffic to leave the browser.
Our bootstrap runs before author code, so we removed the WebRTC constructors before loading the block. This worked in the block's own JavaScript environment. A nested iframe still had its own constructors and could send traffic directly.
We now refuse nested documents. That includes frames added by scripts and frames inside shadow roots. The tests use a local STUN socket to check for packets, as well as checking which APIs remain available inside the frame.
PDF export ran a differently configured browser
For PDF export, we execute each interactive block in a disposable browser page and capture an image. The main document receives the image.
The Chromium package we used on Lambda supplied --disable-web-security and --single-process among its launch flags. Disabled web security let a sandboxed frame access its parent's DOM. Single-process mode let an infinite loop in a block hang the browser that was supposed to close the page when its deadline expired.
We removed those flags and other isolation opt-outs. The main PDF page has inlined styles and fonts and blocks network requests. Block pages serve vetted libraries through request interception. A dead proxy provides a second barrier to outbound requests.
Rendering also needed a better completion check. The load event could fire while the Wasm engine was still compiling. Our first export of Doom produced a correctly sized black rectangle that passed the existing checks. We added checks for painted canvas content rather than relying on the load event alone.
Font size
A separate bug involved the document's fontSize attribute. An unchecked value could inject more CSS into a style attribute, including a URL that caused the PDF Lambda to make a request. We restricted font sizes to supported values and blocked network access from the PDF page.