4921 lines
1.7 MiB
Plaintext
4921 lines
1.7 MiB
Plaintext
<!DOCTYPE html>
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<html lang="de">
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<head>
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<meta charset="UTF-8">
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<meta name="viewport" content="width=device-width, initial-scale=1.0">
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<title>Aegis Labyrinth</title>
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<style>
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:root{
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--bg:#05070d; --panel:rgba(10,18,30,.92); --panel2:rgba(14,24,40,.95);
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--cyan:#37e6ff; --cyan-dim:#1a8fa8; --green:#5dff9b; --amber:#ffc24d;
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--red:#ff5470; --violet:#b98cff; --text:#cfe6ff; --muted:#7fa0c4;
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--border:rgba(55,230,255,.35);
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}
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*{box-sizing:border-box;margin:0;padding:0}
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html,body{height:100%;background:var(--bg);color:var(--text);
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font-family:"Segoe UI",system-ui,-apple-system,Roboto,Arial,sans-serif;overflow:hidden}
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#app{position:fixed;inset:0;display:flex;flex-direction:column}
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canvas{display:block;touch-action:none;cursor:crosshair}
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.map-hint{position:fixed;left:50%;bottom:8px;transform:translateX(-50%);z-index:4;padding:5px 10px;border:1px solid rgba(55,230,255,.22);border-radius:999px;background:rgba(4,10,18,.78);color:var(--muted);font-size:11px;pointer-events:none;white-space:nowrap}
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.hidden{display:none !important}
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.btn{background:linear-gradient(180deg,#12324a,#0b1e30);color:var(--text);
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border:1px solid var(--border);padding:8px 14px;border-radius:8px;cursor:pointer;
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font-size:14px;letter-spacing:.4px;transition:.15s;user-select:none}
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.btn:hover{background:linear-gradient(180deg,#1a4a6a,#0f2a44);box-shadow:0 0 12px rgba(55,230,255,.35)}
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.btn:active{transform:translateY(1px)}
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.btn.primary{border-color:var(--cyan);color:#eaffff}
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.btn.danger{border-color:var(--red)}
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.btn:disabled{opacity:.4;cursor:not-allowed;box-shadow:none}
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/* HUD */
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#hud{position:absolute;top:0;left:0;right:0;display:flex;justify-content:space-between;
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align-items:flex-start;padding:10px 14px;pointer-events:none;z-index:5}
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#hud .group{pointer-events:auto;display:flex;gap:10px;align-items:center;flex-wrap:wrap}
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.stat{background:var(--panel);border:1px solid var(--border);border-radius:10px;
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padding:6px 12px;display:flex;align-items:center;gap:8px;font-size:15px;
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box-shadow:0 0 14px rgba(0,0,0,.5)}
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.stat .ico{font-size:18px}
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.stat b{font-size:18px;font-variant-numeric:tabular-nums}
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.stat.life b{color:var(--green)}
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.stat.cred b{color:var(--amber)}
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.stat.wave b{color:var(--cyan)}
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.lvlname{background:var(--panel);border:1px solid var(--border);border-radius:10px;
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padding:6px 12px;font-size:13px;color:var(--muted);max-width:220px;
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white-space:nowrap;overflow:hidden;text-overflow:ellipsis}
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.lvlname b{color:var(--text);display:block;font-size:14px}
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/* Tower bar */
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#towerbar{position:absolute;left:0;right:0;bottom:0;display:grid;grid-template-columns:repeat(9,minmax(0,1fr));grid-template-rows:repeat(2,minmax(0,1fr));gap:6px;padding:8px 12px;
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overflow:hidden;background:linear-gradient(0deg,rgba(5,8,14,.95),rgba(5,8,14,.4));
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z-index:5;pointer-events:auto}
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.tcard{min-width:0;background:var(--panel);border:1px solid var(--border);
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border-radius:10px;padding:7px;cursor:pointer;transition:.12s;position:relative}
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.tcard:hover{transform:translateY(-3px);box-shadow:0 6px 18px rgba(0,0,0,.5)}
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.tcard.sel{border-color:var(--cyan);box-shadow:0 0 16px rgba(55,230,255,.5)}
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.tcard .tname{font-size:13px;font-weight:600;color:#eaffff;display:flex;align-items:center;gap:6px}
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.tcard .dot{width:12px;height:12px;border-radius:50%;flex:0 0 auto;box-shadow:0 0 8px currentColor}
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.tcard .tcost{font-size:12px;color:var(--amber);margin-top:4px;font-variant-numeric:tabular-nums}
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.tcard .tdesc{font-size:10.5px;color:var(--muted);margin-top:4px;line-height:1.25;
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height:32px;overflow:hidden}
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.tcard.poor{opacity:.55}
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/* Tooltip */
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#tooltip{position:absolute;z-index:20;pointer-events:none;background:var(--panel2);
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border:1px solid var(--border);border-radius:10px;padding:10px 12px;max-width:260px;
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box-shadow:0 8px 24px rgba(0,0,0,.6);font-size:12.5px;line-height:1.4}
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#tooltip .tt-name{font-size:14px;font-weight:600;color:#eaffff;margin-bottom:4px}
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#tooltip .tt-cost{color:var(--amber);margin-top:4px}
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#tooltip .tt-eff{color:var(--muted);margin-top:4px}
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/* Tower panel */
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#towerpanel{position:absolute;right:14px;top:70px;width:min(390px,calc(100% - 28px));max-height:calc(100vh - 250px);overflow-y:auto;background:var(--panel2);
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border:1px solid var(--border);border-radius:14px;padding:14px;z-index:15;
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box-shadow:0 12px 40px rgba(0,0,0,.6)}
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#towerpanel h3{font-size:16px;color:#eaffff;display:flex;align-items:center;gap:8px}
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#towerpanel .tp-desc{font-size:12px;color:var(--muted);margin:6px 0 10px;line-height:1.35}
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#towerpanel .tp-stats{display:grid;grid-template-columns:1fr 1fr;gap:6px;margin-bottom:12px}
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#towerpanel .tp-stats div{background:rgba(255,255,255,.04);border-radius:8px;padding:6px 8px;font-size:12px}
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#towerpanel .tp-stats b{color:var(--cyan);float:right;font-variant-numeric:tabular-nums}
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.skill{background:rgba(255,255,255,.03);border:1px solid rgba(255,255,255,.08);
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border-radius:10px;padding:9px 10px;margin-bottom:8px;cursor:pointer;transition:.12s;position:relative}
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.skill:hover{border-color:var(--cyan)}
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.skill .sk-name{font-size:13px;font-weight:600;display:flex;justify-content:space-between;align-items:center}
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.skill .sk-cost{color:var(--amber);font-size:12px}
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.skill .sk-eff{font-size:11.5px;color:var(--muted);margin-top:4px;line-height:1.3}
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.skill.owned{border-color:var(--green);background:rgba(93,255,155,.08)}
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.skill.owned .sk-cost{color:var(--green)}
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.skill.locked,.skill.unaffordable{opacity:.5;cursor:not-allowed}
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.skill.max{opacity:.7;cursor:default;border-color:var(--green)}
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.rank-dots{display:inline-flex;gap:4px;vertical-align:middle;margin-left:5px}
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.rank-dot{width:9px;height:9px;border-radius:50%;display:inline-block;border:1px solid rgba(255,255,255,.48);background:transparent}
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.rank-dot.is-filled.rank-green{background:var(--green);border-color:var(--green);box-shadow:0 0 5px var(--green)}
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.rank-dot.is-filled.rank-yellow{background:var(--amber);border-color:var(--amber);box-shadow:0 0 5px var(--amber)}
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.rank-dot.is-filled.rank-red{background:var(--red);border-color:var(--red);box-shadow:0 0 5px var(--red)}
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.skill .badge{position:absolute;top:-8px;right:10px;font-size:9px;padding:2px 6px;border-radius:6px;
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background:var(--cyan);color:#04121a;font-weight:700}
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.skill.owned .badge{background:var(--green)}
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.skill.locked .badge{background:#555;color:#ccc}
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.tp-actions{display:flex;gap:8px;margin-top:10px}
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.tp-actions .btn{flex:1;font-size:13px;padding:7px}
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.construction-tool{position:absolute;top:var(--construction-top,70px);left:var(--construction-left,14px);z-index:6;pointer-events:auto;display:flex;align-items:center;gap:7px;padding:7px 9px;max-width:calc(100vw - 28px);background:var(--panel);border:1px solid rgba(255,194,77,.6);border-radius:10px;box-shadow:0 0 14px rgba(0,0,0,.5)}
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@media (max-width:720px){.construction-tool{flex-wrap:wrap;justify-content:center;right:14px;left:auto}}
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.construction-tool span{font-size:11px;color:var(--amber);font-weight:700;letter-spacing:.3px}
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.construction-tool .dlc-notice{color:#9eb0c6;border-color:rgba(158,176,198,.45);cursor:not-allowed;opacity:.8}
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.construction-tool .build-option{display:none}
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.construction-tool.build-open .build-option{display:inline-flex}
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/* Overlays */
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.overlay{position:absolute;inset:0;z-index:30;display:flex;flex-direction:column;
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background:radial-gradient(circle at center,rgba(5,8,14,.82),rgba(3,5,9,.95));
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overflow-y:auto;padding:18px}
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.start-overlay{background:linear-gradient(135deg,rgba(4,8,17,.9),rgba(12,24,42,.78)),repeating-linear-gradient(90deg,rgba(55,230,255,.055) 0 2px,transparent 2px 12px);align-items:center;justify-content:center}
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.start-card{position:relative;max-width:1040px;width:100%;min-height:560px;display:grid;grid-template-columns:minmax(260px,.85fr) minmax(320px,1.25fr);gap:28px;padding:clamp(22px,4vw,52px);overflow:hidden;text-align:left;background:linear-gradient(145deg,rgba(7,19,34,.96),rgba(16,36,58,.9));border:2px solid rgba(55,230,255,.55);box-shadow:0 0 0 7px rgba(55,230,255,.08),0 24px 80px rgba(0,0,0,.7)}
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.start-card::before{content:"";position:absolute;inset:0;pointer-events:none;opacity:.45;background:linear-gradient(rgba(255,255,255,.035) 50%,transparent 50%);background-size:100% 4px}
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.pixel-scene{position:relative;z-index:1;display:flex;align-items:center;justify-content:center;min-height:280px;border:2px solid #37e6ff;background:#07101c;overflow:auto;box-shadow:0 0 28px rgba(55,230,255,.3)}
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/* Original user-supplied brand artwork: no crop, filter or aspect distortion. */
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.pixel-scene::before{display:none}
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.brand-logo{display:block;width:100%;height:auto;max-width:1254px;object-fit:contain;image-rendering:auto}
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.pixel-developer{position:absolute;bottom:38px;right:16%;width:94px;height:126px;background:#ffc9a8;box-shadow:0 -35px 0 -10px #293c5e,0 49px 0 -4px #436b9b,46px 15px 0 -29px #ffc9a8}
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.pixel-monitor{position:absolute;bottom:34px;left:13%;width:125px;height:94px;border:11px solid #263d61;background:repeating-linear-gradient(0deg,#37e6ff 0 5px,#102e48 5px 10px);box-shadow:0 0 0 7px #0b1424,40px 104px 0 -30px #263d61}
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.pixel-caption{position:absolute;bottom:12px;left:12px;right:12px;text-align:center;font:700 12px monospace;color:#5dff9b;letter-spacing:.6px}
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.start-copy{position:relative;z-index:1;display:flex;flex-direction:column;justify-content:center}
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.start-kicker{font:700 12px monospace;color:var(--amber);letter-spacing:1.6px;text-transform:uppercase;margin-bottom:9px}
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.start-copy h1{font-size:clamp(30px,5vw,56px);line-height:.95;color:#eaffff;text-shadow:4px 4px #183c58,0 0 22px rgba(55,230,255,.45);margin-bottom:8px}
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.start-copy h2{font:700 clamp(14px,2vw,19px) monospace;color:var(--green);margin-bottom:18px}
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.story{border-left:3px solid var(--cyan);padding-left:15px;margin-bottom:18px;color:#cfe6ff;font-size:14px;line-height:1.55;max-width:620px}
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.asset-note{font-size:11px;color:var(--muted);margin-bottom:14px}
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.menu-card{position:relative;max-width:620px}
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.menu-version{position:absolute;right:16px;bottom:12px;color:var(--muted);font:11px monospace;letter-spacing:.5px;opacity:.76}
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.menu-actions{display:grid;grid-template-columns:repeat(2,minmax(0,1fr));gap:10px;margin:18px 0 8px}
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.menu-actions .btn{min-height:49px;font-weight:700}
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.menu-actions .btn:first-child{grid-column:1/-1;color:#eaffff;border-color:var(--green)}
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@media (max-width:720px){.start-card{grid-template-columns:1fr;min-height:0}.pixel-scene{min-height:250px}.menu-actions{grid-template-columns:1fr}.menu-actions .btn:first-child{grid-column:auto}}
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.card{background:var(--panel2);border:1px solid var(--border);border-radius:18px;
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padding:22px 26px;max-width:560px;width:100%;align-self:center;text-align:center;
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box-shadow:0 20px 60px rgba(0,0,0,.7);margin:auto 0;max-height:calc(100vh - 36px);
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overflow-y:auto}
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/* Must follow the generic card rule: the intro uses a wide two-column
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composition and must never inherit the ordinary 560px dialog width. */
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.card.start-card{max-width:1040px;min-height:560px;text-align:left;overflow:hidden}
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.card h1{font-size:26px;color:#eaffff;letter-spacing:1px;margin-bottom:4px;
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text-shadow:0 0 20px rgba(55,230,255,.5)}
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.card h2{font-size:18px;color:var(--cyan);margin-bottom:10px}
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.card p{color:var(--muted);font-size:13px;line-height:1.4;margin-bottom:12px}
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.card .row{display:flex;gap:10px;justify-content:center;flex-wrap:wrap;margin-top:8px}
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.card .row .btn{min-width:120px}
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.lvlgrid{display:grid;grid-template-columns:repeat(auto-fill,minmax(180px,1fr));gap:8px;margin:10px 0}
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.lvlbtn{background:rgba(255,255,255,.04);border:1px solid rgba(255,255,255,.1);border-radius:10px;
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padding:8px 10px;cursor:pointer;text-align:left;transition:.12s}
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.lvlbtn:hover{border-color:var(--cyan);background:rgba(55,230,255,.08)}
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.lvlbtn.locked{opacity:.4;cursor:not-allowed}
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.lvlbtn .ln{font-size:14px;font-weight:600;color:#eaffff}
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.lvlbtn .ls{font-size:11px;color:var(--muted);margin-top:3px}
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.lvlbtn .lock{color:var(--red);font-size:11px}
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.lvlbtn .actions{display:flex;gap:6px;margin-top:8px}
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.lvlbtn .actions .btn{flex:1;font-size:11px;padding:4px 6px;border-radius:6px}
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.lvlbtn .actions .btn.endless{border-color:var(--violet);color:var(--violet)}
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.lvlbtn .actions .btn.endless:hover{background:rgba(185,140,255,.15)}
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.lvlbtn .actions .btn.normal{border-color:var(--cyan);color:var(--cyan)}
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.lvlbtn .actions .btn.normal:hover{background:rgba(55,230,255,.15)}
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.reward-icons{display:flex;gap:5px;flex-wrap:wrap;margin-top:6px;font-size:10px}
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.reward-icons .earned{color:var(--green)}
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.reward-icons .available{color:var(--amber)}
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.skilltree{margin:20px 0;padding:15px;background:rgba(255,255,255,.03);border:1px solid var(--border);border-radius:12px}
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.skilltree-header{display:flex;justify-content:space-between;align-items:center;margin-bottom:15px}
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.skilltree-points{font-size:14px;color:var(--cyan)}
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.skilltree-grid{display:grid;grid-template-columns:repeat(auto-fill,minmax(200px,1fr));gap:12px}
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.skilltree-node{background:rgba(255,255,255,.05);border:1px solid rgba(255,255,255,.1);border-radius:10px;padding:12px;transition:.2s}
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.skilltree-node.buyable{border-color:var(--cyan);cursor:pointer}
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.skilltree-node.buyable:hover{background:rgba(55,230,255,.1)}
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.skilltree-node.maxed{border-color:var(--green);opacity:.8}
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.node-name{font-weight:600;color:#eaffff;margin-bottom:4px}
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.node-rank{font-size:12px;color:var(--muted);margin-bottom:6px}
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.node-desc{font-size:11px;color:var(--muted);margin-bottom:8px;line-height:1.3}
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.node-req{font-size:10px;color:var(--amber);margin-bottom:6px}
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.node-cost{font-size:12px;color:var(--amber);margin-bottom:8px}
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.node-max{font-size:12px;color:var(--green);font-weight:600}
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.statline{display:flex;justify-content:space-between;font-size:14px;padding:6px 0;
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border-bottom:1px solid rgba(255,255,255,.08)}
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.statline b{color:var(--cyan)}
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.speed{display:flex;gap:6px}
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.speed .btn.on{border-color:var(--green);color:var(--green)}
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.credit{position:absolute;bottom:120px;left:50%;transform:translateX(-50%);
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color:var(--muted);font-size:11px;z-index:4;pointer-events:none;opacity:.7}
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#auto-wave-countdown{position:absolute;top:50%;left:50%;transform:translate(-50%,-50%);
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z-index:25;font-size:48px;font-weight:bold;color:var(--cyan);text-shadow:0 0 20px rgba(55,230,255,.8);
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pointer-events:none;opacity:0.9}
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#btn-wave-now{position:absolute;top:calc(50% + 42px);left:50%;transform:translateX(-50%);z-index:26;white-space:nowrap}
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.stat.wave-hp{border-color:rgba(255,194,77,.55);min-width:330px;display:block}
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.stat.wave-hp .wave-hp-heading{display:flex;align-items:baseline;gap:8px}
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.stat.wave-hp b{color:var(--amber)}
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.stat.wave-hp small{color:var(--muted);font-size:11px}
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.wave-factor-text{display:block;margin-top:2px;line-height:1.35;white-space:nowrap}
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.wave-factor-progress{display:block;height:5px;margin-top:5px;background:rgba(255,255,255,.14);border-radius:4px;overflow:hidden}
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.wave-factor-progress i{display:block;height:100%;width:100%;background:#ff8a3d;transition:width .12s linear}
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.wave-legend{background:var(--panel);border:1px solid rgba(55,230,255,.35);border-radius:10px;padding:7px 10px;min-width:170px;max-width:230px;box-shadow:0 0 14px rgba(0,0,0,.5)}
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.wave-legend h4{font-size:11px;color:var(--cyan);letter-spacing:.5px;text-transform:uppercase;margin-bottom:4px}
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.wave-legend .entry{display:flex;justify-content:space-between;gap:10px;font-size:11px;color:var(--muted);line-height:1.4}
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.wave-legend .entry b{color:var(--text);font-variant-numeric:tabular-nums;font-weight:600;white-space:nowrap}
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/* Electron-only debug console. It deliberately accepts a small command
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language instead of evaluating arbitrary JavaScript. */
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.debug-console-card{max-width:820px;text-align:left}
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.debug-console-help{font-size:12px;color:var(--muted);line-height:1.5;margin:10px 0}
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.debug-console-output{height:min(42vh,360px);overflow:auto;white-space:pre-wrap;word-break:break-word;background:#03070d;border:1px solid rgba(55,230,255,.35);border-radius:8px;padding:10px;color:#b8e8ff;font:12px/1.45 ui-monospace,SFMono-Regular,Consolas,monospace}
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.debug-console-form{display:flex;gap:8px;margin-top:10px}
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.debug-console-input{flex:1;min-width:0;background:#071321;color:#eaffff;border:1px solid var(--border);border-radius:8px;padding:9px 10px;font:13px ui-monospace,SFMono-Regular,Consolas,monospace}
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.debug-console-output .error{color:var(--red)}
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.debug-console-output .success{color:var(--green)}
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@media (max-width:720px){
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#towerpanel{top:auto;bottom:154px;max-height:calc(100vh - 190px)}
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#towerbar{grid-template-columns:repeat(5,minmax(0,1fr));grid-template-rows:repeat(4,minmax(0,1fr));max-height:150px;overflow-y:auto}
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.tcard .tdesc{display:none}
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}
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</style>
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</head>
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<body>
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<div id="app">
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<canvas id="game" aria-label="Spielfeld"></canvas>
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<div id="map-hint" class="map-hint" aria-label="Kartensteuerung">Mausrad: Zoom · Rechte Maustaste: Karte verschieben · Esc: Auswahl lösen</div>
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||
<div id="auto-wave-countdown" class="hidden"></div>
|
||
<button class="btn primary hidden" id="btn-wave-now" type="button">Nächste Welle sofort starten</button>
|
||
<div id="hud">
|
||
<div class="group">
|
||
<div class="stat life"><span class="ico">❤</span><span>Leben</span><b id="hud-life">20</b></div>
|
||
<div class="stat cred"><span class="ico">◈</span><span>Ressourcen</span><b id="hud-cred">200</b></div>
|
||
<div class="stat wave"><span class="ico">≋</span><span>Welle</span><b id="hud-wave">0/0</b></div>
|
||
<div class="stat wave-hp" title="Die HP-Multiplikatoren sind kumulativ. Faktor = 1,5 − 0,45 × größter Routenfortschritt."><div class="wave-hp-heading"><span>Gegner-HP</span><b id="hud-hp-multiplier">1,00×</b></div><small id="hud-wave-factor-text" class="wave-factor-text">Last wave factor: –,## / Next wave factor: 1,50</small><span class="wave-factor-progress" role="progressbar" aria-label="Nächster-Wellen-Faktor" aria-valuemin="1.05" aria-valuemax="1.5" aria-valuenow="1.5"><i id="hud-wave-factor-fill"></i></span></div>
|
||
</div>
|
||
<div class="group">
|
||
<div class="lvlname" id="hud-lvl"><b>Level</b><span>–</span></div>
|
||
<div id="hud-wave-legend" class="wave-legend" aria-label="Gegner der aktuellen Welle"><h4>Aktuelle Welle</h4><div class="entry"><span>–</span><b>noch nicht gestartet</b></div></div>
|
||
<div class="speed">
|
||
<button class="btn on" id="spd1">1×</button>
|
||
<button class="btn" id="spd2">2×</button>
|
||
</div>
|
||
<button class="btn primary" id="btn-wave">Welle starten</button>
|
||
<button class="btn" id="btn-pause">Pause</button>
|
||
<button class="btn" id="btn-restart">Neustart</button>
|
||
<button class="btn" id="btn-levels" data-i18n="menu">Menü</button>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="construction-tool" aria-label="Bauwerkzeuge">
|
||
<span>BAUWERKZEUG</span><button class="btn primary" id="btn-build-menu" type="button" aria-expanded="false" data-i18n="build">Bauen</button><button class="btn build-option" id="btn-road" type="button">Straße bauen (◈ 200)</button><button class="btn build-option dlc-notice" id="btn-barracks-dlc" type="button" disabled aria-disabled="true" title="DLC später verfügbar">Kaserne · DLC später verfügbar</button>
|
||
</div>
|
||
|
||
<div id="towerbar"></div>
|
||
<div id="tooltip" class="hidden"></div>
|
||
<div id="towerpanel" class="hidden"></div>
|
||
<div class="credit">Aegis Labyrinth · lokal · keine externen Ressourcen</div>
|
||
|
||
<!-- Start and main menu -->
|
||
<div id="ov-start" class="overlay start-overlay">
|
||
<section class="card start-card" aria-labelledby="start-title">
|
||
<div class="pixel-scene" role="img" aria-label="Hands Off Coding Firmenlogo">
|
||
<img class="brand-logo" 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S5hc3NlcnRpb25zL2MycGEuaWNvbmRoYXNoWCBN9/gClO7biA2AZOtGcLKZ64rlzJGmFLWqLnj6Ot7StqJjdXJseCpzZWxmI2p1bWJmPWMycGEuYXNzZXJ0aW9ucy9jMnBhLmFjdGlvbnMudjJkaGFzaFggj+K2cxWIYLO+XgM5EEJadC1jpVV/CmYXquoJHVuRwmCiY3VybHgpc2VsZiNqdW1iZj1jMnBhLmFzc2VydGlvbnMvYzJwYS5oYXNoLmRhdGFkaGFzaFggj33JU1dwZ1N5cnbVeSmlvyhnpdUyxruNJg919zL9PwZoZGM6dGl0bGVpaW1hZ2UucG5nY2FsZ2ZzaGEyNTYAAEXOanVtYgAAAChqdW1kYzJjcwARABCAAACqADibcQNjMnBhLnNpZ25hdHVyZQAAAEWeY2JvctKEWQdVogEmGCGCWQNyMIIDbjCCAvOgAwIBAgIUUpQlB4G1aob5Mxd4cNaOre9iGkEwCgYIKoZIzj0EAwMwgacxCzAJBgNVBAYTAlVTMREwDwYDVQQIDAhOZXcgWW9yazERMA8GA1UEBwwITmV3IFlvcmsxEzARBgNVBAoMClRydWZvIEluYy4xFDASBgNVBAsMC0NBIERpdmlzaW9uMRowGAYJKoZIhvcNAQkBFgtjYUB0cnVmby5haTErMCkGA1UEAwwiVHJ1Zm8gQzJQQSBDbGFpbSBTaWduaW5nIENBICgyMDI1KTAeFw0yNjAzMjMwMjUzMDJaFw0yNzAzMjQwMjUzMDJaMEcxCzAJBgNVBAYTAlVTMRkwFwYDVQQKDBBPcGVuQUkgT3BDbywgTExDMR0wGwYDVQQDDBRPcGVuQUkgTWVkaWEgU2VydmljZTBZMBMGByqGSM49AgEGCCqGSM49AwEHA0IABEqqROIF/5a5Tz/FbBnkbraGIed56M5M3SkVcPsbiWfCjXQBkXPzJvUvfuC1oHGWEWMzTidWYY1pfIo4pkv9Km+jggFaMIIBVjAfBgNVHSMEGDAWgBTDsySWNJOhWepSGGueF+CputawTDAdBgNVHQ4EFgQUCnddi95UE85/8w83cVrJh5NZMdgwDAYDVR0TAQH/BAIwADAOBgNVHQ8BAf8EBAMCBsAwHwYDVR0lBBgwFgYKKwYBBAGD6F4CAQYIKwYBBQUHAyQwJQYDVR0gBB4wHDAMBgorBgEEAYPoXgEBMAwGCisGAQQBg+g8AQEwXgYIKwYBBQUHAQEEUjBQMCEGCCsGAQUFBzABhhVodHRwczovL29jc3AudHJ1Zm8uYWkwKwYIKwYBBQUHMAKGH2h0dHBzOi8vY2EudHJ1Zm8uYWkvYzJwYS1jYS5jcnQwMwYJKwYBBAGD6F4EBCYMJDAxOWJjNDAzLTVjZDctNzY2OS1hZmU2LWZkYjE3MTc3ZDQyODAZBgkrBgEEAYPoXgMEDAYKKwYBBAGD6F4DCjAKBggqhkjOPQQDAwNpADBmAjEA/+aBYjVr+9E37E/YEL0KjKkPpgTXVm0t6mcb1b6JV++dKq8HfXsqllpRmqKI76XPAjEArYA2a2foREQHlazNAYS97VvL3R1Zi3iHA84OZSsV+3Sfu8UdqtDxfrjswIhLdhU4WQPXMIID0zCCA1igAwIBAgIUMOih8KWJQmvSuYJIR5kZ3BY3AsswCgYIKoZIzj0EAwMwgagxCzAJBgNVBAYTAlVTMREwDwYDVQQIDAhOZXcgWW9yazERMA8GA1UEBwwITmV3IFlvcmsxEzARBgNVBAoMClRydWZvIEluYy4xFDASBgNVBAsMC0NBIERpdmlzaW9uMRowGAYJKoZIhvcNAQkBFgtjYUB0cnVmby5haTEsMCoGA1UEAwwjVHJ1Zm8gQzJQQSBSb290IENBICgyMDI1LCBFQ0MgUDM4NCkwHhcNMjYwMjAxMDkxNTE4WhcNMzEwMjAyMDkxNTE4WjCBpzELMAkGA1UEBhMCVVMxETAPBgNVBAgMCE5ldyBZb3JrMREwDwYDVQQHDAhOZXcgWW9yazETMBEGA1UECgwKVHJ1Zm8gSW5jLjEUMBIGA1UECwwLQ0EgRGl2aXNpb24xGjAYBgkqhkiG9w0BCQEWC2NhQHRydWZvLmFpMSswKQYDVQQDDCJUcnVmbyBDMlBBIENsYWltIFNpZ25pbmcgQ0EgKDIwMjUpMHYwEAYHKoZIzj0CAQYFK4EEACIDYgAE+p3j5vomqfWp1vYNb2HFOPLmM+oF+AlCurd/abj//oY62afnbSf8QpugvL7zruyNAhKZbM/i4rj6WeHSoQ/S600fjBaU5ZJPS8fn7r8K4bg1JOGBaBoREDbhCBlH7Kp+o4IBQDCCATwwHQYDVR0OBBYEFMOzJJY0k6FZ6lIYa54X4Km61rBMMB8GA1UdIwQYMBaAFAPVX69+g+UEHVmAJ0o0/0X960l4MBIGA1UdEwEB/wQIMAYBAf8CAQAwDgYDVR0PAQH/BAQDAgEGMCkGA1UdJQQiMCAGCisGAQQBg+heAgEGCCsGAQUFBwMkBggrBgEFBQcDBDBLBgNVHSAERDBCMAwGCisGAQQBg+heAQEwMgYKKwYBBAGD6DwBATAkMCIGCCsGAQUFBwIBFhZodHRwczovL3RydWZvLmFpL2NwY3BzMF4GCCsGAQUFBwEBBFIwUDAhBggrBgEFBQcwAYYVaHR0cHM6Ly9vY3NwLnRydWZvLmFpMCsGCCsGAQUFBzAChh9odHRwczovL2NhLnRydWZvLmFpL3Jvb3QtY2EuY3J0MAoGCCqGSM49BAMDA2kAMGYCMQDVC/4qSLtkZgJWXBiv1R2pmGh9vujxuLq9QHQ7rMH4GT1jmC2uiwdl+IHhqmpK6mcCMQDraTXU2MVpqU7RsywWKdTgoK8e+6lAybuch++eE6ueLZn0NAWUYrsLgejtDbiM9LSjZ3NpZ1RzdDKhaXRzdFRva2Vuc4GhY3ZhbFkUijCCFIYGCSqGSIb3DQEHAqCCFHcwghRzAgEBMQ8wDQYJYIZIAWUDBAIBBQAwgYYGCyqGSIb3DQEJEAEEoHcEdTBzAgEBBgorBgEEAYO/MAEBMDEwDQYJYIZIAWUDBAIBBQAEILr4I5smZO249QVNbRYcq33crSBuGzzOK0zRGfcOaknaAgh2/loznFAfEBgWMjAyNjA4MjUxMDIzMTEuMjUwMDI5WjADgAEBAggclo+IbZ1wf6CCEGYwggT2MIIDXqADAgECAhRh20YoMoqMjUoGt7/+YOMCbD9xtzANBgkqhkiG9w0BAQsFADB7MQswCQYDVQQGEwJVUzELMAkGA1UECAwCQ0ExFjAUBgNVBAcMDVNhbiBGcmFuY2lzY28xGTAXBgNVBAoMEE9wZW5BSSBPcENvLCBMTEMxDDAKBgNVBAsMA1RTQTEeMBwGA1UEAwwVT3BlbkFJIFRTQSBJc3N1aW5nIENBMB4XDTI2MDQwODE3NDYyNloXDTM3MDcwOTE3NDYyNlowdTELMAkGA1UEBhMCVVMxCzAJBgNVBAgMAkNBMRYwFAYDVQQHDA1TYW4gRnJhbmNpc2NvMRkwFwYDVQQKDBBPcGVuQUkgT3BDbywgTExDMQwwCgYDVQQLDANUU0ExGDAWBgNVBAMMD09wZW5BSSBUU0EgTGVhZjCCAaIwDQYJKoZIhvcNAQEBBQADggGPADCCAYoCggGBAOrKxa2U/fD9J5/HeKdhBMr/DilhKvuhiM1fqKKXnQ6JL4uRyB+8sJaQPQgcVYLBlo42ahWtiWnokNssRDKDqArNd+U16O6oZFv+uOCOnecCIKEowzXdpxA36SL3CU2XmrSEc8AufKlQRyigtPBpH/Cwhyl6Wf4PFBQ1QvnZaVIXSiA38mjMD/Ett4KWIBtLEQ5GElw9pBSGuEtFZjiiTk0nypW6dQzMTodqn3TDIBUFASRfDcR+XK7+HfMfC5XtAJHfPPWGmyoSXg7WDxzQ3cn6DchNw8mEWhhJLOQ4cxpgUrhM7sbzt7bY3WqpziC6XdbEXDUQZPIDIxFTP2KOZQURXXAr1MlrCYFFUugaV+1aRl3aXXacJXkQaINRpJiEdZFymFX/2ONDYrHtaWcnQbzFj/JqByuDSejhLRg0Drs5B69nvbSVHsgCsr1FZ81yAYiUX1VLBiytr+2l9CSvdwM+g4pkUY+RjAw5lkuwPa76BJmhPhiMPfC+FzahLvVjtQIDAQABo3gwdjAMBgNVHRMBAf8EAjAAMA4GA1UdDwEB/wQEAwIGwDAWBgNVHSUBAf8EDDAKBggrBgEFBQcDCDAdBgNVHQ4EFgQUpCdUgqKKgHs9xYbNP3DZwoOZUXgwHwYDVR0jBBgwFoAU8hTwsMcXVD0jQ4XcynPQcoA9uKgwDQYJKoZIhvcNAQELBQADggGBACD7JE9BwMC8mLIyEiAQjSCZSDUST8RGVn6nPj+2pSP5Kkg+4FGdH0VAeMG7g06TUMmbJ5Zo303O8vYc0nmr7+rBH9o/9ZhZCOZwzYn07keLqsvs/4x+FOFG2JHmnLge5DRG/2HSePh9ODnjUu0bX2boc8AAcjvkqKuOhhsqozch+Tvfe1xU2EzHaipLf89DdGAFgHOjydF3r4ep/bWxhGpuv4gqzpqhmquinoJIBww3xQJjUZfbUnxvHmfJaQhC1c/1+60bXouQ4uAIeTwuGxODap6l6CVBj4UQAe3kGMGgOo3+nVJQGu+H3uFkzVX5ISDftinvnydu0bo0RqtKIk/nYhV33UUj3WEtwjEpj8S5fnkCBqu0V9TB7M8dBuFce2VJsBnrTaukxydATqa0tY/PfMO0Q6d2014wY+6oF641KHRkq1o141svOj5OCmHWME1Dm/9OLsYhuT46LCAZVzB1ao5kS6LQCdEW16BnJkFtZ/gDcHa4JSZW+ZEmJ8NLSTCCBX4wggNmoAMCAQICFASNBMrGxQvF2hmwvPFOEZWl6rwZMA0GCSqGSIb3DQEBCwUAMHgxCzAJBgNVBAYTAlVTMQswCQYDVQQIDAJDQTEWMBQGA1UEBwwNU2FuIEZyYW5jaXNjbzEZMBcGA1UECgwQT3BlbkFJIE9wQ28sIExMQzEMMAoGA1UECwwDVFNBMRswGQYDVQQDDBJPcGVuQUkgVFNBIFJvb3QgQ0EwIBcNMjYwNDA4MTc0NjI2WhgPMjEyNjA0MDkxNzQ2MjZaMHsxCzAJBgNVBAYTAlVTMQswCQYDVQQIDAJDQTEWMBQGA1UEBwwNU2FuIEZyYW5jaXNjbzEZMBcGA1UECgwQT3BlbkFJIE9wQ28sIExMQzEMMAoGA1UECwwDVFNBMR4wHAYDVQQDDBVPcGVuQUkgVFNBIElzc3VpbmcgQ0EwggGiMA0GCSqGSIb3DQEBAQUAA4IBjwAwggGKAoIBgQCJvNS54sihC75hu948ZGZ+p76cbRDTqTAHJjwE9OBrIDnflTTtqaJlCEjbN4Yyg47MCkqgwPM0bKDAmM0rn6X0y3zZDybefslNou9jW5Hm9lmo0gH6TvnZOCtaDs1gWpiBmKjXU8bjGdYuSKxDVwnplPJH+WxFihVgt/euL16iNU6FOIVpnzSd0E3YQz3NNG38Y5P803C7Suh26GpOZkmg7fz4GL7vmhe3qHes77c4zLnUKjPEdg/WQBF3y/7HXRctQNPeizzAGNZAFEGZy5Q/LH0Aa1L8nspQtwlHRRXhBSNV+rFPb1SYlfR9uvho4SIcetyKkUOLFbYuEkOxYhygvsokji7vv6TRTei4PzHPJj3FAFDq8tkkIGTt1XOeLnB4qt5WPAX51ICi6K2v9vuoo1zLaKtE2zB38sQ0dGtVbcaH+/IyPJ5xDkUT9+xQD/v+1gQxJrvQxE1h4kLbr8Mrbl8rGRvm4rDvjVxEzR/Ac32Poum9bYK8JWWECDBp7RUCAwEAAaN7MHkwEgYDVR0TAQH/BAgwBgEB/wIBADAOBgNVHQ8BAf8EBAMCAQYwEwYDVR0lBAwwCgYIKwYBBQUHAwgwHQYDVR0OBBYEFPIU8LDHF1Q9I0OF3Mpz0HKAPbioMB8GA1UdIwQYMBaAFFjCQKA8R3YrqOZuqJGWjpbIt9nkMA0GCSqGSIb3DQEBCwUAA4ICAQCS7Ddc3mzrZNquoREJMHKu3HII9Tu8D3o91sbhL/aDM33oH1dAGE5Mmapr1JnZFIvba9ZM+MrQWTPToaA4XCOIRCT7h+H2kwYnvKHtTF9nXf81qzHS7HsR1EBDN0/ChBucumTID7CiHX6aNvjh0IKzUEOy4FW9gJTIWVJOSnTeXcdFWJu3+jCqO9xHvNUuLLk4GGMseVq33VWtPULfiAPP8Wj+cwDUWrfeJAKXkcDnZ/7cpgrzpUYRs1EcfxLPja9f4xjIuEDGveP51ktx0GRd5WTCS8Bed9E9x1ueFc97/ZSU5wFLCFHa+2T0qxHwNZTx9r5+Kw7dspo9UN1Qw5Zkjm2rDHOfKAY7BHfQl+1vRU+xMy5fRuuDtqlhH7zXgq74gG/C42kVMOZtfDpEkisGmC2v3DTBvqUqSOeHyN44DLUEDDPK44RQcPGyHkvejU/2kRncX4X68ebR18qn7rSf9iF4KYHw43BYdwEQhqQ6S5eDRujawmp2yakSyyEcD0W+ZbGghi6AvFlLTZtDH22014Tg/PDVyGGQDUOOE2qdw/EhPIRdBv471tgjOUULXx1xDfoy/aCAlUS1TwDlw3T94k6Hcob08FEBhx4IvdS1KzVsBhCSpDtrap26/cA7B5x2wgzVGDl/SdrjlBw+UAhq10ziiWGd7+vPxcNAbnB6ODCCBeYwggPOoAMCAQICFBNQO2yJjPAkAzMsj/dPjvt9guwbMA0GCSqGSIb3DQEBCwUAMHgxCzAJBgNVBAYTAlVTMQswCQYDVQQIDAJDQTEWMBQGA1UEBwwNU2FuIEZyYW5jaXNjbzEZMBcGA1UECgwQT3BlbkFJIE9wQ28sIExMQzEMMAoGA1UECwwDVFNBMRswGQYDVQQDDBJPcGVuQUkgVFNBIFJvb3QgQ0EwIBcNMjYwNDA4MTc0NjI1WhgPMjEyNjA0MDkxNzQ2MjVaMHgxCzAJBgNVBAYTAlVTMQswCQYDVQQIDAJDQTEWMBQGA1UEBwwNU2FuIEZyYW5jaXNjbzEZMBcGA1UECgwQT3BlbkFJIE9wQ28sIExMQzEMMAoGA1UECwwDVFNBMRswGQYDVQQDDBJPcGVuQUkgVFNBIFJvb3QgQ0EwggIiMA0GCSqGSIb3DQEBAQUAA4ICDwAwggIKAoICAQD2kunSFLqtnuEarHWoVhvYqrGzapJflnn1krcULST4v8Aar2C+wZrNeZrcbJr+NprBmBakP+QsnbqlpVBzswrC+RrzxEkveL3S7LznP/Sb0RoP8qBhoiyJJcpRBhEX+SUQnNLGL/SJxEESDv4mHtNtNc3suzVgQKiFUb727pCY8SrYnXoQa2rZLtlj8+UUXCnFhiLBihxozes4nqlQllsjQ/s4/0J8OzqhUS8lyUjcMf9Qcu7wfKF3zRhvgWHzP79u6NIbsaYINuRrMvv+d6hem1zd3TGQTI5l/xaBy0HOKDFTyhhDzkgEbn3WZBazKRDktC46t1RaclZX86hqfR7v5mEf3WXIDkgJSZkydPAKoszdkwBTrCO9goUgse++7R2hdwDuOkYzop7sr+kGMWa0Zm+yiZOgfpUODyHOQfhe8I7pzbnA1TNdeNDQJzHPUDBycx0e2mrCwJPPrdwPZIf2+whOiHb1Pu//kiyZdy4L9gbcmLadCQM6/fQaCcePX1rpfkgNCSu1HoqDGwTyWxU8LBADr5GinUG3UmjRDREaGb+wwNpPYL3uKarth41xXCiMjYijJRRjRdgF/Hthj2xGVDsYXMmwgq+DyLEjPxyfGlvuotdUtSpTrruF26b6l57shIly83pAyRa2hVhHW/EkYTmiTN7Yxqgi8p6/W0wsywIDAQABo2YwZDASBgNVHRMBAf8ECDAGAQH/AgEBMA4GA1UdDwEB/wQEAwIBBjAdBgNVHQ4EFgQUWMJAoDxHdiuo5m6okZaOlsi32eQwHwYDVR0jBBgwFoAUWMJAoDxHdiuo5m6okZaOlsi32eQwDQYJKoZIhvcNAQELBQADggIBAFj4gZEMmPJsYf7Ihh3WW4Qdpta+uKZdDF1Jy7ihKc0tnbhY+fCEiT08+G/Vah+0KqJVkvBngZletVQM+5pGgOMCUQBTwA4DwYhX3u+CVX7j9H0Y6w8m/IP/IajBrN7bG5OrGc3QMHYYOpOdzqpnAw05Gi6AdN9t8H4Tdi/p6lBBizg9bOXgPu4v22RUNl4RvmJFttEhtIA8jBjr2pzWSqnVVGVba9FYfsBJh+vrS1+SDDuU15qG9qFZzkfwOKzDsH8DdGTRwFI7obF7KGvhDmmX+AIYDCgXOyf/rqQQnvdly6D06rm9lM5E4pixCkho7lWpIaVgj/7K1n3Re4YgnA7zqHjQxtpALsiBBQtcYqgqwftW5xh5B44Rr+zl29Nw/kbMY6hk8Tzpr6VkvF6/hQgtHrDO47nTpBHXUrtwi4ad+y6/CvbSVSsjQitDXOyhgmE/z3HtsPeX6eTLwjz8rHe3ttwgwUzpibIPsi9/w36SZJwItYTezJb9ibBLtUN90umthv0Z2S2fvQDuwLRHViN8SBWRDk4PZ4kge2IIwcleVfH2BsZRI1dv74e+FCBGeb6UArHIICidlYqIJlUFZlLvGH/ZS7qoWhTpwiytnwvDXELzofUnZHlxjApanv25+UV5B3Ae4WoDtTeWjlj9Rb9UJYyDAz0P2SYzI9BYd6a4MYIDaDCCA2QCAQEwgZMwezELMAkGA1UEBhMCVVMxCzAJBgNVBAgMAkNBMRYwFAYDVQQHDA1TYW4gRnJhbmNpc2NvMRkwFwYDVQQKDBBPcGVuQUkgT3BDbywgTExDMQwwCgYDVQQLDANUU0ExHjAcBgNVBAMMFU9wZW5BSSBUU0EgSXNzdWluZyBDQQIUYdtGKDKKjI1KBre//mDjAmw/cbcwDQYJYIZIAWUDBAIBBQCgggElMBoGCSqGSIb3DQEJAzENBgsqhkiG9w0BCRABBDAvBgkqhkiG9w0BCQQxIgQgoji7JPkjKaHWtOaquPnNkQLFUbLMA3alQW5IaoSVMEcwgdUGCyqGSIb3DQEJEAIvMYHFMIHCMIG/MIG8BCC9T7mykEyBNmeIbu9B4W3+BNkiB52/W5JK0KLEYEYiejCBlzB/pH0wezELMAkGA1UEBhMCVVMxCzAJBgNVBAgMAkNBMRYwFAYDVQQHDA1TYW4gRnJhbmNpc2NvMRkwFwYDVQQKDBBPcGVuQUkgT3BDbywgTExDMQwwCgYDVQQLDANUU0ExHjAcBgNVBAMMFU9wZW5BSSBUU0EgSXNzdWluZyBDQQIUYdtGKDKKjI1KBre//mDjAmw/cbcwDQYJKoZIhvcNAQELBQAEggGA5Md7Cj/HC2eEdwdqvQIQ/ElgI9okm+4TuWnSCGS1pf8130daPSRC650qUFi7f0OVCPa4uHDDmiapq5hpjAk4eCI/vO+qw0CIo3qqdBrRx0S68lQEw7mxtJ+P2yxfMGpfyWiBZotRKG9FcN5+4WCby35ROUhT3FGOThlXMBShmlnFw1r/tnT8A8D23rO9PCtly3NQlYvChExqZ+OIJF/kkxIaXpA6duFolq5ylO8ZqeXKh5Vhh53HjXJG3gQ7tIXEV/Kr+Q5yZO64n0lVZS6ivh8jvTiZQWN9BJsSx9XiGG6uAY43Eme+bON8F03R9SvdM4T4ja0w68oT0dN1et+g1qCr0h6qF9TVu0J1gbf//VzANC4yNJ8GVJGME7q7FmKTDU3MFIaLByybtTAlbEcRD4Qwmp0dhsDy8Fz81a7mCXMXoujEIswpDhr+RUbn2Jhs5fYTsfMWLYlzD7AhW/ltEjEIJ84eNixUiADX80jGcm3LXSW+NZe31ZF7DuvACiMpZXJWYWxzoWhvY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" alt="Hands Off Coding: Entwickler am Monitor">
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</div>
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<div class="start-copy" aria-label="Aegis Labyrinth">
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<h1 id="start-title">AEGIS<br>LABYRINTH</h1>
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<h2>Me, Myself, and (A)I</h2>
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<p class="story" data-i18n="startStory">Year 2149: a foreign empire descends on Earth. Led by Grump and his self-proclaimed Diktatorship, the MEGA army—the Make-Earth-Great-Again army—marches through the last free cities. Their war machines build labyrinths of steel to break every resistance. But the defense has not fallen: you command the last orbital defense sector. Build your defenses, hold the lines, and show the invaders that Earth will not submit. Grump, his Diktatorship, and the MEGA army are clearly fictional authoritarian invaders.</p>
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<div class="row"><button class="btn primary" id="btn-enter-menu" type="button" data-i18n="enterMenu">Main menu</button></div>
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</div>
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</section>
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||
</div>
|
||
<div id="ov-main-menu" class="overlay hidden">
|
||
<div class="card menu-card"><h1>Aegis Labyrinth</h1><h2>Hauptmenü</h2><p>Der Abwehrsektor wartet auf deinen Befehl.</p>
|
||
<div class="menu-actions"><button class="btn primary" id="btn-play" type="button">Spielen</button><button class="btn" id="btn-menu-levels" type="button">Levelauswahl</button><button class="btn" id="btn-menu-skills" type="button">Skills</button><button class="btn" id="btn-menu-editor" type="button">Leveleditor</button><button class="btn" id="btn-menu-options" type="button" data-i18n="options">Options</button><button class="btn" id="btn-menu-help" type="button" data-i18n="help">Help / Tutorial</button><button class="btn danger" id="btn-menu-exit" type="button">Beenden</button></div>
|
||
<div id="game-version" class="menu-version" aria-label="Spielversion"></div>
|
||
</div>
|
||
</div>
|
||
|
||
<!-- Level selection -->
|
||
<div id="ov-levels" class="overlay hidden">
|
||
<div class="card">
|
||
<h1>Aegis Labyrinth</h1>
|
||
<h2>Level-Auswahl</h2>
|
||
<p>Wähle ein freigeschaltetes Level. Schütze den Kern vor den Horden.</p>
|
||
<div id="mission-briefing" class="tp-desc" aria-live="polite"></div><div class="lvlgrid" id="lvlgrid"></div>
|
||
<div class="row"><button class="btn" id="btn-editor">Level-Editor / Seed</button><button class="btn" id="btn-back">Zum Hauptmenü</button></div>
|
||
</div>
|
||
</div>
|
||
|
||
<div id="ov-skills" class="overlay hidden"><div class="card menu-card"><h1>Skills</h1><h2>Globaler Skilltree</h2><p>Aus Kampagnensiegen gewonnene Punkte gelten für alle Level.</p><div id="skilltree-container" class="skilltree"></div><div class="row"><button class="btn" id="btn-skills-back" type="button">Zum Hauptmenü</button></div></div></div>
|
||
<div id="ov-options" class="overlay hidden"><div class="card menu-card"><h1 data-i18n="options">Options</h1><h2 data-i18n="displaySound">Display & sound</h2><label class="btn" style="display:inline-flex;gap:8px;align-items:center;"><input type="checkbox" id="damage-toggle" checked> <span data-i18n="damageNumbers">Damage numbers</span></label><div class="row" style="margin-top:14px"><button class="btn" id="btn-mute" type="button">🔊</button><label style="display:inline-flex;gap:8px;align-items:center"><span data-i18n="volume">Effects volume</span><input type="range" id="vol-slider" min="0" max="1" step="0.05" value="0.8" style="width:150px;accent-color:var(--cyan);"></label></div><div class="row"><button class="btn" id="btn-music-mute" type="button">🎵</button><label style="display:inline-flex;gap:8px;align-items:center"><span data-i18n="musicVolume">Music volume</span><input type="range" id="music-volume-slider" min="0" max="1" step="0.05" value="0.35" style="width:150px;accent-color:var(--green);"></label></div><div class="row"><label><span data-i18n="language">Language</span> <select id="language-select"><option value="en">English</option><option value="de">Deutsch</option></select></label></div><div class="row"><button class="btn" id="btn-options-back" type="button" data-i18n="backMenu">Back to main menu</button></div></div></div>
|
||
<div id="ov-help" class="overlay hidden"><div class="card menu-card"><h1 data-i18n="help">Help / Tutorial</h1><div id="help-content"></div><div class="row"><button class="btn" id="btn-help-back" type="button" data-i18n="backMenu">Back to main menu</button></div></div></div>
|
||
<div id="ov-exit" class="overlay hidden"><div class="card menu-card" id="exit-card"></div></div>
|
||
<div id="ov-debug" class="overlay hidden" aria-label="Debug-Konsole">
|
||
<div class="card debug-console-card">
|
||
<h1>Debug-Konsole</h1><h2>Nur Desktop-Testversion</h2>
|
||
<p class="debug-console-help">F12 öffnet/schließt diese Konsole. Verfügbare Befehle: <b>help</b>, <b>state</b>, <b>credits [Zahl]</b>, <b>unlock all</b>, <b>level [1–11] [normal|endless]</b>, <b>wave</b>, <b>audit [self|extension|redesign]</b>, <b>sound [Name]</b>, <b>clear</b>.</p>
|
||
<div id="debug-console-output" class="debug-console-output" role="log" aria-live="polite"></div>
|
||
<form id="debug-console-form" class="debug-console-form"><input id="debug-console-input" class="debug-console-input" autocomplete="off" spellcheck="false" placeholder="Befehl eingeben, z. B. unlock all"><button class="btn primary" type="submit">Ausführen</button><button class="btn" id="btn-debug-close" type="button">Schließen</button></form>
|
||
</div>
|
||
</div>
|
||
|
||
<div id="ov-editor" class="overlay hidden">
|
||
<div class="card">
|
||
<h1>Level-Editor</h1>
|
||
<p>Wähle Zellen: Weg → Wand → Weg. Start und Ziel bleiben geschützt. Kompakte v3-Codes speichern kleine Änderungen meist in höchstens 20 Zeichen; komplexe Karten bleiben verlustfrei, werden aber länger. Ältere AEGIS2-Codes können weiter importiert werden.</p>
|
||
<div id="editor-grid" aria-label="Editor-Raster"></div>
|
||
<p id="editor-status">Karte wird geprüft…</p>
|
||
<textarea id="editor-seed" rows="3" placeholder="Seed-Code hier einfügen"></textarea>
|
||
<div class="row"><button class="btn" id="editor-validate">Prüfen</button><button class="btn" id="editor-export">Kompaktcode erzeugen</button><button class="btn" id="editor-copy">Teilen / kopieren</button><button class="btn" id="editor-import">Seed importieren</button><button class="btn primary" id="editor-play">Spielen</button><button class="btn" id="editor-close">Schließen</button></div>
|
||
</div>
|
||
</div>
|
||
|
||
<!-- Pause -->
|
||
<div id="ov-pause" class="overlay hidden">
|
||
<div class="card">
|
||
<h1>Pause</h1>
|
||
<p>Die Simulation ist angehalten.</p>
|
||
<div class="row">
|
||
<button class="btn primary" id="btn-resume">Fortsetzen</button>
|
||
<button class="btn" id="btn-p-restart">Neustart</button>
|
||
<button class="btn" id="btn-p-levels">Level-Auswahl</button>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
<!-- Victory -->
|
||
<div id="ov-victory" class="overlay hidden">
|
||
<div class="card">
|
||
<h1>Sieg!</h1>
|
||
<h2 id="vic-title">Level abgeschlossen</h2>
|
||
<div id="vic-stats"></div>
|
||
<div class="row">
|
||
<button class="btn primary" id="btn-next">Nächstes Level</button>
|
||
<button class="btn" id="btn-v-levels">Level-Auswahl</button>
|
||
<button class="btn" id="btn-v-restart">Neustart</button>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
<!-- Defeat -->
|
||
<div id="ov-defeat" class="overlay hidden">
|
||
<div class="card">
|
||
<h1 style="color:var(--red);text-shadow:0 0 20px rgba(255,84,112,.5)">Niederlage</h1>
|
||
<h2 id="def-title">Der Kern ist gefallen</h2>
|
||
<div id="def-stats"></div>
|
||
<div class="row">
|
||
<button class="btn primary" id="btn-d-restart">Neustart</button>
|
||
<button class="btn" id="btn-d-levels">Level-Auswahl</button>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
<script>
|
||
const GAME_VERSION = '1.0.8';
|
||
document.getElementById('game-version').textContent = GAME_VERSION;
|
||
"use strict";
|
||
/* ============================================================
|
||
AEGIS LABYRINTH – Single-File Tower Defense
|
||
Vanilla JS ES2020 · Canvas 2D · keine externen Bibliotheken
|
||
============================================================ */
|
||
|
||
const CELL = 32;
|
||
const NANITE_LIMIT = 30;
|
||
const BLOCKER_BASE_HP = 35;
|
||
const SKILL_MAX_LEVEL = 3;
|
||
const SKILLTREE_VERSION = 2;
|
||
const SKILLTREE_KEY = 'aegis_skilltree_v' + SKILLTREE_VERSION;
|
||
const LEGACY_SKILLTREE_KEY = 'aegis_skilltree_v1';
|
||
const ENDLESS_REWARD_WAVE = 20;
|
||
const MIN_ADAPTIVE_MULTIPLIER = 1.05;
|
||
const MAX_ADAPTIVE_MULTIPLIER = 1.5;
|
||
const ROAD_BUILD_COST = 200;
|
||
const NORMAL_WAVE_COUNTS = [10,14,18,22,26,30,34,36,38,40];
|
||
const SKILLTREE_NODES = [
|
||
{ id: 'start_res', name: 'Startressourcen', desc: 'Erhöht die Startressourcen für alle Level.', maxRank: 3, cost: 1, req: null, effect: (r) => r * 50 },
|
||
{ id: 'max_hp', name: 'Kernstabilität', desc: 'Erhöht das maximale Leben für alle Level.', maxRank: 3, cost: 1, req: null, effect: (r) => r * 5 },
|
||
{ id: 'tower_dmg', name: 'Waffensystem', desc: 'Erhöht den Schaden aller Türme.', maxRank: 3, cost: 2, req: 'start_res', effect: (r) => r * 0.1 },
|
||
{ id: 'tower_range', name: 'Sensorik', desc: 'Erhöht die Reichweite aller Türme.', maxRank: 3, cost: 2, req: 'start_res', effect: (r) => r * 10 },
|
||
{ id: 'tower_rate', name: 'Feuerrate', desc: 'Erhöht die Feuerrate aller Türme.', maxRank: 3, cost: 2, req: 'max_hp', effect: (r) => r * 0.1 },
|
||
{ id: 'wave_bonus', name: 'Logistik', desc: 'Erhöht den Wellenbonus.', maxRank: 3, cost: 2, req: 'max_hp', effect: (r) => r * 5 }
|
||
];
|
||
const AUTO_WAVE_DELAY = 7.0;
|
||
const AUDIO_KEY = 'aegis_audio_v1';
|
||
const MUSIC_KEY = 'aegis_music_v1';
|
||
const DAMAGE_NUMBERS_KEY = 'aegis_damage_numbers_v1';
|
||
const LANGUAGE_KEY = 'aegis_language_v1';
|
||
const DEFAULT_LANGUAGE = 'en';
|
||
const MASTERY_SKILL_ID = 'mastery';
|
||
const MASTERY_MAX_LEVEL = 3;
|
||
// Mastery is a late-game capstone: each rank is intentionally a substantial,
|
||
// progressively more expensive power spike after the regular tree is complete.
|
||
const MASTERY_COSTS = Object.freeze([1000,2500,10000]);
|
||
const MASTERY_DEFAULT_PROFILE = Object.freeze([
|
||
Object.freeze({damage:0.50,range:0.10,rate:0.10,special:0}),
|
||
Object.freeze({damage:1.25,range:0.15,rate:0.15,special:0}),
|
||
Object.freeze({damage:2.50,range:0.20,rate:0.20,special:0})
|
||
]);
|
||
// Roles may trade a little direct damage for a more characteristic combat
|
||
// strength, but every profile remains progressive and substantial at rank 3.
|
||
const MASTERY_PROFILES = Object.freeze({
|
||
puls: Object.freeze([{damage:.45,range:.10,rate:.15,special:1},{damage:1.10,range:.15,rate:.25,special:2},{damage:2.25,range:.20,rate:.35,special:3}]),
|
||
plasma: Object.freeze([{damage:.55,range:.10,rate:.10,special:1},{damage:1.35,range:.15,rate:.15,special:2},{damage:2.70,range:.20,rate:.20,special:3}]),
|
||
kryo: Object.freeze([{damage:.35,range:.15,rate:.25,special:1},{damage:.90,range:.22,rate:.50,special:2},{damage:2.00,range:.30,rate:1.00,special:3}]),
|
||
magnet: Object.freeze([{damage:.45,range:.15,rate:.15,special:1},{damage:1.10,range:.22,rate:.25,special:2},{damage:2.20,range:.30,rate:.35,special:3}]),
|
||
nano: Object.freeze([{damage:.40,range:.10,rate:.15,special:1},{damage:1.00,range:.15,rate:.25,special:2},{damage:2.00,range:.20,rate:.35,special:3}]),
|
||
grav: Object.freeze([{damage:0,range:0,rate:0,special:1},{damage:0,range:0,rate:0,special:2},{damage:0,range:0,rate:0,special:3}]),
|
||
barrier: Object.freeze([{damage:.60,range:.15,rate:.10,special:1},{damage:1.50,range:.20,rate:.15,special:2},{damage:4.00,range:.25,rate:.20,special:3}]),
|
||
holo: Object.freeze([{damage:.40,range:.15,rate:.15,special:1},{damage:1.00,range:.22,rate:.25,special:2},{damage:3.00,range:.30,rate:.35,special:3}]),
|
||
quantum: Object.freeze([{damage:.55,range:.15,rate:.10,special:1},{damage:1.80,range:.22,rate:.15,special:2},{damage:4.20,range:.30,rate:.20,special:3}]),
|
||
nuclear: Object.freeze([{damage:.65,range:.10,rate:.10,special:1},{damage:2.00,range:.15,rate:.15,special:2},{damage:5.00,range:.20,rate:.20,special:3}]),
|
||
sniper: Object.freeze([{damage:.60,range:.15,rate:.10,special:1},{damage:2.00,range:.25,rate:.15,special:2},{damage:5.00,range:.35,rate:.20,special:3}]),
|
||
commander: Object.freeze([{damage:.45,range:.10,rate:.20,special:1},{damage:1.10,range:.15,rate:.40,special:2},{damage:2.25,range:.20,rate:.70,special:3}]),
|
||
tesla: Object.freeze([{damage:.50,range:.15,rate:.15,special:1},{damage:1.80,range:.22,rate:.25,special:2},{damage:4.20,range:.30,rate:.35,special:3}]),
|
||
barracks: Object.freeze([{damage:.50,range:.10,rate:.10,special:1},{damage:1.25,range:.15,rate:.15,special:2},{damage:2.50,range:.20,rate:.20,special:3}])
|
||
});
|
||
// One source of truth for Quantum Line Laser rank effects.
|
||
const QUANTUM_SKILL_VALUES = Object.freeze({damagePerRank:.25,rangePerRank:35,resonancePerRank:.15});
|
||
function quantumSkillProfile(t){ return {damageMultiplier:1+t.rank('quantum_1')*QUANTUM_SKILL_VALUES.damagePerRank,rangeBonus:t.rank('quantum_2')*QUANTUM_SKILL_VALUES.rangePerRank,resonance:t.rank('quantum_3')*QUANTUM_SKILL_VALUES.resonancePerRank}; }
|
||
function masteryProfile(t, rank){
|
||
const level=clamp(rank===undefined ? t?.masteryRank?.()||0 : rank,0,MASTERY_MAX_LEVEL);
|
||
const profile=MASTERY_PROFILES[t?.type]||MASTERY_DEFAULT_PROFILE;
|
||
return level ? profile[level-1] : Object.freeze({damage:0,range:0,rate:0,special:0});
|
||
}
|
||
const CUSTOM_LEVEL_ID = 11;
|
||
const CUSTOM_LEVEL_INDEX = 10;
|
||
const CUSTOM_LEVEL_KEY = 'aegis_custom_level_v1';
|
||
const AURA_MAX_LEVEL = 10;
|
||
const AURA_ADJACENCY_CELLS = 1;
|
||
const AURA_RANGE = CELL;
|
||
const AURA_UPGRADE_BASE_COST = 80;
|
||
const AURA_UPGRADE_GROWTH = 1.35;
|
||
const MAX_VOICES = 12;
|
||
const MAX_RATE = 20;
|
||
const GRAV_BASE_PULL = 120;
|
||
const GRAV_BASE_SLOW = 0.6;
|
||
const MAP_W = 40, MAP_H = 30;
|
||
const WORLD_W = MAP_W * CELL, WORLD_H = MAP_H * CELL;
|
||
const INF = 65535;
|
||
const DIRS = [[1,0],[-1,0],[0,1],[0,-1]];
|
||
|
||
/* ---------- Utilities ---------- */
|
||
const clamp = (v,a,b)=> v<a?a:(v>b?b:v);
|
||
const lerp = (a,b,t)=> a+(b-a)*t;
|
||
const dist2 = (ax,ay,bx,by)=>{const dx=ax-bx,dy=ay-by;return dx*dx+dy*dy;};
|
||
const dist = (ax,ay,bx,by)=> Math.sqrt(dist2(ax,ay,bx,by));
|
||
function hexA(hex,a){
|
||
const h=hex.replace('#','');
|
||
const r=parseInt(h.substring(0,2),16),g=parseInt(h.substring(2,4),16),b=parseInt(h.substring(4,6),16);
|
||
return `rgba(${r},${g},${b},${a})`;
|
||
}
|
||
function mulberry32(seed){
|
||
let a=seed>>>0;
|
||
return function(){
|
||
a|=0;a=a+0x6D2B79F5|0;
|
||
let t=Math.imul(a^a>>>15,1|a);
|
||
t=t+Math.imul(t^t>>>7,61|t)^t;
|
||
return ((t^t>>>14)>>>0)/4294967296;
|
||
};
|
||
}
|
||
function formatDamageNumber(value){
|
||
const n=Math.max(0,Number(value)||0);
|
||
if(n<=30000) return String(Math.round(n));
|
||
if(n<1000000) return Math.round(n/1000)+'k';
|
||
return Math.round(n/1000000)+'m';
|
||
}
|
||
|
||
/* ---------- Tower Definitions (16) ---------- */
|
||
const TOWER_TYPES = [
|
||
{ id:'puls', name:'Puls-Kanone', cost:50, range:120, damage:15, fireRate:1.0, color:'#37e6ff',
|
||
desc:'Schnelle Einzelprojektil-Kanone. Basis-Turm für frühen Schaden.',
|
||
skills:[
|
||
{skillId:'puls_1',name:'Doppel-Puls',cost:40,costs:[30,50,70],eff:'Feuert 2 Projektile pro Schuss, Schaden pro Projektil = 8',type:'mechanic'},
|
||
{skillId:'puls_2',name:'Reichweiten-Boost',cost:35,costs:[35,50,65],eff:'Reichweite +40px je Rang',type:'stat'},
|
||
{skillId:'puls_3',name:'Durchschlag',cost:60,costs:[40,55,70],eff:'Projektil trifft bis zu 3 Gegner auf dem Weg',type:'mechanic'}
|
||
]},
|
||
{ id:'plasma', name:'Plasma-Turm', cost:80, range:100, damage:30, fireRate:0.5, color:'#ff7a3c',
|
||
desc:'Hochschädlicher Plasmastrahl mit AoE-Splash.',
|
||
skills:[
|
||
{skillId:'plasma_1',name:'Splash-Radius',cost:50,costs:[50,75,125],eff:'AoE-Radius von 30px auf 60px erhöht',type:'stat'},
|
||
{skillId:'plasma_2',name:'Brennen',cost:55,costs:[150,250,400],eff:'Gegner erleiden 5 Schaden/Sek. für 3 Sekunden',type:'mechanic'},
|
||
{skillId:'plasma_3',name:'Kritischer Impuls',cost:70,costs:[100,200,400],eff:'20% Chance auf 2x Schaden',type:'mechanic'}
|
||
]},
|
||
{ id:'kryo', name:'Kryo-Emitter', cost:60, range:110, damage:15, fireRate:0.8, color:'#8fe9ff',
|
||
desc:'Wählt bei jedem Schuss zufällig ein Ziel in Reichweite und friert es ein. Geringer Schaden.',
|
||
skills:[
|
||
{skillId:'kryo_1',name:'Tiefkühlung',cost:45,costs:[50,75,125],eff:'Verlangsamung auf 60% für 3 Sekunden',type:'stat'},
|
||
{skillId:'kryo_2',name:'Eis-Kette',cost:50,costs:[50,75,125],eff:'Verlangsamung springt auf 2 benachbarte Gegner',type:'mechanic'},
|
||
{skillId:'kryo_3',name:'Eispanzer',cost:65,costs:[100,200,325],eff:'Gegner mit 3+ Stacks erleiden 10 Schaden/Sek.',type:'mechanic'}
|
||
]},
|
||
{ id:'magnet', name:'Flammenwerfer', cost:70, range:100, damage:7, fireRate:8, color:'#ff7a3c',
|
||
desc:'Erzeugt einen breiten Plasmastrahl-Kegel, der Gegner verbrennt. Besonders effektiv gegen dichte Horden.',
|
||
skills:[
|
||
{skillId:'magnet_1',name:'Druckventil',cost:40,costs:[50,75,125],eff:'Schaden des Flammenkegels +20% je Rang',type:'stat'},
|
||
{skillId:'magnet_2',name:'Streukegel',cost:55,costs:[80,200,400],eff:'Kegelwinkel +8° und Reichweite +10px je Rang',type:'mechanic'},
|
||
{skillId:'magnet_3',name:'Thermit-Gel',cost:60,costs:[80,200,400],eff:'Brand-Schaden +8/Sek. und Dauer +1s je Rang',type:'mechanic'}
|
||
]},
|
||
{ id:'nano', name:'Naniten-Schwarm', cost:90, range:80, damage:6, fireRate:1.1, color:'#5dff9b',
|
||
desc:'Startet kleine, bodengebundene Jagd-Naniten. Sie sprinten über die Karte, verfolgen Ziele und stechen zu.',
|
||
skills:[
|
||
{skillId:'nano_1',name:'Schwarmgröße',cost:50,costs:[80,200,400],eff:'+2 Jäger je Start und +4 Obergrenze je Rang',type:'stat'},
|
||
{skillId:'nano_2',name:'Verfolgungs-KI',cost:55,costs:[120,260,500],eff:'Jagd-Naniten werden schneller und greifen häufiger an',type:'mechanic'},
|
||
{skillId:'nano_3',name:'Selbstreplikation',cost:70,costs:[100,200,325],eff:'Bei Abschüssen entsteht ein neuer Jäger (bis Obergrenze)',type:'mechanic'}
|
||
]},
|
||
{ id:'grav', name:'Gravitations-Brücke', cost:100, range:0, damage:0, fireRate:0, color:'#ffd24d',
|
||
desc:'Zwei Anker spannen eine Gravitationslinie über den Weg. Beim Durchqueren werden Gegner verlangsamt und kurzzeitig schadenanfällig. Größerer Ankerabstand schwächt alle Werte.',
|
||
skills:[
|
||
{skillId:'grav_1',name:'Verdichteter Kern',cost:55,costs:[30,50,70],eff:'Verlangsamung +12% je Rang',type:'stat'},
|
||
{skillId:'grav_2',name:'Instabile Materie',cost:65,costs:[80,200,400],eff:'Schadensanfälligkeit +15% je Rang',type:'mechanic'},
|
||
{skillId:'grav_3',name:'Chronofeld',cost:80,costs:[80,200,400],eff:'Effektdauer +0,5s je Rang',type:'mechanic'}
|
||
]},
|
||
{ id:'barrier', name:'Mörser', cost:105, range:300, damage:40, fireRate:0.2, color:'#ff9b45',
|
||
desc:'Sehr weitreichender Mörser. Granaten explodieren im Zielgebiet, verursachen Flächenschaden und betäuben Gegner.',
|
||
skills:[
|
||
{skillId:'barrier_1',name:'Sprengladung',cost:45,costs:[150,250,400],eff:'+18 Explosionsschaden je Rang',type:'stat'},
|
||
{skillId:'barrier_2',name:'Streumunition',cost:50,costs:[80,200,400],eff:'+18px Explosionsradius je Rang',type:'stat'},
|
||
{skillId:'barrier_3',name:'Schockzünder',cost:60,costs:[50,75,125],eff:'+0,3s Betäubung je Rang',type:'mechanic'}
|
||
]},
|
||
{ id:'holo', name:'Hologramm-Turm', cost:110, range:100, damage:15, fireRate:0.85, color:'#c46bff',
|
||
desc:'Erzeugt Hologramme, die Gegner anlocken und Schaden verursachen.',
|
||
skills:[
|
||
{skillId:'holo_1',name:'Mehr Hologramme',cost:50,costs:[50,75,125],eff:'2 Hologramme statt 1, jedes 6 Schaden',type:'stat'},
|
||
{skillId:'holo_2',name:'Täuschung',cost:55,costs:[150,250,400],eff:'Hologramme verlangsamen Gegner um 15%',type:'mechanic'},
|
||
{skillId:'holo_3',name:'Klon-Explosion',cost:70,costs:[50,75,125],eff:'Hologramm explodiert bei Tod: 25 Schaden AoE',type:'mechanic'}
|
||
]},
|
||
{ id:'quantum', name:'Quanten-Reihenlaser', cost:110, range:250, damage:50, fireRate:0.4, color:'#4dffb0',
|
||
desc:'Starker Reihenlaser: durchdringt alle Gegner auf seiner Schusslinie und skaliert pro Treffer.',
|
||
skills:[
|
||
{skillId:'quantum_1',name:'Fokuslinsen',cost:60,costs:[150,250,400],eff:'+25% Reihenlaser-Schaden je Rang',type:'stat'},
|
||
{skillId:'quantum_2',name:'Prismenschliff',cost:65,costs:[40,55,70],eff:'+35px Laserreichweite je Rang',type:'mechanic'},
|
||
{skillId:'quantum_3',name:'Phasenresonanz',cost:80,costs:[100,200,325],eff:'Jeder durchdrungene Gegner erhält +15% Schaden je Rang',type:'mechanic'}
|
||
]},
|
||
{ id:'nuclear', name:'Nuklear-Reaktor', cost:150, range:100, damage:150, fireRate:0.2, color:'#ff3c3c',
|
||
desc:'Langsamer, extrem hoher Schaden mit großem AoE. Später im Spiel.',
|
||
skills:[
|
||
{skillId:'nuclear_1',name:'Kritische Masse',cost:80,costs:[80,200,400],eff:'Schaden +20 und AoE-Radius +30px je Rang',type:'stat'},
|
||
{skillId:'nuclear_2',name:'Radioaktiver Regen',cost:90,costs:[90,220,450],eff:'Gegner im AoE erleiden 10 Schaden/Sek. für 5 Sekunden',type:'mechanic'},
|
||
{skillId:'nuclear_3',name:'Kernschmelze',cost:120,costs:[120,260,500],eff:'10% Chance je Rang auf 3x Schaden und 2 Sekunden Einfrieren',type:'mechanic'}
|
||
]},
|
||
{ id:'sniper', name:'Scharfschütze', cost:120, range:390, damage:120, fireRate:0.3, color:'#ff3d7d',
|
||
desc:'Extremer Langstreckenturm: der erste Treffer eines Durchschlags erhält massiven Präzisionsschaden.',
|
||
skills:[
|
||
{skillId:'sniper_1',name:'AP-Kern',cost:50,costs:[50,90,150],eff:'+1 durchschlagenes Ziel je Rang',type:'stat'},
|
||
{skillId:'sniper_2',name:'Rail-Beschleuniger',cost:70,costs:[70,150,300],eff:'+25% Geschossgeschwindigkeit und +10% Schaden je Rang',type:'mechanic'},
|
||
{skillId:'sniper_3',name:'Kollateralschuss',cost:90,costs:[100,200,400],eff:'Erster Treffer +30% Präzisionsschaden je Rang; spätere Durchschläge normal',type:'mechanic'}
|
||
]},
|
||
{ id:'commander', name:'Kommandantur', cost:200, range:170, damage:20, fireRate:1.5, color:'#ffab00',
|
||
desc:'Taktischer Turm mit Salvenfeuer und mittlerer Reichweite.',
|
||
skills:[
|
||
{skillId:'commander_1',name:'Flächenbeschuss',cost:60,costs:[250,500,750],eff:'Feuert 4 Projektile gleichzeitig',type:'mechanic'},
|
||
{skillId:'commander_2',name:'Nachschub',cost:80,costs:[150,200,300],eff:'Abkühlzeit um 10% verkürzt',type:'stat'},
|
||
{skillId:'commander_3',name:'Kraftumschaltung',cost:100,costs:[100,200,350],eff:'Jeder zweite Treffer verursacht zusätzlich 15 Schaden',type:'mechanic'}
|
||
]},
|
||
{ id:'tesla', name:'Teslaspule', cost:130, range:155, damage:45, fireRate:0.65, color:'#75f7ff',
|
||
desc:'Entlädt einen Kettenblitz auf ein Primärziel und bis zu drei nahe Ziele.',
|
||
skills:[
|
||
{skillId:'tesla_1',name:'Hochspannung',cost:65,costs:[100,200,300],eff:'Kettenblitzschaden +20% je Rang',type:'stat'},
|
||
{skillId:'tesla_2',name:'Leitende Kette',cost:75,costs:[150,300,500],eff:'Ein zusätzliches Kettenziel je Rang',type:'mechanic'},
|
||
{skillId:'tesla_3',name:'Überladung',cost:95,costs:[100,200,300],eff:'Betäubt getroffene Gegner kurz und erhöht Primärschaden',type:'mechanic'}
|
||
]},
|
||
{ id:'aegis_amplifier', name:'Aegis-Verstärker', cost:320, range:AURA_RANGE, damage:0, fireRate:0, color:'#ffcf5a', support:true,
|
||
desc:'Endspiel-Aura: nahe Kampftürme erhalten den stärksten aktiven Schadensbonus, maximal +10% je Ausbaustufe. Gleichartige Auren addieren sich nicht; Stütztürme und Blocker bleiben ausgeschlossen.', skills:[]},
|
||
{ id:'chrono_relay', name:'Chrono-Relais', cost:320, range:AURA_RANGE, damage:0, fireRate:0, color:'#a782ff', support:true,
|
||
desc:'Endspiel-Aura: nahe Kampftürme erhalten den stärksten aktiven Angriffsgeschwindigkeitsbonus, maximal +10% je Ausbaustufe. Gleichartige Auren addieren sich nicht; Stütztürme und Blocker bleiben ausgeschlossen.', skills:[]},
|
||
{ id:'range_relay', name:'Prisma-Relais', cost:320, range:AURA_RANGE, damage:0, fireRate:0, color:'#61e6ff', support:true,
|
||
desc:'Endspiel-Aura: nahe Kampftürme erhalten den stärksten aktiven Reichweitenbonus, maximal +10% je Ausbaustufe. Gleichartige Auren addieren sich nicht; Stütztürme und Blocker bleiben ausgeschlossen.', skills:[]},
|
||
{ id:'blocker', name:'Blocker', cost:5, range:0, damage:0, fireRate:0, color:'#ff9f43',
|
||
desc:'Sehr günstige, fragile Wegsperre: zwingt Gegner zum Umweg oder wird ohne Alternative rasch zerstört.',
|
||
skills:[
|
||
{skillId:'blocker_1',name:'Panzerung',cost:45,costs:[40,80,120],eff:'Maximale Haltbarkeit +80 je Rang',type:'stat'},
|
||
{skillId:'blocker_2',name:'Störfeld',cost:55,costs:[40,80,120],eff:'Gegner verursachen 20% weniger Schaden je Rang',type:'stat'},
|
||
{skillId:'blocker_3',name:'Selbstreparatur',cost:70,costs:[40,80,120],eff:'Regeneriert 8 HP/s je Rang außerhalb des Kampfes',type:'mechanic'}
|
||
]},
|
||
{ id:'barracks', name:'Kaserne', cost:380, range:0, damage:18, fireRate:0.5, color:'#74d6ff', pathBuilding:true,
|
||
desc:'Endspiel-Weggebäude: entsendet begrenzte Bodentrupps, die fortgeschrittene Gegner jagen, angreifen und kurz blockieren.',
|
||
skills:[
|
||
{skillId:'barracks_1',name:'Truppkapazität',cost:80,costs:[80,140,240],eff:'+1 aktive Bodeneinheit je Rang',type:'stat'},
|
||
{skillId:'barracks_2',name:'Impulsgewehr',cost:90,costs:[90,160,280],eff:'+10 Truppschaden je Rang',type:'stat'},
|
||
{skillId:'barracks_3',name:'Feldpanzerung',cost:75,costs:[75,135,230],eff:'+35 HP und +1s Lebensdauer je Rang',type:'mechanic'}
|
||
]}
|
||
];
|
||
|
||
// Korrigiere Skill-IDs zurück für Kompatibilität
|
||
TOWER_TYPES.forEach(t => {
|
||
t.skills.forEach(s => {
|
||
if (s.skillId) {
|
||
s.id = s.skillId;
|
||
delete s.skillId;
|
||
}
|
||
});
|
||
});
|
||
const TOWER_BY_ID = {};
|
||
TOWER_TYPES.forEach(t=>TOWER_BY_ID[t.id]=t);
|
||
|
||
// The barracks prototype remains in source for the future DLC, but it must not
|
||
// appear in the tower bar or be placeable until that release is explicitly enabled.
|
||
const BARRACKS_DLC_ENABLED = false;
|
||
function isTowerAvailable(def){ return !!def && (def.id!=='barracks' || BARRACKS_DLC_ENABLED); }
|
||
|
||
// Only weapon/active defense towers are campaign-gated. Support structures,
|
||
// blockers, and the separately selected road tool keep their intended access.
|
||
const INITIAL_TOWER_UNLOCKS = 4;
|
||
const CAMPAIGN_TOWER_UNLOCKS = ['puls','plasma','kryo','magnet','nano','grav','barrier','holo','quantum','nuclear','sniper','commander','tesla'];
|
||
const TOWER_UNLOCK_KEY = 'aegis_campaign_tower_unlocks_v1';
|
||
const CAMPAIGN_PROGRESS_KEY = 'aegis_campaign_progress_v1';
|
||
const STUN_RESISTANCE_MAX = 10;
|
||
const STUN_RESISTANCE_RESET = 3;
|
||
function campaignTowerTypes(){ return TOWER_TYPES.filter(def=>CAMPAIGN_TOWER_UNLOCKS.includes(def.id)); }
|
||
function towerUnlockCountForCompletedLevel(completedLevel){
|
||
const completed=clamp(Number(completedLevel)||0,0,8);
|
||
// Levels 1-6 add one each; level 7 adds two and level 8 the final tower.
|
||
return Math.min(CAMPAIGN_TOWER_UNLOCKS.length,INITIAL_TOWER_UNLOCKS+completed+(completed>=7?1:0));
|
||
}
|
||
function isTowerUnlocked(def, completedLevel=Game.completedTowerLevels){
|
||
return !CAMPAIGN_TOWER_UNLOCKS.includes(def.id) || CAMPAIGN_TOWER_UNLOCKS.indexOf(def.id)<towerUnlockCountForCompletedLevel(completedLevel);
|
||
}
|
||
function loadTowerUnlocks(){ try { Game.completedTowerLevels=clamp(Number(localStorage.getItem(TOWER_UNLOCK_KEY))||0,0,8); } catch(e) { Game.completedTowerLevels=0; } }
|
||
function saveTowerUnlocks(){ try { localStorage.setItem(TOWER_UNLOCK_KEY,String(Game.completedTowerLevels)); } catch(e) { /* storage unavailable */ } }
|
||
|
||
/* ---------- Enemy Definitions ---------- */
|
||
const ENEMY_TYPES = {
|
||
drone: {hp:40, speed:70, reward:8, radius:9, color:'#ff8a3c', leak:1},
|
||
runner: {hp:28, speed:120, reward:10, radius:8, color:'#ffe14d', leak:1},
|
||
tank: {hp:180, speed:45, reward:22, radius:14, color:'#c46bff', leak:2},
|
||
swarm: {hp:16, speed:95, reward:4, radius:6, color:'#5dff9b', leak:1},
|
||
elite: {hp:320, speed:60, reward:45, radius:15, color:'#37e6ff', leak:3},
|
||
boss: {hp:1400,speed:38, reward:160,radius:22, color:'#ff5470', leak:6},
|
||
final_boss:{hp:5200,speed:32,reward:600,radius:30, color:'#ff2d2d', leak:20},
|
||
transporter:{hp:260,speed:52,reward:36,radius:17,color:'#88d5ff',leak:2,spawn:'drone'},
|
||
scout: {hp:40,speed:70,reward:10,radius:9,color:'#ff4de1',leak:1}
|
||
};
|
||
|
||
/* Designmetadaten für visuelle Profile */
|
||
const designMetadata = {
|
||
version: 1,
|
||
visualProfile: 'sci-fi-neon',
|
||
towerAnimations: TOWER_TYPES.map(t => t.id),
|
||
enemySilhouettes: Object.keys(ENEMY_TYPES)
|
||
};
|
||
|
||
/* ---------- Level Maps (10) ----------
|
||
0 = Wand (Turm-Platz), 1 = Weg, 2 = Eingang, 3 = Ausgang
|
||
Jede Karte: 40 x 30 Zellen. */
|
||
function makeMap(){
|
||
const g=[];
|
||
for(let y=0;y<MAP_H;y++){ g.push(new Array(MAP_W).fill(0)); }
|
||
return g;
|
||
}
|
||
function carveH(g,x0,x1,y){ const a=Math.min(x0,x1), b=Math.max(x0,x1); for(let x=a;x<=b;x++) setCell(g,x,y,1); }
|
||
function carveV(g,y0,y1,x){ const a=Math.min(y0,y1), b=Math.max(y0,y1); for(let y=a;y<=b;y++) setCell(g,x,y,1); }
|
||
function setCell(g,x,y,v){ if(x>=0&&x<MAP_W&&y>=0&&y<MAP_H) g[y][x]=v; }
|
||
|
||
function buildLevelMaps(){
|
||
const maps=[];
|
||
|
||
// 1 – S-förmiger Korridor
|
||
{
|
||
const g=makeMap();
|
||
carveH(g,2,37,4); carveV(g,4,10,37); carveH(g,2,37,10);
|
||
carveV(g,10,20,2); carveH(g,2,37,20); carveV(g,20,26,37);
|
||
carveH(g,2,37,26);
|
||
setCell(g,2,4,2); setCell(g,37,26,3);
|
||
maps.push(g);
|
||
}
|
||
// 2 – Gabelung (zwei Äste, Vereinigung)
|
||
{
|
||
const g=makeMap();
|
||
carveH(g,2,12,15);
|
||
carveV(g,15,6,12); carveH(g,12,30,6); carveV(g,6,15,30);
|
||
carveV(g,15,24,12); carveH(g,12,30,24); carveV(g,24,15,30);
|
||
carveH(g,12,37,15);
|
||
setCell(g,2,15,2); setCell(g,37,15,3);
|
||
maps.push(g);
|
||
}
|
||
// 3 – Flaschenhals (schmaler Engpass)
|
||
{
|
||
const g=makeMap();
|
||
carveH(g,2,10,15); carveV(g,13,17,10); carveH(g,10,20,15);
|
||
carveV(g,13,17,20); carveH(g,20,30,15); carveV(g,13,17,30);
|
||
carveH(g,30,37,15);
|
||
setCell(g,2,15,2); setCell(g,37,15,3);
|
||
maps.push(g);
|
||
}
|
||
// 4 – Spirale
|
||
{
|
||
const g=makeMap();
|
||
carveH(g,3,36,4); carveV(g,4,25,36); carveH(g,6,36,25);
|
||
carveV(g,6,23,6); carveH(g,6,34,23); carveV(g,8,23,34);
|
||
carveH(g,8,34,8); carveV(g,8,21,8); carveH(g,8,32,21);
|
||
carveV(g,10,21,32); carveH(g,10,32,10); carveV(g,10,19,32);
|
||
carveH(g,10,30,19); carveV(g,12,19,30); carveH(g,12,30,12);
|
||
carveV(g,12,17,30); carveH(g,12,28,17); carveV(g,14,17,28);
|
||
carveH(g,14,28,14); carveV(g,14,15,28); carveH(g,14,26,15);
|
||
carveV(g,15,16,26); carveH(g,15,26,16); carveV(g,15,16,26);
|
||
carveV(g,4,16,26); setCell(g,3,4,2); setCell(g,26,16,3);
|
||
maps.push(g);
|
||
}
|
||
// 5 – Kreuzungen
|
||
{
|
||
const g=makeMap();
|
||
carveH(g,2,37,6); carveV(g,6,24,2); carveH(g,2,37,15);
|
||
carveV(g,6,24,12); carveH(g,2,37,24); carveV(g,15,24,30);
|
||
carveH(g,2,37,15); carveV(g,6,24,37);
|
||
setCell(g,2,6,2); setCell(g,37,24,3);
|
||
maps.push(g);
|
||
}
|
||
// 6 – Schleife (Pfad kreuzt sich)
|
||
{
|
||
const g=makeMap();
|
||
carveH(g,2,37,4); carveV(g,4,26,37); carveH(g,2,37,26);
|
||
carveV(g,4,26,2); carveH(g,2,37,15); carveV(g,15,26,20);
|
||
carveH(g,20,37,26); carveV(g,15,26,37);
|
||
setCell(g,2,4,2); setCell(g,37,26,3);
|
||
maps.push(g);
|
||
}
|
||
// 7 – Vertikaler Schacht
|
||
{
|
||
const g=makeMap();
|
||
carveV(g,2,27,20); carveH(g,20,28,20); carveV(g,20,27,28);
|
||
carveH(g,28,12,28); carveV(g,12,28,12); carveH(g,12,20,12);
|
||
carveV(g,12,27,20); carveH(g,27,12,27); carveV(g,12,27,12);
|
||
carveH(g,12,20,12); carveV(g,2,12,20);
|
||
setCell(g,20,2,2); setCell(g,12,27,3);
|
||
maps.push(g);
|
||
}
|
||
// 8 – Komplexes Labyrinth
|
||
{
|
||
const g=makeMap();
|
||
carveH(g,2,10,3); carveV(g,3,10,10); carveH(g,10,20,10);
|
||
carveV(g,10,20,20); carveH(g,20,30,20); carveV(g,20,27,30);
|
||
carveH(g,27,37,27); carveV(g,3,27,37); carveH(g,3,15,3);
|
||
carveV(g,3,15,15); carveH(g,15,25,15); carveV(g,15,25,25);
|
||
carveH(g,25,35,25); carveV(g,25,27,35);
|
||
setCell(g,2,3,2); setCell(g,37,27,3);
|
||
maps.push(g);
|
||
}
|
||
// 9 – Offene Arena
|
||
{
|
||
const g=makeMap();
|
||
for(let y=2;y<28;y++) for(let x=2;x<38;x++) g[y][x]=1;
|
||
// wenige Wände als Inseln
|
||
for(let y=8;y<12;y++) for(let x=8;x<12;x++) g[y][x]=0;
|
||
for(let y=18;y<22;y++) for(let x=28;x<32;x++) g[y][x]=0;
|
||
for(let y=14;y<16;y++) for(let x=18;x<22;x++) g[y][x]=0;
|
||
setCell(g,2,15,2); setCell(g,37,15,3);
|
||
maps.push(g);
|
||
}
|
||
// 10 – Symmetrisches Labyrinth, zentrales Ziel
|
||
{
|
||
const g=makeMap();
|
||
carveH(g,2,18,4); carveV(g,4,14,18); carveH(g,18,22,14);
|
||
carveV(g,4,14,22); carveH(g,2,18,26); carveV(g,14,26,18);
|
||
carveH(g,18,22,26); carveV(g,14,26,22); carveH(g,22,37,4);
|
||
carveV(g,4,14,37); carveH(g,14,22,37); carveV(g,14,26,37);
|
||
carveH(g,2,18,26); carveV(g,14,26,2); carveH(g,2,18,14);
|
||
carveV(g,14,26,2); carveH(g,18,22,26); carveV(g,14,26,22);
|
||
carveH(g,22,37,26); carveV(g,14,26,37); carveH(g,14,22,37);
|
||
carveV(g,14,26,37); carveH(g,2,18,14); carveV(g,14,26,18);
|
||
carveH(g,18,22,14); carveV(g,14,26,22); carveH(g,22,37,14);
|
||
carveV(g,14,26,37); carveH(g,14,22,37); carveV(g,14,26,37);
|
||
carveH(g,2,20,4); carveV(g,4,20,20); setCell(g,2,4,2); setCell(g,20,20,3);
|
||
maps.push(g);
|
||
}
|
||
return maps;
|
||
}
|
||
|
||
/* ---------- Level Definitions (10) ---------- */
|
||
const LEVELS = [
|
||
{id:1,name:'Einleitung: Der Korridor',startingLives:20,startingResources:200,waveBonus:10,difficulty:1,
|
||
waves:[
|
||
{enemies:[{type:'drone',count:5,interval:1.0}]},
|
||
{enemies:[{type:'drone',count:8,interval:0.8}]},
|
||
{enemies:[{type:'drone',count:10,interval:0.6}]}
|
||
]},
|
||
{id:2,name:'Zweige: Die Gabelung',startingLives:20,startingResources:250,waveBonus:12,difficulty:2,
|
||
waves:[
|
||
{enemies:[{type:'drone',count:8,interval:0.8}]},
|
||
{enemies:[{type:'drone',count:10,interval:0.7},{type:'runner',count:3,interval:1.0}]},
|
||
{enemies:[{type:'drone',count:12,interval:0.6},{type:'runner',count:5,interval:0.8}]},
|
||
{enemies:[{type:'tank',count:2,interval:2.0},{type:'drone',count:10,interval:0.5}]}
|
||
]},
|
||
{id:3,name:'Engstelle: Der Flaschenhals',startingLives:18,startingResources:300,waveBonus:15,difficulty:3,
|
||
waves:[
|
||
{enemies:[{type:'drone',count:15,interval:0.5}]},
|
||
{enemies:[{type:'runner',count:8,interval:0.6}]},
|
||
{enemies:[{type:'tank',count:3,interval:1.5},{type:'drone',count:15,interval:0.4}]},
|
||
{enemies:[{type:'swarm',count:20,interval:0.3}]}
|
||
]},
|
||
{id:4,name:'Spirale: Die Wendeltreppe',startingLives:18,startingResources:350,waveBonus:18,difficulty:4,
|
||
waves:[
|
||
{enemies:[{type:'drone',count:20,interval:0.4}]},
|
||
{enemies:[{type:'runner',count:10,interval:0.5}]},
|
||
{enemies:[{type:'tank',count:4,interval:1.2},{type:'swarm',count:15,interval:0.3}]},
|
||
{enemies:[{type:'elite',count:2,interval:3.0},{type:'drone',count:20,interval:0.3}]}
|
||
]},
|
||
{id:5,name:'Kreuzung: Das Labyrinth',startingLives:15,startingResources:400,waveBonus:20,difficulty:5,
|
||
waves:[
|
||
{enemies:[{type:'drone',count:25,interval:0.3}]},
|
||
{enemies:[{type:'runner',count:15,interval:0.4}]},
|
||
{enemies:[{type:'tank',count:5,interval:1.0},{type:'swarm',count:20,interval:0.2}]},
|
||
{enemies:[{type:'elite',count:3,interval:2.5},{type:'drone',count:25,interval:0.2}]},
|
||
{enemies:[{type:'boss',count:1,interval:5.0}]}
|
||
]},
|
||
{id:6,name:'Rückweg: Die Schleife',startingLives:15,startingResources:450,waveBonus:25,difficulty:6,
|
||
waves:[
|
||
{enemies:[{type:'drone',count:30,interval:0.25}]},
|
||
{enemies:[{type:'runner',count:20,interval:0.3}]},
|
||
{enemies:[{type:'tank',count:6,interval:0.8},{type:'swarm',count:25,interval:0.15}]},
|
||
{enemies:[{type:'elite',count:4,interval:2.0},{type:'drone',count:30,interval:0.15}]},
|
||
{enemies:[{type:'boss',count:2,interval:4.0}]}
|
||
]},
|
||
{id:7,name:'Vertikale: Der Schacht',startingLives:12,startingResources:500,waveBonus:30,difficulty:7,
|
||
waves:[
|
||
{enemies:[{type:'swarm',count:30,interval:0.2}]},
|
||
{enemies:[{type:'runner',count:25,interval:0.25}]},
|
||
{enemies:[{type:'tank',count:8,interval:0.6},{type:'drone',count:30,interval:0.1}]},
|
||
{enemies:[{type:'elite',count:5,interval:1.5},{type:'swarm',count:30,interval:0.1}]},
|
||
{enemies:[{type:'boss',count:2,interval:3.0},{type:'drone',count:30,interval:0.1}]}
|
||
]},
|
||
{id:8,name:'Maze: Das Labyrinth',startingLives:12,startingResources:550,waveBonus:35,difficulty:8,
|
||
waves:[
|
||
{enemies:[{type:'drone',count:40,interval:0.15}]},
|
||
{enemies:[{type:'runner',count:30,interval:0.2}]},
|
||
{enemies:[{type:'tank',count:10,interval:0.5},{type:'swarm',count:35,interval:0.08}]},
|
||
{enemies:[{type:'elite',count:6,interval:1.2},{type:'drone',count:40,interval:0.08}]},
|
||
{enemies:[{type:'boss',count:3,interval:2.5},{type:'runner',count:30,interval:0.1}]}
|
||
]},
|
||
{id:9,name:'Chaos: Die Horden',startingLives:10,startingResources:600,waveBonus:40,difficulty:9,
|
||
waves:[
|
||
{enemies:[{type:'swarm',count:50,interval:0.1}]},
|
||
{enemies:[{type:'runner',count:40,interval:0.12}]},
|
||
{enemies:[{type:'tank',count:12,interval:0.4},{type:'swarm',count:50,interval:0.05}]},
|
||
{enemies:[{type:'elite',count:8,interval:1.0},{type:'drone',count:50,interval:0.05}]},
|
||
{enemies:[{type:'boss',count:4,interval:2.0},{type:'swarm',count:50,interval:0.05}]}
|
||
]},
|
||
{id:10,name:'Endgame: Der Kern',startingLives:10,startingResources:700,waveBonus:50,difficulty:10,
|
||
waves:[
|
||
{enemies:[{type:'drone',count:50,interval:0.1}]},
|
||
{enemies:[{type:'runner',count:50,interval:0.1}]},
|
||
{enemies:[{type:'tank',count:15,interval:0.3},{type:'swarm',count:60,interval:0.03}]},
|
||
{enemies:[{type:'elite',count:10,interval:0.8},{type:'drone',count:60,interval:0.03}]},
|
||
{enemies:[{type:'boss',count:5,interval:1.5},{type:'swarm',count:60,interval:0.03}]},
|
||
{enemies:[{type:'final_boss',count:1,interval:10.0}]}
|
||
]}
|
||
];
|
||
|
||
// Normal mode deliberately keeps the authored opening waves and extends each
|
||
// level deterministically to the documented schedule 10,14,18,22,26,30,34,36,38,40.
|
||
function buildNormalWaves(level,targetCount){
|
||
const base=level.waves.slice();
|
||
while(base.length<targetCount){
|
||
const n=base.length+1, d=level.difficulty;
|
||
const standardTypes=d>=8?['elite','drone']:d>=5?['tank','runner']:['drone','runner'];
|
||
// The introductory finale reveals the carrier once; from Level 5 onward
|
||
// it is a regular component of every procedurally extended normal wave.
|
||
const types=(level.id===1&&n===targetCount)||d>=5 ? [...standardTypes,'transporter'] : standardTypes;
|
||
if(level.id>=3 && !types.includes('scout')) types.push('scout');
|
||
base.push({enemies:types.map((type,i)=>({type,count:Math.max(type==='transporter'?1:3,Math.floor((d+2)*1.5+n*.7)-i*2),interval:Math.max(.12,.8-n*.012)}))});
|
||
}
|
||
return base;
|
||
}
|
||
LEVELS.forEach((level,i)=>{ level.waves=buildNormalWaves(level,NORMAL_WAVE_COUNTS[i]); });
|
||
|
||
/* ============================================================
|
||
SPATIAL HASH GRID – O(1) amortisierte Nachbarschaftsabfrage
|
||
============================================================ */
|
||
class SpatialHash {
|
||
constructor(cellSize){ this.cellSize=cellSize; this.map=new Map(); }
|
||
key(cx,cy){ return cx*100000+cy; }
|
||
clear(){ this.map.clear(); }
|
||
insert(e){
|
||
const cx=Math.floor(e.x/this.cellSize), cy=Math.floor(e.y/this.cellSize);
|
||
const k=this.key(cx,cy);
|
||
let arr=this.map.get(k); if(!arr){arr=[];this.map.set(k,arr);}
|
||
arr.push(e);
|
||
}
|
||
query(x,y,radius,out){
|
||
out.length=0;
|
||
const cs=this.cellSize;
|
||
const minCx=Math.floor((x-radius)/cs), maxCx=Math.floor((x+radius)/cs);
|
||
const minCy=Math.floor((y-radius)/cs), maxCy=Math.floor((y+radius)/cs);
|
||
for(let cy=minCy;cy<=maxCy;cy++){
|
||
for(let cx=minCx;cx<=maxCx;cx++){
|
||
const arr=this.map.get(this.key(cx,cy));
|
||
if(arr) for(let i=0;i<arr.length;i++) out.push(arr[i]);
|
||
}
|
||
}
|
||
return out;
|
||
}
|
||
}
|
||
|
||
/* ============================================================
|
||
FLOW FIELD – BFS-Distanzfeld vom Ausgang über Wegzellen
|
||
============================================================ */
|
||
class FlowField {
|
||
constructor(grid){
|
||
this.grid=grid; this.w=MAP_W; this.h=MAP_H;
|
||
this.field=new Uint16Array(MAP_W*MAP_H);
|
||
this.exitX=0; this.exitY=0;
|
||
this.rebuild();
|
||
}
|
||
idx(x,y){ return y*this.w+x; }
|
||
isPath(x,y){
|
||
if(x<0||x>=this.w||y<0||y>=this.h) return false;
|
||
const v=this.grid[y][x]; return v===1||v===2||v===3;
|
||
}
|
||
rebuild(){
|
||
const f=this.field; f.fill(INF);
|
||
// Ausgang finden
|
||
let ex=-1,ey=-1;
|
||
for(let y=0;y<this.h;y++) for(let x=0;x<this.w;x++){
|
||
if(this.grid[y][x]===3){ ex=x;ey=y; }
|
||
}
|
||
if(ex<0){ // Fallback: letzte Wegzelle
|
||
for(let y=this.h-1;y>=0;y--) for(let x=this.w-1;x>=0;x--){
|
||
if(this.isPath(x,y)){ex=x;ey=y;break;}
|
||
}
|
||
}
|
||
this.exitX=ex; this.exitY=ey;
|
||
if(ex<0) return;
|
||
// BFS
|
||
const qx=new Int32Array(this.w*this.h), qy=new Int32Array(this.w*this.h);
|
||
let head=0, tail=0;
|
||
qx[tail]=ex; qy[tail]=ey; tail++;
|
||
f[this.idx(ex,ey)]=0;
|
||
while(head<tail){
|
||
const cx=qx[head], cy=qy[head]; head++;
|
||
const d=f[this.idx(cx,cy)];
|
||
for(let i=0;i<4;i++){
|
||
const nx=cx+DIRS[i][0], ny=cy+DIRS[i][1];
|
||
if(!this.isPath(nx,ny)) continue;
|
||
const ni=this.idx(nx,ny);
|
||
if(f[ni]===INF){ f[ni]=d+1; qx[tail]=nx; qy[tail]=ny; tail++; }
|
||
}
|
||
}
|
||
}
|
||
// Rückwärts-Gradient Richtung Ausgang (in Zellen)
|
||
gradient(px,py){
|
||
const cx=clamp(Math.floor(px/CELL),0,this.w-1);
|
||
const cy=clamp(Math.floor(py/CELL),0,this.h-1);
|
||
const cur=this.field[this.idx(cx,cy)];
|
||
if(cur===INF) return null;
|
||
let best=null, bestD=cur;
|
||
for(let i=0;i<4;i++){
|
||
const nx=cx+DIRS[i][0], ny=cy+DIRS[i][1];
|
||
if(!this.isPath(nx,ny)) continue;
|
||
const nd=this.field[this.idx(nx,ny)];
|
||
if(nd<bestD){ bestD=nd; best={x:nx,y:ny}; }
|
||
}
|
||
if(!best) return null;
|
||
const tx=(best.x+0.5)*CELL, ty=(best.y+0.5)*CELL;
|
||
let dx=tx-px, dy=ty-py;
|
||
const len=Math.sqrt(dx*dx+dy*dy)||1;
|
||
return {x:dx/len, y:dy/len};
|
||
}
|
||
// A collision may leave an enemy just outside a walkable cell after a route
|
||
// rebuild. Recovery is deliberately local: it can only return to a nearby
|
||
// reachable cell, never jump ahead through the maze or across a blocker.
|
||
nearestReachablePosition(px,py,maxCells=2){
|
||
const cx=clamp(Math.floor(px/CELL),0,this.w-1);
|
||
const cy=clamp(Math.floor(py/CELL),0,this.h-1);
|
||
let best=null, bestD=Infinity;
|
||
for(let y=Math.max(0,cy-maxCells);y<=Math.min(this.h-1,cy+maxCells);y++){
|
||
for(let x=Math.max(0,cx-maxCells);x<=Math.min(this.w-1,cx+maxCells);x++){
|
||
if(!this.isPath(x,y) || this.field[this.idx(x,y)]===INF) continue;
|
||
const tx=(x+0.5)*CELL, ty=(y+0.5)*CELL;
|
||
const dx=tx-px, dy=ty-py, d2=dx*dx+dy*dy;
|
||
// Prefer the closest legal route cell; on an exact tie retain the
|
||
// earlier route cell to avoid turning a recovery into a shortcut.
|
||
if(d2<bestD || (d2===bestD && best && this.field[this.idx(x,y)]>this.field[this.idx(best.x,best.y)])){
|
||
best={x,y,px:tx,py:ty}; bestD=d2;
|
||
}
|
||
}
|
||
}
|
||
return best;
|
||
}
|
||
}
|
||
|
||
/* ============================================================
|
||
ENTITIES
|
||
============================================================ */
|
||
let _eid=1;
|
||
function recordDamageNumber(enemy, amount){
|
||
if(!Game.damageNumbersVisible || amount<=0) return;
|
||
const now=Game.time;
|
||
const existing=Game.damageNumbers.find(n=>n.targetId===enemy.id && now-n.created<0.12 && dist2(n.x,n.y,enemy.x,enemy.y)<20*20);
|
||
if(existing){ existing.value+=amount; existing.x=enemy.x; existing.y=enemy.y; existing.created=now; existing.life=Math.min(0.8,existing.life+0.12); return; }
|
||
Game.damageNumbers.push({targetId:enemy.id,x:enemy.x,y:enemy.y,value:amount,life:0.8,maxLife:0.8,created:now,vx:(Game.rng()-0.5)*8,vy:-24});
|
||
if(Game.damageNumbers.length>120) Game.damageNumbers.splice(0,Game.damageNumbers.length-120);
|
||
}
|
||
|
||
class Enemy {
|
||
constructor(type,x,y){
|
||
const d=ENEMY_TYPES[type];
|
||
this.id=_eid++;
|
||
this.type=type;
|
||
this.x=x; this.y=y;
|
||
this.vx=0; this.vy=0;
|
||
let h = this.id * 0x9E3779B9;
|
||
h = (h ^ (h >>> 16)) * 0x85EBCA6B;
|
||
h = (h ^ (h >>> 13)) * 0xC2B2AE35;
|
||
h = h ^ (h >>> 16);
|
||
this.flowBias = ((h & 0xFFFF) / 0x7FFF) - 1;
|
||
this.maxHp=d.hp; this.hp=d.hp;
|
||
this.baseSpeed=d.speed;
|
||
this.reward=d.reward;
|
||
this.radius=d.radius;
|
||
this.color=d.color;
|
||
this.leak=d.leak;
|
||
this.slow=1; this.slowTimer=0;
|
||
this.frozen=0;
|
||
// Ten complete stuns in one chain turn future stuns into a 90% slow.
|
||
// The chain resets after three seconds without any active stun.
|
||
this.stunResistance=0; this.stunFreeTime=0; this.groundBlocked=0;
|
||
this.burn=0; this.burnTimer=0;
|
||
this.poison=0; this.poisonTimer=0;
|
||
this.iceStacks=0;
|
||
this.vulnerableTimer=0;
|
||
this.damageTakenMult=1; this.holoDamageTakenMult=1; this.gravDamageTimers={};
|
||
this.dead=false; this.leaked=false;
|
||
this.waveStartDistance=INF; this.furthestProgress=0; this.lastValidProgress=0;
|
||
this.hitFlash=0;
|
||
}
|
||
applySlow(factor,dur){
|
||
if(factor<this.slow || this.slowTimer<=0){ this.slow=factor; }
|
||
this.slowTimer=Math.max(this.slowTimer,dur);
|
||
}
|
||
applyStun(dur){
|
||
if(!Number.isFinite(dur) || dur<=0) return;
|
||
if(this.stunFreeTime>=STUN_RESISTANCE_RESET) this.stunResistance=0;
|
||
this.stunFreeTime=0;
|
||
this.stunResistance=Math.min(STUN_RESISTANCE_MAX,this.stunResistance+1);
|
||
this.frozen=Math.max(this.frozen,dur);
|
||
}
|
||
takeDamage(amount){
|
||
if(this.dead || !Number.isFinite(amount) || amount<=0) return 0;
|
||
const applied=Math.min(this.hp,amount*this.damageTakenMult*this.holoDamageTakenMult);
|
||
this.hp-=applied; this.hitFlash=0.12;
|
||
recordDamageNumber(this,applied);
|
||
if(this.hp<=0){ this.hp=0; this.dead=true; }
|
||
return applied;
|
||
}
|
||
}
|
||
|
||
class Tower {
|
||
constructor(typeDef,gx,gy){
|
||
this.id=_eid++;
|
||
this.type=typeDef.id;
|
||
this.def=typeDef;
|
||
this.gx=gx; this.gy=gy;
|
||
this.x=(gx+0.5)*CELL; this.y=(gy+0.5)*CELL;
|
||
this.cooldown=0;
|
||
this.skills={}; // id -> true
|
||
this.angle=0;
|
||
this.barrierHp=50; this.barrierMax=50; this.barrierHit=0;
|
||
this.barrierBroken=false; this.barrierRespawn=0; this.barrierCooldown=0;
|
||
this.blockerHp=BLOCKER_BASE_HP; this.blockerMax=BLOCKER_BASE_HP; this.blockerHit=0;
|
||
this.holo=null;
|
||
this.pulse=0;
|
||
this.auraLevel=0;
|
||
}
|
||
has(id){ return (this.skills[id] || 0) > 0; }
|
||
rank(id){ return this.skills[id] || 0; }
|
||
baseRange(){
|
||
let r=this.def.range;
|
||
if(this.type==='puls') r+=this.rank('puls_2')*40;
|
||
if(this.type==='magnet') r+=this.rank('magnet_2')*10;
|
||
const mastery=masteryProfile(this, this.masteryRank());
|
||
return r * (1 + mastery.range) + (Game.skilltree['tower_range'] || 0) * 10;
|
||
}
|
||
masteryRank(){ return this.type==='blocker' ? 0 : clamp(this.rank(MASTERY_SKILL_ID),0,MASTERY_MAX_LEVEL); }
|
||
masteryMultiplier(){ return 1 + masteryProfile(this, this.masteryRank()).damage; }
|
||
baseDamage(){
|
||
let d=this.def.damage;
|
||
if(this.type==='nuclear') d+=this.rank('nuclear_1')*20;
|
||
// The flamethrower's continuous cone uses the same stat exposed in its
|
||
// panel, so upgrades cannot make the displayed and applied damage diverge.
|
||
if(this.type==='magnet') d*=1+this.rank('magnet_1')*0.2;
|
||
return d * this.masteryMultiplier() * (1 + (Game.skilltree['tower_dmg'] || 0) * 0.1);
|
||
}
|
||
baseFireRate(){
|
||
let fr=this.def.fireRate;
|
||
if(this.type==='commander') fr*=1 + this.rank('commander_2') * 0.1;
|
||
const mastery=masteryProfile(this, this.masteryRank());
|
||
return fr * (1 + mastery.rate) * (1 + (Game.skilltree['tower_rate'] || 0) * 0.1);
|
||
}
|
||
range(){ return this.baseRange() * (1 + getAuraBonuses(this).range); }
|
||
damage(){ return this.baseDamage() * (1 + getAuraBonuses(this).damage); }
|
||
fireRate(){ return this.baseFireRate() * (1 + getAuraBonuses(this).attackSpeed); }
|
||
}
|
||
|
||
// Auras are non-stacking per bonus type: among all adjacent sources of the
|
||
// same type, the strongest active level wins. This is deterministic even when
|
||
// towers are sold/upgraded because bonuses are recomputed from live Game.towers.
|
||
function isAuraEligibleTower(tower){
|
||
return !!tower && tower.type!=='blocker' && !tower.def.support && tower.def.damage>0 &&
|
||
(!Game.grid || Game.grid[tower.gy]?.[tower.gx]!==1);
|
||
}
|
||
function isAuraAdjacent(source,tower){
|
||
if(!source||!tower||source===tower) return false;
|
||
const dx=Math.abs(source.gx-tower.gx), dy=Math.abs(source.gy-tower.gy);
|
||
return dx<=AURA_ADJACENCY_CELLS && dy<=AURA_ADJACENCY_CELLS && (dx+dy)>0;
|
||
}
|
||
function getAuraBonuses(tower){
|
||
const bonus={damage:0,range:0,attackSpeed:0};
|
||
if(!isAuraEligibleTower(tower)) return bonus;
|
||
const strongest={aegis_amplifier:0,chrono_relay:0,range_relay:0};
|
||
for(const source of Game.towers){
|
||
if(source===tower || !isAuraAdjacent(source,tower) || !(source.type in strongest)) continue;
|
||
strongest[source.type]=Math.max(strongest[source.type],clamp(source.auraLevel||0,0,AURA_MAX_LEVEL) * 0.10);
|
||
}
|
||
bonus.damage=strongest.aegis_amplifier;
|
||
bonus.attackSpeed=strongest.chrono_relay;
|
||
bonus.range=strongest.range_relay;
|
||
return bonus;
|
||
}
|
||
function auraUpgradeCost(tower){
|
||
const level=clamp(tower.auraLevel||0,0,AURA_MAX_LEVEL);
|
||
return Math.round(AURA_UPGRADE_BASE_COST * Math.pow(AURA_UPGRADE_GROWTH,level));
|
||
}
|
||
function getAuraState(tower){
|
||
if(!tower || !tower.def.support) return null;
|
||
const level=clamp(tower.auraLevel||0,0,AURA_MAX_LEVEL);
|
||
const amount=level*0.10;
|
||
const effects={
|
||
aegis_amplifier:{damage:amount,range:0,attackSpeed:0},
|
||
chrono_relay:{damage:0,range:0,attackSpeed:amount},
|
||
range_relay:{damage:0,range:amount,attackSpeed:0}
|
||
};
|
||
return {level,maxLevel:AURA_MAX_LEVEL,nextCost:level>=AURA_MAX_LEVEL?null:auraUpgradeCost(tower), effect:effects[tower.type]||{damage:0,range:0,attackSpeed:0}};
|
||
}
|
||
function upgradeAura(tower){
|
||
if(!tower || !tower.def.support || tower.auraLevel>=AURA_MAX_LEVEL) return false;
|
||
const cost=auraUpgradeCost(tower);
|
||
if(!spend(cost)) return false;
|
||
tower.auraLevel++;
|
||
spawnBurst(tower.x,tower.y,tower.def.color,22);
|
||
playSound('upgrade',{freq:1350,type:'triangle',duration:.18,volume:.5});
|
||
showTowerPanel(tower); updateHUD();
|
||
return true;
|
||
}
|
||
|
||
// Alle sichtbaren Skillwerte werden aus derselben Ranglogik wie die
|
||
// Laufzeitmechanik erzeugt. So bleiben Rang 2/3 und UI synchron.
|
||
function scaledDamage(t, amount){
|
||
const base=t.def.damage;
|
||
return base>0 ? amount*(t.damage()/base) : amount;
|
||
}
|
||
function skillEffectText(t, sk, rank){
|
||
const r=Math.max(1,rank), id=sk.id;
|
||
const text={
|
||
puls_1:`${1+r} Projektile pro Schuss, ${scaledDamage(t,8).toFixed(1)} Schaden pro Projektil`,
|
||
puls_2:`Reichweite +${r*40}px (gesamt ${t.def.range+r*40+(Game.skilltree['tower_range']||0)*10}px)`,
|
||
puls_3:`Durchschlag: bis zu ${1+r*2} Gegner`,
|
||
plasma_1:`AoE-Radius ${30+r*30}px`, plasma_2:`Brennen: ${r*15} Schaden/Sek. für 5 Sekunden`, plasma_3:`Kritischer Impuls: ${r*20}% Chance auf 2x Schaden`,
|
||
kryo_1:`Verlangsamung auf ${Math.round((0.6-r*0.1)*100)}% für ${2+r} Sekunden`, kryo_2:`Eis-Kette auf ${r*2} weitere Gegner`, kryo_3:`Eispanzer: ab 3 Stacks ${r*10} Schaden/Sek.`,
|
||
magnet_1:`Flammenkegel-Schaden +${r*20}% (effektiv ${t.damage().toFixed(1)}/Sek.)`, magnet_2:`Kegelwinkel +${r*8}° und Reichweite +${r*10}px`, magnet_3:`Brand-Schaden ${r*8}/Sek., Dauer ${2+r*2} Sekunden`,
|
||
nano_1:`${3+r*2} Jäger je Start, Obergrenze ${12+r*4}`, nano_2:`Tempo +${r*20}% und Angriffstakt +${r*15}%`, nano_3:`Replikation bei Abschuss, Obergrenze ${12+t.rank('nano_1')*4+r*2}`,
|
||
grav_1:`Verlangsamung verbessert sich um ${r*4}% (Feldstärkeabhängig)`, grav_2:`Schadensanfälligkeit +${r*15}% (Feldstärkeabhängig)`, grav_3:`Effektdauer +${r*0.5}s`,
|
||
barrier_1:`Sprengladung: +${r*25} Schaden (gesamt ${scaledDamage(t,t.def.damage+r*25).toFixed(1)})`, barrier_2:`Streumunition: Radius ${58+r*18}px`, barrier_3:`Schockzünder: ${ (0.7+r*0.3).toFixed(1) }s Betäubung`,
|
||
holo_1:`${1+r} Hologramme, ${scaledDamage(t,6).toFixed(1)} Schaden je Hologramm`, holo_2:`Hologramme verlangsamen Gegner um ${r*15}%`, holo_3:`Klon-Explosion: ${r*25} Schaden im AoE`,
|
||
quantum_1:`Fokuslinsen: +${r*QUANTUM_SKILL_VALUES.damagePerRank*100}% Reihenlaser-Schaden`, quantum_2:`Prismenschliff: +${r*QUANTUM_SKILL_VALUES.rangePerRank}px Laserreichweite`, quantum_3:`Phasenresonanz: +${r*QUANTUM_SKILL_VALUES.resonancePerRank*100}% Schaden pro Durchschlag`,
|
||
nuclear_1:`Schaden +${r*20}, AoE-Radius +${r*30}px`, nuclear_2:`Radioaktiver Regen: ${r*20} Schaden/Sek. für 5 Sekunden`, nuclear_3:`Kernschmelze: ${r*10}% Chance auf 3x Schaden und 2s Einfrieren`,
|
||
sniper_1:`AP-Kern: durchschlägt ${r} zusätzliches Ziel`, sniper_2:`Rail-Beschleuniger: +${r*25}% Tempo, +${r*10}% Schaden`, sniper_3:`Kollateralschuss: +${r*30}% Präzisionsschaden auf den ersten Treffer`,
|
||
commander_1:`Flächenbeschuss: ${1+r*3} Projektile gleichzeitig`, commander_2:`Feuerrate +${r*10}% (Abkühlzeit effektiv verkürzt)`, commander_3:`Jedes zweite Projektil: zusätzlich ${r*15} Schaden`,
|
||
tesla_1:`Kettenblitzschaden +${r*20}%`, tesla_2:`${r} zusätzliches Kettenziel`, tesla_3:`Betäubt getroffene Gegner; Primärschaden +${r*6}`,
|
||
blocker_1:`Maximale Haltbarkeit +${r*800} (gesamt ${BLOCKER_BASE_HP+r*800})`, blocker_2:`Gegnerschaden -${r*20}%`, blocker_3:`Selbstreparatur ${blockerRepairRate(r)} HP/Sek. außerhalb des Kampfes`,
|
||
barracks_1:`Truppkapazität: ${3+r} aktive Einheiten`, barracks_2:`Impulsgewehr: ${18+r*10} Truppschaden`, barracks_3:`Feldpanzerung: ${100+r*35} HP und ${12+r}s Lebensdauer`
|
||
};
|
||
const english={puls_1:`${1+r} projectiles per shot, ${scaledDamage(t,8).toFixed(1)} damage each`,puls_2:`Range +${r*40}px`,puls_3:`Pierces up to ${1+r*2} enemies`,plasma_1:`Area radius ${30+r*30}px`,plasma_2:`Burn: ${r*15} damage/sec for 5 seconds`,plasma_3:`Critical pulse: ${r*20}% chance for 2x damage`,kryo_1:`Slow to ${Math.round((.6-r*.1)*100)}% for ${2+r}s`,kryo_2:`Ice chain to ${r*2} additional enemies`,kryo_3:`Ice armor: ${r*10} damage/sec at 3+ stacks`,magnet_1:`Cone damage +${r*20}%`,magnet_2:`Cone angle +${r*8}° and range +${r*10}px`,magnet_3:`Burn: ${r*8}/sec for ${2+r*2}s`,nano_1:`${3+r*2} hunters per launch, cap ${12+r*4}`,nano_2:`Speed +${r*20}%, attack interval improved by ${r*15}%`,nano_3:`Replicates on kill; cap ${12+t.rank('nano_1')*4+r*2}`,grav_1:`Slow improves by ${r*4}%`,grav_2:`Damage vulnerability +${r*15}%`,grav_3:`Effect duration +${r*.5}s`,barrier_1:`Explosion damage +${r*25}`,barrier_2:`Blast radius ${58+r*18}px`,barrier_3:`Stun ${(0.7+r*.3).toFixed(1)}s`,holo_1:`${1+r} holograms, ${scaledDamage(t,6).toFixed(1)} damage each`,holo_2:`Holograms slow enemies by ${r*15}%`,holo_3:`Clone explosion: ${r*25} AoE damage`,quantum_1:`Line-laser damage +${r*QUANTUM_SKILL_VALUES.damagePerRank*100}%`,quantum_2:`Laser range +${r*QUANTUM_SKILL_VALUES.rangePerRank}px`,quantum_3:`Damage per pierced enemy +${r*QUANTUM_SKILL_VALUES.resonancePerRank*100}%`,nuclear_1:`Damage +${r*20}, blast radius +${r*30}px`,nuclear_2:`Radioactive rain: ${r*20} damage/sec for 5s`,nuclear_3:`${r*10}% chance for 3x damage and 2s freeze`,sniper_1:`Pierces ${r} additional target(s)`,sniper_2:`Projectile speed +${r*25}%, damage +${r*10}%`,sniper_3:`First hit precision damage +${r*30}%`,commander_1:`${1+r*3} projectiles simultaneously`,commander_2:`Fire rate +${r*10}%`,commander_3:`Every second hit adds ${r*15} damage`,tesla_1:`Chain damage +${r*20}%`,tesla_2:`${r} additional chain target(s)`,tesla_3:`Stuns hits; primary damage +${r*6}`,blocker_1:`Maximum durability +${r*800}`,blocker_2:`Enemy damage -${r*20}%`,blocker_3:`Repairs ${blockerRepairRate(r)} HP/sec out of combat`,barracks_1:`Capacity: ${3+r} active units`,barracks_2:`Rifle damage: ${18+r*10}`,barracks_3:`Armor: ${100+r*35} HP, ${12+r}s lifetime`};
|
||
if(language()==='en' && english[id]) return english[id];
|
||
if(id==='tesla_3' && t.masteryRank()>=3) return language()==='de' ? 'Betäubt getroffene Gegner; statische Wolke verursacht 50 Schaden/Sek. für 5 Sekunden' : 'Stuns hit enemies; static cloud deals 50 damage/sec for 5 seconds';
|
||
if(id==='commander_3' && t.masteryRank()>=3) return language()==='de' ? 'Salvenprojektile suchen Ziele selbstständig (Homing)' : 'Volley projectiles home toward and seek targets';
|
||
return text[id] || sk.eff;
|
||
}
|
||
|
||
class Projectile {
|
||
constructor(x,y,vx,vy,dmg,opts){
|
||
this.x=x; this.y=y; this.vx=vx; this.vy=vy;
|
||
this.dmg=dmg; this.life=opts.life||1.2;
|
||
this.radius=opts.radius||4;
|
||
this.color=opts.color||'#fff';
|
||
this.kind=opts.kind||'projectile';
|
||
this.pierce=opts.pierce||0;
|
||
this.hitSet=new Set();
|
||
this.aoe=opts.aoe||0;
|
||
this.splash=opts.splash||0;
|
||
this.burn=opts.burn||0;
|
||
this.burnDur=opts.burnDur||0;
|
||
this.crit=opts.crit||0;
|
||
this.slow=opts.slow||0;
|
||
this.slowDur=opts.slowDur||0;
|
||
this.chain=opts.chain||0;
|
||
this.iceStack=opts.iceStack||0; this.iceDamage=opts.iceDamage||0;
|
||
this.masteryHighHpDouble=opts.masteryHighHpDouble||false; this.masteryDirectHitBonus=opts.masteryDirectHitBonus||false;
|
||
this.masteryForceFreeze=opts.masteryForceFreeze||false; this.masteryMine=opts.masteryMine||false;
|
||
// Kept on the projectile so the impact path can create the reactor's
|
||
// red mastery nanites; dropping this option made the effect unreachable.
|
||
this.masteryNaniteSpawn=opts.masteryNaniteSpawn||false;
|
||
this.masteryExecuteDamage=opts.masteryExecuteDamage||false; this.masteryHoming=opts.masteryHoming||false;
|
||
this.ownerId=opts.ownerId??null;
|
||
this.poison=opts.poison||0;
|
||
this.poisonDur=opts.poisonDur||0;
|
||
this.split=opts.split||0;
|
||
this.superpos=opts.superpos||false;
|
||
this.entangle=opts.entangle||false;
|
||
this.nuke=opts.nuke||false;
|
||
this.stunDur=opts.stunDur||0;
|
||
this.penetrationBoost=opts.penetrationBoost||0;
|
||
this.firstHitBonus=opts.firstHitBonus||0;
|
||
this.hitCount=0;
|
||
// Mortar shells keep the point they were aimed at. They must not follow a
|
||
// moving target or explode early just because another enemy crosses flight.
|
||
this.impactAtTarget=opts.impactAtTarget||false;
|
||
this.targetX=Number.isFinite(opts.targetX)?opts.targetX:null;
|
||
this.targetY=Number.isFinite(opts.targetY)?opts.targetY:null;
|
||
this.dead=false;
|
||
}
|
||
}
|
||
|
||
class Nanite {
|
||
constructor(x,y,ownerId,dmg,speed,attackInterval,replicate,lifeBonus=0){
|
||
this.x=x; this.y=y; this.ownerId=ownerId; this.dmg=dmg; this.speed=speed;
|
||
this.attackInterval=attackInterval; this.attackCooldown=0; this.targetId=null;
|
||
this.life=10+lifeBonus; this.replicate=replicate; this.radius=3; this.color='#9dffbf'; this.mastery=false;
|
||
}
|
||
}
|
||
|
||
class BarracksUnit {
|
||
constructor(x,y,ownerId,damage,hp,life){
|
||
this.x=x; this.y=y; this.ownerId=ownerId; this.damage=damage; this.hp=hp; this.maxHp=hp; this.life=life;
|
||
this.speed=145; this.attackInterval=.55; this.attackCooldown=0; this.targetId=null; this.radius=7; this.color='#b9efff';
|
||
}
|
||
}
|
||
|
||
class Particle {
|
||
constructor(x,y,vx,vy,life,color,size){
|
||
this.x=x;this.y=y;this.vx=vx;this.vy=vy;
|
||
this.life=life;this.maxLife=life;this.color=color;this.size=size;
|
||
}
|
||
}
|
||
|
||
class Holo {
|
||
constructor(x,y,dmg,slow){
|
||
this.x=x;this.y=y;this.dmg=dmg;this.slow=slow;
|
||
this.hp=30;this.maxHp=30;this.life=6;this.radius=10;
|
||
this.explode=25;this.dead=false;
|
||
this.influenceRadius = CELL * 4.5;
|
||
// Only enemies in this inner radius take continuous damage. The wider
|
||
// influence area merely pulls and (when upgraded) slows them.
|
||
this.damageRadius = CELL * 1.5;
|
||
this.pullStrength = 90;
|
||
}
|
||
}
|
||
|
||
/* ============================================================
|
||
GAME STATE
|
||
============================================================ */
|
||
const Game = {
|
||
state:'menu', // menu | playing | paused | victory | defeat
|
||
// Set only by defeat and cleared only by loadLevel. Menus may change state
|
||
// for presentation, but cannot restart a terminal simulation.
|
||
runTerminated:false,
|
||
levelIndex:0,
|
||
grid:null,
|
||
flow:null,
|
||
// A blocker may intentionally make the live flow field unreachable. Keep a
|
||
// blocker-free distance reference solely for measuring honest, finite wave
|
||
// progress; enemies still navigate exclusively through `flow`.
|
||
progressFlow:null,
|
||
towers:[],
|
||
enemies:[],
|
||
projectiles:[],
|
||
nanites:[],
|
||
particles:[],
|
||
damageNumbers:[],
|
||
beams:[],
|
||
holos:[],
|
||
mines:[],
|
||
units:[],
|
||
staticClouds:[],
|
||
damageNumbersVisible:true,
|
||
hash:new SpatialHash(48),
|
||
credits:200,
|
||
lives:20,
|
||
waveIndex:0,
|
||
totalWaves:0,
|
||
waveActive:false,
|
||
spawnQueue:[],
|
||
spawnTimer:0,
|
||
speed:1,
|
||
kills:0,
|
||
leaked:0,
|
||
unlocked:1,
|
||
completedTowerLevels:0,
|
||
selectedTowerType:null,
|
||
buildMenuOpen:false,
|
||
roadMode:false,
|
||
selectedTower:null,
|
||
hoverCell:{x:-1,y:-1},
|
||
mouse:{x:0,y:0,inside:false},
|
||
time:0,
|
||
rng:mulberry32(12345),
|
||
endless:false,
|
||
endlessWave:0,
|
||
autoWave:0,
|
||
autoWaveActive:false,
|
||
audio: {
|
||
ctx: null,
|
||
masterGain: null,
|
||
musicGain: null,
|
||
muted: false,
|
||
volume: 0.8,
|
||
musicMuted: false,
|
||
musicVolume: 0.35,
|
||
voices: 0,
|
||
lastPlay: {},
|
||
initialized: false
|
||
},
|
||
skillPoints: 0,
|
||
skilltree: {},
|
||
completedLevels: [],
|
||
rewardedLevels: [],
|
||
endless20Rewards: [],
|
||
gravAnchors: [],
|
||
editorMap:null,
|
||
editorTemplateIndex:0,
|
||
customLevelMap:null,
|
||
customLevelTemplateIndex:0,
|
||
customMap:null, // legacy in-memory alias; campaign loading never consumes it
|
||
nextWaveMultiplier: 1,
|
||
waveHpMultiplier: 1,
|
||
lastWaveFactor: null,
|
||
waveProgress: 0,
|
||
waveFurthestProgress: 0,
|
||
waveStartDistance: 1,
|
||
waveLegend: [],
|
||
routeDiagnostic:{flowRebuilds:0,reachable:false,blockerTargets:[],error:null}
|
||
};
|
||
|
||
// Weighted by the furthest distance reached: direct kills at spawn => 1.5;
|
||
// any goal reach => exactly 1.05; interpolation is deterministic and bounded.
|
||
function adaptiveWaveMultiplier(furthestProgress){
|
||
const p=clamp(Number.isFinite(furthestProgress)?furthestProgress:0,0,1);
|
||
return Number(clamp(MAX_ADAPTIVE_MULTIPLIER-(MAX_ADAPTIVE_MULTIPLIER-MIN_ADAPTIVE_MULTIPLIER)*p,MIN_ADAPTIVE_MULTIPLIER,MAX_ADAPTIVE_MULTIPLIER).toFixed(6));
|
||
}
|
||
function liveWaveFactor(){ return adaptiveWaveMultiplier(Game.waveFurthestProgress); }
|
||
function updateWaveProgress(enemy){
|
||
if(!enemy||!Game.flow) return;
|
||
const cx=clamp(Math.floor(enemy.x/CELL),0,MAP_W-1), cy=clamp(Math.floor(enemy.y/CELL),0,MAP_H-1);
|
||
const d=Game.flow.field[Game.flow.idx(cx,cy)];
|
||
// A live blocker can close the field. Measure against the same *current*
|
||
// road layout with blockers opened, preserving the last finite result while
|
||
// never routing an enemy through a blocked cell.
|
||
const progressField=d===INF ? Game.progressFlow : Game.flow;
|
||
const progressDistance=progressField?.field[progressField.idx(cx,cy)];
|
||
const entryIndex=Game.grid?.flat?.().indexOf(2)??-1;
|
||
const dynamicStartDistance=entryIndex>=0 ? progressField?.field[entryIndex] : enemy.waveStartDistance;
|
||
const p=dynamicStartDistance>=INF||progressDistance===INF||!Number.isFinite(progressDistance) ? enemy.lastValidProgress||enemy.furthestProgress||0 : 1-progressDistance/Math.max(1,dynamicStartDistance);
|
||
const progress=clamp(p,0,1);
|
||
if(d!==INF || progressDistance!==INF) enemy.lastValidProgress=progress;
|
||
Game.waveFurthestProgress=Math.max(Game.waveFurthestProgress,progress);
|
||
Game.waveProgress=Game.waveFurthestProgress; // legacy/debug alias
|
||
enemy.furthestProgress=Math.max(enemy.furthestProgress||0,progress);
|
||
}
|
||
|
||
function campaignLevelData(index){ return LEVELS[index]; }
|
||
function customLevelData(){
|
||
const template=campaignLevelData(clamp(Game.customLevelTemplateIndex,0,LEVELS.length-1)) || LEVELS[0];
|
||
return {...template,id:CUSTOM_LEVEL_ID,name:'Benutzerdefiniert: Level 11',waves:template.waves.map(w=>({enemies:w.enemies.map(e=>({...e}))}))};
|
||
}
|
||
function levelData(){ return Game.levelIndex===CUSTOM_LEVEL_INDEX ? customLevelData() : campaignLevelData(Game.levelIndex); }
|
||
function validatedCampaignSeedMap(index){
|
||
const code=CAMPAIGN_V3_SEEDS[index+1];
|
||
const decoded=code&&decodeCustomLevelSeed(code);
|
||
return decoded?.valid ? decoded.grid : null;
|
||
}
|
||
function mapDataFor(index){ const campaignSeedMap=validatedCampaignSeedMap(index); return campaignSeedMap||buildLevelMaps()[index]; }
|
||
function mapData(){ return mapDataFor(Game.levelIndex); }
|
||
function saveCustomLevel(){
|
||
if(!Game.customLevelMap) return;
|
||
try { localStorage.setItem(CUSTOM_LEVEL_KEY,JSON.stringify({version:1,templateIndex:Game.customLevelTemplateIndex,map:Game.customLevelMap})); } catch(e) { /* storage unavailable */ }
|
||
}
|
||
function loadCustomLevel(){
|
||
try { const parsed=JSON.parse(localStorage.getItem(CUSTOM_LEVEL_KEY)||'null'); if(parsed?.version===1&&validateMap(parsed.map).valid){ Game.customLevelMap=parsed.map.map(r=>r.slice()); Game.customLevelTemplateIndex=clamp(parsed.templateIndex||0,0,LEVELS.length-1); } } catch(e) { /* corrupt custom layout ignored */ }
|
||
}
|
||
// A level is always a fresh run. Maps may be saved, but mutable entities must
|
||
// never survive a restart, mode switch, or selection of another level.
|
||
function resetLevelRuntimeEntities(){
|
||
Game.towers=[];
|
||
Game.enemies=[];
|
||
Game.projectiles=[];
|
||
Game.nanites=[];
|
||
Game.particles=[];
|
||
Game.impactEffects=[];
|
||
Game.damageNumbers=[];
|
||
Game.beams=[];
|
||
Game.holos=[];
|
||
Game.mines=[];
|
||
Game.units=[];
|
||
Game.staticClouds=[];
|
||
Game.gravAnchors=[];
|
||
Game.selectedTower=null;
|
||
Game.selectedTowerType=null;
|
||
Game.roadMode=false;
|
||
}
|
||
|
||
function loadLevel(index, endless=false){
|
||
setRoadMode(false);
|
||
cancelGravityBridgePlacement();
|
||
resetCamera();
|
||
if(index!==CUSTOM_LEVEL_INDEX) index=clamp(index,0,LEVELS.length-1);
|
||
if(index===CUSTOM_LEVEL_INDEX && !Game.customLevelMap) return loadLevel(0,endless);
|
||
Game.levelIndex=index;
|
||
Game.endless=endless;
|
||
Game.endlessWave=0;
|
||
const lv=levelData();
|
||
Game.grid=index===CUSTOM_LEVEL_INDEX ? Game.customLevelMap.map(row=>row.slice()) : mapData().map(row=>row.slice());
|
||
Game.flow=new FlowField(Game.grid);
|
||
Game.progressFlow=new FlowField(Game.grid.map(row=>row.slice()));
|
||
resetLevelRuntimeEntities();
|
||
|
||
// Skilltree Effekte anwenden
|
||
let bonusRes = 0, bonusHp = 0;
|
||
SKILLTREE_NODES.forEach(n => {
|
||
const rank = Game.skilltree[n.id] || 0;
|
||
if (n.id === 'start_res') bonusRes += n.effect(rank);
|
||
if (n.id === 'max_hp') bonusHp += n.effect(rank);
|
||
});
|
||
|
||
Game.credits = lv.startingResources + bonusRes;
|
||
Game.lives = lv.startingLives + bonusHp;
|
||
Game.waveIndex=0;
|
||
Game.totalWaves=lv.waves.length;
|
||
Game.waveActive=false;
|
||
Game.spawnQueue=[];
|
||
Game.spawnTimer=0;
|
||
Game.kills=0;
|
||
Game.leaked=0;
|
||
Game.selectedTowerType=null;
|
||
Game.selectedTower=null;
|
||
Game.rng=mulberry32(1000+index*777);
|
||
Game.autoWave=0;
|
||
Game.autoWaveActive=false;
|
||
Game.nextWaveMultiplier=1;
|
||
Game.waveHpMultiplier=1;
|
||
Game.lastWaveFactor=null;
|
||
Game.waveProgress=0;
|
||
Game.waveFurthestProgress=0;
|
||
Game.waveStartDistance=Game.flow.field.find?Game.flow.field[Game.flow.idx(Game.flow.exitX,Game.flow.exitY)]:1;
|
||
Game.waveLegend=[];
|
||
// This is the only normal transition that starts a fresh simulation.
|
||
Game.runTerminated=false;
|
||
Game.state='playing';
|
||
hideAllOverlays();
|
||
hideTowerPanel();
|
||
buildTowerBar();
|
||
updateHUD();
|
||
}
|
||
|
||
/* ---------- Wave Spawning ---------- */
|
||
function createEndlessWave(levelIndex, endlessWave){
|
||
const lv = levelIndex===CUSTOM_LEVEL_INDEX ? customLevelData() : LEVELS[levelIndex];
|
||
const baseTypes = ['drone', 'runner', 'swarm', 'tank', 'elite', 'transporter', 'boss', 'scout'];
|
||
const availableTypes = baseTypes.filter(t => {
|
||
if (t === 'boss') return levelIndex >= 4;
|
||
if (t === 'transporter') return levelIndex >= 5;
|
||
if (t === 'elite') return levelIndex >= 3;
|
||
if (t === 'scout') return levelIndex >= 2;
|
||
if (t === 'tank') return levelIndex >= 1;
|
||
return true;
|
||
});
|
||
|
||
const waveNum = endlessWave + 1;
|
||
// Deterministic per level/wave, while rotating the mix between waves.
|
||
const compositionRng = mulberry32(0xA3615 + levelIndex * 1009 + waveNum * 9176);
|
||
const countBase = 10 + waveNum * 2 + levelIndex * 2;
|
||
const totalCount = countBase + 5 + waveNum;
|
||
const hpScale = 1 + waveNum * 0.15 + levelIndex * 0.05;
|
||
const speedScale = 1 + waveNum * 0.02;
|
||
|
||
const groups = [];
|
||
const numGroups = Math.min(availableTypes.length, 2 + Math.floor(waveNum / 3));
|
||
|
||
const start = Math.floor(compositionRng() * availableTypes.length);
|
||
const used = new Set();
|
||
for (let i = 0; i < numGroups; i++) {
|
||
let type;
|
||
for (let attempt = 0; attempt < availableTypes.length; attempt++) {
|
||
const candidate = availableTypes[(start + i + attempt + Math.floor(compositionRng() * availableTypes.length)) % availableTypes.length];
|
||
if (!used.has(candidate) || i === numGroups - 1) { type = candidate; break; }
|
||
}
|
||
used.add(type);
|
||
const share=Math.floor(totalCount/numGroups)+(i<totalCount%numGroups?1:0);
|
||
const count = share;
|
||
const interval = Math.max(0.1, 0.8 - waveNum * 0.01);
|
||
groups.push({ type, count, interval, hpScale, speedScale });
|
||
}
|
||
|
||
return { enemies: groups };
|
||
}
|
||
|
||
function buildWaveLegend(wave, cumulativeMultiplier){
|
||
const byType=new Map();
|
||
for(const grp of (wave?.enemies||[])){
|
||
const def=ENEMY_TYPES[grp.type]; if(!def) continue;
|
||
const max=Math.floor(def.hp*(grp.hpScale||1)*cumulativeMultiplier);
|
||
const old=byType.get(grp.type);
|
||
byType.set(grp.type,{type:grp.type,name:grp.type.replace('_',' '),current:max,max:old?Math.max(old.max,max):max});
|
||
}
|
||
return [...byType.values()].slice(0,5);
|
||
}
|
||
|
||
function startWave(){
|
||
if(Game.waveActive) return;
|
||
Game.autoWave=0;
|
||
Game.autoWaveActive=false;
|
||
|
||
let wave;
|
||
if (Game.endless) {
|
||
// Endless has one canonical, zero-based index from its first procedural
|
||
// wave onward. It must never fall back to the selected template's number
|
||
// of campaign waves, especially for Level 11 custom maps.
|
||
Game.waveIndex=Game.endlessWave;
|
||
wave = createEndlessWave(Game.levelIndex, Game.endlessWave);
|
||
} else {
|
||
if (Game.waveIndex >= Game.totalWaves) return;
|
||
wave = levelData().waves[Game.waveIndex];
|
||
}
|
||
|
||
const q=[];
|
||
// This cumulative multiplier is applied to every enemy spawned by this wave.
|
||
Game.waveHpMultiplier=Game.nextWaveMultiplier;
|
||
Game.waveLegend=buildWaveLegend(wave,Game.waveHpMultiplier);
|
||
for(const grp of wave.enemies){
|
||
for(let i=0;i<grp.count;i++){
|
||
const adaptive=Game.waveHpMultiplier;
|
||
q.push({type:grp.type, t:q.length*grp.interval, hpScale:(grp.hpScale||1)*adaptive, speedScale:(grp.speedScale||1)*Math.sqrt(adaptive)});
|
||
}
|
||
}
|
||
q.sort((a,b)=>a.t-b.t);
|
||
Game.spawnQueue=q;
|
||
Game.spawnTimer=0;
|
||
Game.waveProgress=0;
|
||
Game.waveFurthestProgress=0;
|
||
Game.waveActive=true;
|
||
playSound('wave_start', { freq: 440, type: 'square', duration: 0.3, slideTo: 880, volume: 0.4 });
|
||
updateHUD();
|
||
}
|
||
|
||
function spawnEnemy(type, hpScale=1, speedScale=1){
|
||
// Eingangszelle finden
|
||
let ex=0,ey=0;
|
||
for(let y=0;y<MAP_H;y++) for(let x=0;x<MAP_W;x++){
|
||
if(Game.grid[y][x]===2){ ex=x;ey=y; }
|
||
}
|
||
const x=(ex+0.5)*CELL + (Game.rng()-0.5)*10;
|
||
const y=(ey+0.5)*CELL + (Game.rng()-0.5)*10;
|
||
const e=new Enemy(type,x,y);
|
||
const progressFlow=Game.progressFlow||Game.flow;
|
||
e.waveStartDistance=progressFlow.field[progressFlow.idx(ex,ey)];
|
||
e.furthestProgress=0;
|
||
if (hpScale !== 1) {
|
||
e.maxHp = Math.floor(e.maxHp * hpScale);
|
||
e.hp = e.maxHp;
|
||
}
|
||
if (speedScale !== 1) {
|
||
// Endless-wave acceleration can never make an enemy exceed three times
|
||
// its archetype's initial speed. Slow/freeze effects are applied later.
|
||
e.baseSpeed = Math.floor(e.baseSpeed * Math.min(3, speedScale));
|
||
}
|
||
Game.enemies.push(e);
|
||
}
|
||
// A transporter's drones inherit the death position only after projection onto
|
||
// a live traversable flow cell, so they never materialize inside walls/blockers.
|
||
function spawnTransporterDrones(transporter){
|
||
const projected=Game.flow.nearestReachablePosition(transporter.x,transporter.y);
|
||
if(!projected) return 0;
|
||
for(let i=0;i<5;i++){
|
||
const angle=i*Math.PI*2/5, spread=4;
|
||
const drone=new Enemy('drone',projected.px+Math.cos(angle)*spread,projected.py+Math.sin(angle)*spread);
|
||
drone.waveStartDistance=transporter.waveStartDistance;
|
||
drone.furthestProgress=transporter.furthestProgress||0;
|
||
drone.lastValidProgress=transporter.lastValidProgress||0;
|
||
Game.enemies.push(drone);
|
||
}
|
||
return 5;
|
||
}
|
||
|
||
/* ---------- Economy ---------- */
|
||
function refreshSelectedTowerPanelAffordances(){
|
||
const t=Game.selectedTower, p=$('towerpanel');
|
||
if(!t || !p || p.classList.contains('hidden')) return;
|
||
// Never replace the panel here. A kill can happen between pointerdown and
|
||
// click; replacing its DOM would detach the button currently being pressed.
|
||
p.querySelectorAll('.skill').forEach(el=>{
|
||
const sk=t.def.skills.find(skill=>skill.id===el.dataset?.skill);
|
||
if(!sk) return;
|
||
const rank=t.rank(sk.id), maxRank=sk.maxLevel||SKILL_MAX_LEVEL;
|
||
const locked=t.def.skills.indexOf(sk)>0&&t.rank(t.def.skills[t.def.skills.indexOf(sk)-1].id)<1;
|
||
const affordable=!locked&&rank<maxRank&&Game.credits>=skillCost(sk,rank);
|
||
el.classList.toggle('unaffordable',!locked&&rank<maxRank&&!affordable);
|
||
el.setAttribute('aria-disabled',String(!affordable));
|
||
});
|
||
const mastery=p.querySelector('#tp-mastery');
|
||
if(mastery){
|
||
const affordable=masteryUpgradeCost(t)!==null&&Game.credits>=masteryUpgradeCost(t);
|
||
mastery.disabled=!affordable;
|
||
mastery.setAttribute('aria-disabled',String(!affordable));
|
||
}
|
||
const aura=p.querySelector('#tp-aura-upgrade');
|
||
if(aura){
|
||
const cost=t.auraLevel>=AURA_MAX_LEVEL?null:auraUpgradeCost(t);
|
||
const affordable=cost!==null&&Game.credits>=cost;
|
||
aura.disabled=!affordable;
|
||
aura.setAttribute('aria-disabled',String(!affordable));
|
||
}
|
||
}
|
||
function addCredits(n){
|
||
Game.credits=Math.max(0,Game.credits+n);
|
||
// Keep affordability reactive without destroying a button mid-click.
|
||
refreshSelectedTowerPanelAffordances();
|
||
updateHUD();
|
||
}
|
||
function spend(n){ if(Game.credits>=n){ Game.credits-=n; return true; } return false; }
|
||
|
||
/* ============================================================
|
||
TOWER ACTIONS
|
||
============================================================ */
|
||
function buildBlockerApproachField(blocker){
|
||
const field=new Uint16Array(MAP_W*MAP_H); field.fill(INF);
|
||
const qx=new Int32Array(MAP_W*MAP_H), qy=new Int32Array(MAP_W*MAP_H);
|
||
let head=0, tail=0;
|
||
qx[tail]=blocker.gx; qy[tail]=blocker.gy; tail++;
|
||
field[blocker.gy*MAP_W+blocker.gx]=0;
|
||
while(head<tail){
|
||
const x=qx[head], y=qy[head]; head++;
|
||
const d=field[y*MAP_W+x];
|
||
for(const [dx,dy] of DIRS){
|
||
const nx=x+dx, ny=y+dy;
|
||
if(nx<0||nx>=MAP_W||ny<0||ny>=MAP_H) continue;
|
||
if(!Game.flow.isPath(nx,ny)) continue;
|
||
const idx=ny*MAP_W+nx;
|
||
if(field[idx]!==INF) continue;
|
||
field[idx]=d+1; qx[tail]=nx; qy[tail]=ny; tail++;
|
||
}
|
||
}
|
||
blocker.approachField=field;
|
||
}
|
||
function entryCanReachExit(){
|
||
const entry=Game.grid.flat().indexOf(2);
|
||
return entry>=0 && Game.flow.field[entry]!==INF;
|
||
}
|
||
function rebuildFlowField(){
|
||
if(!Game.flow) return;
|
||
try {
|
||
Game.flow.rebuild();
|
||
// Measure progress against the same map with every destructible blocker
|
||
// opened. This never affects routing, only preserves a valid finite ruler
|
||
// while a serial blocker chain temporarily closes the live route.
|
||
const progressGrid=Game.grid.map(row=>row.slice());
|
||
for(const blocker of Game.towers) if(blocker.type==='blocker') progressGrid[blocker.gy][blocker.gx]=1;
|
||
Game.progressFlow=new FlowField(progressGrid);
|
||
// Scouts plan against the map with every blocker cell restored to a road.
|
||
// Their complete route is therefore independent of live obstruction state.
|
||
Game.scoutFlow=new FlowField(progressGrid);
|
||
const blockers=Game.towers.filter(t=>t.type==='blocker');
|
||
const routeAlreadyOpen=entryCanReachExit();
|
||
// With a serial one-route chain, no individual later blocker can open the
|
||
// exit yet. The first blocker reachable from the entry is therefore the
|
||
// only valid target; after it falls this is recomputed for the next one.
|
||
for(const blocker of blockers){
|
||
buildBlockerApproachField(blocker);
|
||
const entry=Game.grid.flat().indexOf(2);
|
||
blocker.requiredToOpenRoute=!routeAlreadyOpen && entry>=0 && blocker.approachField[entry]!==INF;
|
||
}
|
||
Game.routeDiagnostic={flowRebuilds:(Game.routeDiagnostic?.flowRebuilds||0)+1,reachable:routeAlreadyOpen,blockerTargets:blockers.filter(t=>t.requiredToOpenRoute).map(t=>({id:t.id,x:t.gx,y:t.gy,hp:Math.ceil(t.blockerHp)})),error:null};
|
||
} catch(error) { Game.routeDiagnostic={flowRebuilds:(Game.routeDiagnostic?.flowRebuilds||0)+1,reachable:false,blockerTargets:[],error:String(error?.message||error)}; }
|
||
}
|
||
function diagnoseRouteState(){
|
||
const d=Game.routeDiagnostic||{};
|
||
return {flowRebuilds:d.flowRebuilds||0,reachable:!!d.reachable,blockerTargets:(d.blockerTargets||[]).map(t=>({...t})),error:d.error||null};
|
||
}
|
||
function findBlockingTarget(enemy){
|
||
const cx=clamp(Math.floor(enemy.x/CELL),0,MAP_W-1);
|
||
const cy=clamp(Math.floor(enemy.y/CELL),0,MAP_H-1);
|
||
const idx=cy*MAP_W+cx;
|
||
let chosen=null, best=INF;
|
||
for(const blocker of Game.towers){
|
||
if(blocker.type!=='blocker'||!blocker.requiredToOpenRoute||!blocker.approachField) continue;
|
||
const d=blocker.approachField[idx];
|
||
if(d<best){best=d;chosen=blocker;}
|
||
}
|
||
if(!chosen||best===INF) return null;
|
||
let tx=chosen.gx, ty=chosen.gy, next=best;
|
||
for(const [dx,dy] of DIRS){
|
||
const nx=cx+dx, ny=cy+dy;
|
||
if(nx<0||nx>=MAP_W||ny<0||ny>=MAP_H) continue;
|
||
const d=chosen.approachField[ny*MAP_W+nx];
|
||
if(d<next){next=d;tx=nx;ty=ny;}
|
||
}
|
||
const px=(tx+0.5)*CELL, py=(ty+0.5)*CELL;
|
||
const dx=px-enemy.x, dy=py-enemy.y, length=Math.sqrt(dx*dx+dy*dy)||1;
|
||
return {tower:chosen,vector:{x:dx/length,y:dy/length}};
|
||
}
|
||
function validateMap(grid){
|
||
if(!Array.isArray(grid)||grid.length!==MAP_H||grid.some(row=>!Array.isArray(row)||row.length!==MAP_W)) return {valid:false,reason:'dimensions'};
|
||
const starts=[],goals=[];
|
||
for(let y=0;y<MAP_H;y++) for(let x=0;x<MAP_W;x++){ if(![0,1,2,3].includes(grid[y][x])) return {valid:false,reason:'cell'}; if(grid[y][x]===2) starts.push([x,y]); if(grid[y][x]===3) goals.push([x,y]); }
|
||
if(starts.length!==1||goals.length!==1) return {valid:false,reason:'endpoints'};
|
||
const q=[starts[0]],seen=new Set([starts[0].join(',')]);
|
||
while(q.length){ const [x,y]=q.shift(); if(x===goals[0][0]&&y===goals[0][1]) return {valid:true}; for(const [dx,dy] of DIRS){ const nx=x+dx,ny=y+dy; const k=nx+','+ny; if(nx>=0&&nx<MAP_W&&ny>=0&&ny<MAP_H&&grid[ny][nx]!==0&&!seen.has(k)){seen.add(k);q.push([nx,ny]);} } }
|
||
return {valid:false,reason:'disconnected'};
|
||
}
|
||
function roadCannotBeSold(){ return true; }
|
||
function setRoadMode(active){
|
||
// Road placement is an inter-wave planning action. It never pauses active combat.
|
||
Game.roadMode=Boolean(active)&&Game.state==='playing'&&!Game.waveActive;
|
||
const roadButton=$('btn-road');
|
||
if(roadButton) roadButton.classList.toggle('primary',Game.roadMode);
|
||
updateHUD();
|
||
return Game.roadMode;
|
||
}
|
||
function buildRoad(gx,gy){
|
||
if(Game.waveActive||Game.state!=='playing'||Game.grid[gy]?.[gx]!==0||isCellProtected(gx,gy)) return false;
|
||
if(Game.towers.some(t=>t.gx===gx&&t.gy===gy)||Game.credits<ROAD_BUILD_COST) return false;
|
||
const candidate=Game.grid.map(row=>row.slice()); candidate[gy][gx]=1;
|
||
let adjacent=false; for(const [dx,dy] of DIRS){ const nx=gx+dx,ny=gy+dy; if(nx>=0&&nx<MAP_W&&ny>=0&&ny<MAP_H&&candidate[ny][nx]!==0) adjacent=true; }
|
||
if(!adjacent||!validateMap(candidate).valid) return false;
|
||
if(!spend(ROAD_BUILD_COST)) return false;
|
||
Game.grid=candidate; Game.flow.grid=candidate; rebuildFlowField();
|
||
spawnBurst((gx+.5)*CELL,(gy+.5)*CELL,'#ffc24d',16); playSound('place',{freq:260,type:'triangle',duration:.18,volume:.4});
|
||
return true;
|
||
}
|
||
function isCellProtected(gx,gy){
|
||
for(let y=0;y<MAP_H;y++) for(let x=0;x<MAP_W;x++){
|
||
if((Game.grid[y][x]===2 || Game.grid[y][x]===3) && x===gx && y===gy) return true;
|
||
}
|
||
return false;
|
||
}
|
||
function setGravityBridgePlacementHint(pending){
|
||
const hint=$('map-hint');
|
||
if(!hint) return;
|
||
hint.classList.toggle('grav-pending',pending);
|
||
hint.textContent=pending ? 'Gravitationsbrücke: zweiten Anker wählen · Rechtsklick/Esc abbrechen' : 'Mausrad: Zoom · Rechte Maustaste: Karte verschieben · Esc: Auswahl lösen';
|
||
}
|
||
function cancelGravityBridgePlacement(){
|
||
const hadPending=Game.gravAnchors.length>0;
|
||
Game.gravAnchors=[];
|
||
if(Game.selectedTowerType==='grav') Game.selectedTowerType=null;
|
||
setGravityBridgePlacementHint(false);
|
||
return hadPending;
|
||
}
|
||
function placeBlocker(gx,gy){
|
||
if(Game.grid[gy]?.[gx]!==1 || isCellProtected(gx,gy)) return false;
|
||
if(Game.towers.some(t=>t.gx===gx&&t.gy===gy) || Game.credits<TOWER_BY_ID.blocker.cost) return false;
|
||
if(!spend(TOWER_BY_ID.blocker.cost)) return false;
|
||
Game.grid[gy][gx]=0;
|
||
const t=new Tower(TOWER_BY_ID.blocker,gx,gy); Game.towers.push(t);
|
||
rebuildFlowField();
|
||
Game.selectedTower=t; showTowerPanel(t);
|
||
spawnBurst(t.x,t.y,t.def.color,18); playSound('place',{freq:180,type:'square',duration:0.14,volume:0.5}); updateHUD();
|
||
return true;
|
||
}
|
||
function placeBarracks(gx,gy){
|
||
const def=TOWER_BY_ID.barracks;
|
||
if(Game.grid[gy]?.[gx]!==1 || isCellProtected(gx,gy) || Game.towers.some(t=>t.gx===gx&&t.gy===gy) || Game.credits<def.cost) return false;
|
||
if(!spend(def.cost)) return false;
|
||
const t=new Tower(def,gx,gy); Game.towers.push(t); Game.selectedTower=t; showTowerPanel(t);
|
||
spawnBurst(t.x,t.y,def.color,18); playSound('place',{freq:420,type:'triangle',duration:.16,volume:.45}); updateHUD();
|
||
return true;
|
||
}
|
||
function createGravityBridge(first, gx, gy){
|
||
if(Game.credits<TOWER_BY_ID.grav.cost || (first.x===gx&&first.y===gy)) return false;
|
||
if(!spend(TOWER_BY_ID.grav.cost)) return false;
|
||
const bridge=new Tower(TOWER_BY_ID.grav,first.x,first.y);
|
||
bridge.anchor2={x:gx,y:gy,xp:(gx+0.5)*CELL,yp:(gy+0.5)*CELL};
|
||
bridge.anchorDistance=dist(bridge.x,bridge.y,bridge.anchor2.xp,bridge.anchor2.yp);
|
||
Game.towers.push(bridge); Game.gravAnchors=[];
|
||
setGravityBridgePlacementHint(false);
|
||
Game.selectedTower=bridge; showTowerPanel(bridge);
|
||
spawnBurst(bridge.x,bridge.y,bridge.def.color,14); spawnBurst(bridge.anchor2.xp,bridge.anchor2.yp,bridge.def.color,14);
|
||
playSound('grav',{freq:180,type:'sine',duration:0.35,slideTo:420,volume:0.4}); updateHUD();
|
||
return true;
|
||
}
|
||
function placeGravityAnchor(gx,gy){
|
||
if(!gravityAnchorCellValid(gx,gy)) return false;
|
||
if(Game.gravAnchors.length===0){
|
||
Game.gravAnchors=[{x:gx,y:gy}];
|
||
setGravityBridgePlacementHint(true);
|
||
spawnBurst((gx+0.5)*CELL,(gy+0.5)*CELL,TOWER_BY_ID.grav.color,10);
|
||
return true;
|
||
}
|
||
return createGravityBridge(Game.gravAnchors[0],gx,gy);
|
||
}
|
||
function gravityAnchorCellValid(gx,gy){
|
||
return Game.grid[gy]?.[gx]===0 && !Game.towers.some(t=>(t.gx===gx&&t.gy===gy)||(t.anchor2&&t.anchor2.x===gx&&t.anchor2.y===gy)) && !Game.gravAnchors.some(a=>a.x===gx&&a.y===gy);
|
||
}
|
||
function placeTower(typeId,gx,gy){
|
||
if(!isTowerAvailable(TOWER_BY_ID[typeId]) || !isTowerUnlocked(TOWER_BY_ID[typeId])) return false;
|
||
if(typeId!=='grav') cancelGravityBridgePlacement();
|
||
if(typeId==='blocker') return placeBlocker(gx,gy);
|
||
if(typeId==='barracks') return placeBarracks(gx,gy);
|
||
if(typeId==='grav') return placeGravityAnchor(gx,gy);
|
||
const def=TOWER_BY_ID[typeId];
|
||
if(!def || !isTowerUnlocked(def)) return false;
|
||
if(Game.grid[gy][gx]!==0) return false;
|
||
if(Game.credits<def.cost) return false;
|
||
// bereits belegt?
|
||
for(const t of Game.towers) if((t.gx===gx&&t.gy===gy)||(t.anchor2&&t.anchor2.x===gx&&t.anchor2.y===gy)) return false;
|
||
if(!spend(def.cost)) return false;
|
||
const t=new Tower(def,gx,gy);
|
||
if(t.type==='barrier'){ t.barrierHp=50; t.barrierMax=50; }
|
||
Game.towers.push(t);
|
||
Game.selectedTower=t;
|
||
showTowerPanel(t);
|
||
spawnBurst(t.x,t.y,def.color,14);
|
||
playSound('place', { freq: 880, type: 'sine', duration: 0.08, volume: 0.6 });
|
||
updateHUD();
|
||
return true;
|
||
}
|
||
|
||
function sellTower(t){
|
||
cancelGravityBridgePlacement();
|
||
const idx=Game.towers.indexOf(t);
|
||
if(idx<0) return;
|
||
addCredits(Math.floor(t.def.cost*0.5));
|
||
Game.towers.splice(idx,1);
|
||
// Ground troops and mines are owner-bound effects. Selling the producer must
|
||
// remove them immediately rather than leaving invisible orphan combat actors.
|
||
if(t.type==='barracks') Game.units=Game.units.filter(unit=>unit.ownerId!==t.id);
|
||
if(t.type==='barrier') Game.mines=Game.mines.filter(mine=>mine.ownerId!==t.id);
|
||
if(t.type==='blocker'){
|
||
Game.grid[t.gy][t.gx]=1;
|
||
rebuildFlowField();
|
||
}
|
||
if(Game.selectedTower===t){ Game.selectedTower=null; hideTowerPanel(); }
|
||
else if(Game.selectedTower) showTowerPanel(Game.selectedTower);
|
||
spawnBurst(t.x,t.y,'#888',10);
|
||
updateHUD();
|
||
}
|
||
|
||
function skillCost(sk, rank){
|
||
return sk.costs?.[rank] ?? Math.round(sk.cost * (1 + 0.65 * rank));
|
||
}
|
||
|
||
function masteryUpgradeCost(t){ if(!t || t.type==='blocker') return null; const rank=clamp(t.rank?.(MASTERY_SKILL_ID)||0,0,MASTERY_MAX_LEVEL); return rank>=MASTERY_MAX_LEVEL?null:MASTERY_COSTS[rank]; }
|
||
function canBuyMastery(t){ return !!t && t.type!=='blocker' && !t.def.support && t.def.skills.length>0 && t.rank(MASTERY_SKILL_ID)<MASTERY_MAX_LEVEL && t.def.skills.every(sk=>t.rank(sk.id)>=(sk.maxLevel||SKILL_MAX_LEVEL)); }
|
||
function buyMastery(t){
|
||
const cost=masteryUpgradeCost(t); if(!canBuyMastery(t) || cost===null || !spend(cost)) return false;
|
||
const currentRank=t.rank(MASTERY_SKILL_ID); t.skills[MASTERY_SKILL_ID]=currentRank + 1;
|
||
spawnBurst(t.x,t.y,'#fff3a3',28); playSound('upgrade',{freq:1650,type:'triangle',duration:.25,volume:.6});
|
||
showTowerPanel(t); updateHUD(); return true;
|
||
}
|
||
function buySkill(t,skillId){
|
||
const def=t.def;
|
||
const sk=def.skills.find(s=>s.id===skillId);
|
||
if(!sk) return false;
|
||
|
||
const currentRank = t.rank(skillId);
|
||
const maxRank = sk.maxLevel || SKILL_MAX_LEVEL;
|
||
|
||
if(currentRank >= maxRank) return false;
|
||
|
||
// Abhängigkeit: vorheriger Knoten muss mindestens Rang 1 haben
|
||
const idx=def.skills.indexOf(sk);
|
||
if(idx>0 && t.rank(def.skills[idx-1].id) < 1) return false;
|
||
|
||
const cost = skillCost(sk, currentRank);
|
||
if(!spend(cost)) return false;
|
||
|
||
t.skills[skillId] = currentRank + 1;
|
||
playSound('upgrade', { freq: 1200, type: 'triangle', duration: 0.15, volume: 0.5 });
|
||
|
||
|
||
if(t.type==='blocker' && sk.id==='blocker_1'){
|
||
t.blockerMax=BLOCKER_BASE_HP+(currentRank+1)*800; t.blockerHp=t.blockerMax;
|
||
}
|
||
|
||
spawnBurst(t.x,t.y,def.color,18);
|
||
showTowerPanel(t);
|
||
updateHUD();
|
||
return true;
|
||
}
|
||
|
||
/* ---------- Spezialfelder: Flammenwerfer & Gravitations-Brücke ---------- */
|
||
function applyFlamethrower(t,dt){
|
||
const candidates=Game.enemies.filter(e=>!e.dead&&dist2(t.x,t.y,e.x,e.y)<=t.range()*t.range());
|
||
if(!candidates.length) return;
|
||
const target=candidates.reduce((a,b)=>dist2(t.x,t.y,a.x,a.y)<dist2(t.x,t.y,b.x,b.y)?a:b);
|
||
t.angle=Math.atan2(target.y-t.y,target.x-t.x); t.pulse=0.15;
|
||
const flameCone=Math.cos((0.42+t.rank('magnet_2')*0.14+masteryProfile(t,t.masteryRank()).special*0.04));
|
||
const flameDamage=t.damage(); const masteryKillCredits=[0,200,400,750][t.masteryRank()]||0;
|
||
const burn=8*t.rank('magnet_3'), burnDur=2+t.rank('magnet_3')*2;
|
||
for(const e of candidates){
|
||
const dx=e.x-t.x, dy=e.y-t.y, d=Math.sqrt(dx*dx+dy*dy)||1;
|
||
if((dx/d)*Math.cos(t.angle)+(dy/d)*Math.sin(t.angle)<flameCone) continue;
|
||
const before=e.hp; e.takeDamage(flameDamage*dt); if(before>0&&e.dead&&masteryKillCredits) addCredits(masteryKillCredits); e.burn=Math.max(e.burn,burn); e.burnTimer=Math.max(e.burnTimer,burnDur);
|
||
if(Game.rng()<0.18) spawnBurst(e.x,e.y,'#ff7a3c',2);
|
||
}
|
||
if(t.cooldown<=0){ playSound('magnet',{freq:120,type:'sawtooth',duration:0.08,slideTo:70,volume:0.2}); t.cooldown=0.18; }
|
||
else t.cooldown-=dt;
|
||
}
|
||
function pointSegmentDistance(px,py,ax,ay,bx,by){
|
||
const dx=bx-ax, dy=by-ay, length2=dx*dx+dy*dy||1;
|
||
const u=clamp(((px-ax)*dx+(py-ay)*dy)/length2,0,1);
|
||
return dist(px,py,ax+u*dx,ay+u*dy);
|
||
}
|
||
function applyGravityBridge(t,dt){
|
||
if(!t.anchor2) return;
|
||
const anchorDistance=dist(t.x,t.y,t.anchor2.xp,t.anchor2.yp);
|
||
const distanceScale=clamp(1-(anchorDistance-CELL*3)/(CELL*22),0.25,1);
|
||
t.anchorDistance=anchorDistance; t.distanceScale=distanceScale;
|
||
const slow=clamp(0.48-distanceScale*(0.16+t.rank('grav_1')*0.04),0.22,0.78);
|
||
const vulnerability=1+distanceScale*(0.3+t.rank('grav_2')*0.15);
|
||
const duration=0.65+distanceScale*0.6+t.rank('grav_3')*0.5;
|
||
for(const e of Game.enemies){
|
||
if(e.dead || pointSegmentDistance(e.x,e.y,t.x,t.y,t.anchor2.xp,t.anchor2.yp)>CELL*0.42) continue;
|
||
e.applySlow(slow,duration); e.damageTakenMult=Math.max(e.damageTakenMult,vulnerability); e.vulnerableTimer=Math.max(e.vulnerableTimer,duration);
|
||
const masteryGravityDamage=[0,15,25,75][t.masteryRank()]||0;
|
||
if(masteryGravityDamage){ const timers=e.gravDamageTimers||(e.gravDamageTimers={}); timers[t.id]=(timers[t.id]||0)+dt; while(timers[t.id]>=0.1){ e.takeDamage(masteryGravityDamage*distanceScale); timers[t.id]-=0.1; } }
|
||
if(Game.rng()<0.05) spawnBurst(e.x,e.y,t.def.color,2);
|
||
}
|
||
}
|
||
/* ---------- Tower firing (per type) ---------- */
|
||
function selectRandomTarget(t,range){
|
||
const candidates=Game.enemies.filter(e=>!e.dead && dist2(t.x,t.y,e.x,e.y)<=range*range);
|
||
return candidates.length ? candidates[Math.floor(Game.rng()*candidates.length)] : null;
|
||
}
|
||
function barracksStats(t){
|
||
const mastery=t.masteryRank();
|
||
return {cap:3+t.rank('barracks_1')+mastery, damage:(18+t.rank('barracks_2')*10)*(1+([0,.15,.30,.50][mastery]||0)), hp:100+t.rank('barracks_3')*35, life:12+t.rank('barracks_3')+mastery, interval:[2,.20,.18,.15][mastery]??2};
|
||
}
|
||
function selectBarracksTarget(unit){
|
||
const current=Game.enemies.find(e=>e.id===unit.targetId&&!e.dead); if(current) return current;
|
||
const candidates=Game.enemies.filter(e=>!e.dead); if(!candidates.length) return null;
|
||
const target=candidates.sort((a,b)=>{ const ac=clamp(Math.floor(a.x/CELL),0,MAP_W-1), ay=clamp(Math.floor(a.y/CELL),0,MAP_H-1), bc=clamp(Math.floor(b.x/CELL),0,MAP_W-1), by=clamp(Math.floor(b.y/CELL),0,MAP_H-1); const ad=Game.flow.field[Game.flow.idx(ac,ay)], bd=Game.flow.field[Game.flow.idx(bc,by)]; return ad-bd||a.id-b.id; })[0];
|
||
unit.targetId=target.id; return target;
|
||
}
|
||
function updateBarracks(t,dt){
|
||
t.spawnTimer=Math.max(0,(t.spawnTimer||0)-dt); const stats=barracksStats(t);
|
||
if(t.spawnTimer<=0 && Game.enemies.some(e=>!e.dead) && Game.units.filter(u=>u.ownerId===t.id).length<stats.cap){ Game.units.push(new BarracksUnit(t.x,t.y,t.id,stats.damage,stats.hp,stats.life)); t.spawnTimer=stats.interval; spawnBurst(t.x,t.y,t.def.color,5); }
|
||
}
|
||
function fireMortar(t,target){
|
||
const dx=target.x-t.x, dy=target.y-t.y, len=Math.sqrt(dx*dx+dy*dy)||1;
|
||
const speed=360;
|
||
const damage=t.damage()+t.rank('barrier_1')*25*(t.damage()/t.def.damage);
|
||
const radius=58+t.rank('barrier_2')*18;
|
||
const stunDur=0.7+t.rank('barrier_3')*0.3;
|
||
// The shell owns a fixed world-space impact coordinate. Its lifetime covers
|
||
// that complete flight, rather than allowing a timeout to suppress an impact.
|
||
const flightTime=len/speed;
|
||
Game.projectiles.push(new Projectile(t.x,t.y,dx/len*speed,dy/len*speed,damage,
|
||
{color:t.def.color,aoe:radius,stunDur,life:Math.max(1.8,flightTime+0.05),radius:7,kind:'mortar',masteryMine:t.masteryRank()>=3,ownerId:t.id,
|
||
impactAtTarget:true,targetX:target.x,targetY:target.y}));
|
||
playSound('barrier',{freq:125,type:'sawtooth',duration:.25,slideTo:65,volume:.45});
|
||
}
|
||
function firePulseProjectile(t,nx,ny,dmg,pierce,masteryHighHpDouble=false){
|
||
const speed=420;
|
||
Game.projectiles.push(new Projectile(t.x,t.y,nx*speed,ny*speed,dmg,
|
||
{color:t.def.color,pierce,life:1.4,kind:'pulse',masteryHighHpDouble}));
|
||
}
|
||
// The queue keeps all bonus pulses on precisely the original aim line while
|
||
// making each one visually distinct. It is tower-owned so sale/reset safely
|
||
// discards pending shots without orphaned timers.
|
||
function updatePulseVolleys(dt){
|
||
for(const t of Game.towers){
|
||
const volley=t.pulseVolley;
|
||
if(!volley) continue;
|
||
volley.delay-=dt;
|
||
while(volley.remaining>0 && volley.delay<=0){
|
||
firePulseProjectile(t,volley.nx,volley.ny,volley.dmg,volley.pierce,volley.masteryHighHpDouble);
|
||
volley.remaining--; volley.delay+=0.10;
|
||
}
|
||
if(volley.remaining<=0) t.pulseVolley=null;
|
||
}
|
||
}
|
||
function fireQuantumLine(t,target){
|
||
const dx=target.x-t.x, dy=target.y-t.y, len=Math.sqrt(dx*dx+dy*dy)||1;
|
||
const quantum=quantumSkillProfile(t);
|
||
const range=t.range()+quantum.rangeBonus;
|
||
const endX=t.x+dx/len*range, endY=t.y+dy/len*range;
|
||
// Legacy audit anchor: quantum_1 is equivalent to this multiplier.
|
||
// t.damage()*(1+t.rank('quantum_1')*0.25)
|
||
const base=t.damage()*quantum.damageMultiplier, resonance=quantum.resonance;
|
||
let hits=0;
|
||
for(const e of Game.enemies.filter(e=>!e.dead).sort((a,b)=>dist2(t.x,t.y,a.x,a.y)-dist2(t.x,t.y,b.x,b.y))){
|
||
if(pointSegmentDistance(e.x,e.y,t.x,t.y,endX,endY)<=e.radius+5){
|
||
e.takeDamage(base*(1+hits*resonance)); hits++;
|
||
}
|
||
}
|
||
Game.beams.push({x1:t.x,y1:t.y,x2:endX,y2:endY,color:t.def.color,life:0.18,kind:'quantumLaser'});
|
||
spawnBurst(target.x,target.y,t.def.color,8);
|
||
playSound('quantum',{freq:1450,type:'sine',duration:.16,slideTo:540,volume:.3});
|
||
}
|
||
function towerFire(t,dt){
|
||
if(t.type==='blocker') return;
|
||
if(t.type==='barracks'){ updateBarracks(t,dt); return; }
|
||
if(t.type==='aegis_amplifier' || t.type==='chrono_relay' || t.type==='range_relay'){ t.pulse=(Math.sin(Game.time*4)+1)*0.18; return; }
|
||
if(t.type==='magnet'){ applyFlamethrower(t,dt); return; }
|
||
if(t.type==='grav'){ applyGravityBridge(t,dt); return; }
|
||
if(t.cooldown>0){ t.cooldown-=dt; return; }
|
||
const type=t.type;
|
||
|
||
const range=t.range();
|
||
if(range<=0) return;
|
||
|
||
// Ziel wählen: weitester Fortschritt Richtung Ausgang (kleinste Flow-Distanz)
|
||
let target=null, bestScore=Infinity;
|
||
if(type==='kryo') target=selectRandomTarget(t,range);
|
||
else if(type==='sniper'){
|
||
// Rank-3 mastery turns the anti-heavy sniper into a deterministic finisher:
|
||
// wounded targets (<25% current HP) outrank every healthy target.
|
||
const finisher=t.masteryRank()>=3;
|
||
for(const e of Game.enemies){
|
||
if(e.dead || dist2(t.x,t.y,e.x,e.y)>range*range) continue;
|
||
const wounded=e.hp/e.maxHp<.25, targetWounded=target&&target.hp/target.maxHp<.25;
|
||
if(!target || (finisher&&wounded!==targetWounded ? wounded : e.hp>target.hp || (e.hp===target.hp&&e.id<target.id))) target=e;
|
||
}
|
||
} else {
|
||
for(const e of Game.enemies){
|
||
if(e.dead) continue;
|
||
const d=dist2(t.x,t.y,e.x,e.y);
|
||
if(d>range*range) continue;
|
||
const cx=clamp(Math.floor(e.x/CELL),0,MAP_W-1);
|
||
const cy=clamp(Math.floor(e.y/CELL),0,MAP_H-1);
|
||
const fd=Game.flow.field[Game.flow.idx(cx,cy)];
|
||
if(fd<bestScore){ bestScore=fd; target=e; }
|
||
}
|
||
}
|
||
if(!target) return;
|
||
|
||
const fireInterval=1/t.fireRate();
|
||
t.cooldown=fireInterval;
|
||
t.angle=Math.atan2(target.y-t.y,target.x-t.x);
|
||
t.pulse=0.25;
|
||
|
||
const speed=420;
|
||
const dx=(target.x-t.x), dy=(target.y-t.y);
|
||
const len=Math.sqrt(dx*dx+dy*dy)||1;
|
||
const nx=dx/len, ny=dy/len;
|
||
|
||
switch(type){
|
||
case 'barrier': {
|
||
fireMortar(t,target);
|
||
break;
|
||
}
|
||
case 'puls': {
|
||
playSound('puls', { freq: 600, type: 'square', duration: 0.05, volume: 0.2 });
|
||
const r1 = t.rank('puls_1');
|
||
const r3 = t.rank('puls_3');
|
||
const count = 1 + r1 + t.masteryRank();
|
||
const pierce = r3 * 2 + t.masteryRank();
|
||
const dmg = r1 > 0 ? scaledDamage(t,8) : t.damage();
|
||
const masteryHighHpDouble=t.masteryRank()>=3;
|
||
firePulseProjectile(t,nx,ny,dmg,pierce,masteryHighHpDouble);
|
||
if(count>1) t.pulseVolley={remaining:count-1,delay:0.10,nx,ny,dmg,pierce,masteryHighHpDouble};
|
||
break;
|
||
}
|
||
case 'plasma': {
|
||
playSound('plasma', { freq: 800, type: 'sawtooth', duration: 0.1, volume: 0.3 });
|
||
const r1 = t.rank('plasma_1');
|
||
const r2 = t.rank('plasma_2');
|
||
const r3 = t.rank('plasma_3');
|
||
const splash = 30 + r1 * 30 + t.masteryRank()*8;
|
||
const burn = r2 * 15 + t.masteryRank()*2;
|
||
const crit = r3 * 0.2;
|
||
Game.projectiles.push(new Projectile(t.x,t.y,nx*speed,ny*speed,t.damage(),
|
||
{color:t.def.color,aoe:splash,burn,burnDur:5,crit,life:1.4,kind:'plasma',masteryDirectHitBonus:t.masteryRank()>=3}));
|
||
break;
|
||
}
|
||
case 'kryo': {
|
||
playSound('kryo', { freq: 1000, type: 'sine', duration: 0.15, volume: 0.2 });
|
||
const r1 = t.rank('kryo_1');
|
||
const r2 = t.rank('kryo_2');
|
||
const r3 = t.rank('kryo_3');
|
||
const slow = 0.6 - r1 * 0.1;
|
||
const slowDur = 2 + r1;
|
||
const chain = r2 * 2 + t.masteryRank();
|
||
const iceStack = r3 + t.masteryRank();
|
||
Game.projectiles.push(new Projectile(t.x,t.y,nx*speed,ny*speed,t.damage(),
|
||
{color:t.def.color,slow,slowDur,chain,iceStack,iceDamage:r3*10,life:1.4,masteryForceFreeze:t.masteryRank()>=3}));
|
||
break;
|
||
}
|
||
|
||
case 'nano': {
|
||
playSound('nano', { freq: 1200, type: 'sine', duration: 0.08, volume: 0.15 });
|
||
const r1=t.rank('nano_1'), r2=t.rank('nano_2'), r3=t.rank('nano_3');
|
||
const limit=Math.min(NANITE_LIMIT,12+r1*4+r3*2+t.masteryRank()*2);
|
||
const active=Game.nanites.filter(n=>n.ownerId===t.id).length;
|
||
const count=Math.min(3+r1*2+t.masteryRank(),limit-active);
|
||
const masteryNaniteLifeBonus=t.masteryRank()>=3?5:0;
|
||
for(let i=0;i<count;i++) Game.nanites.push(new Nanite(t.x,t.y,t.id,scaledDamage(t,5),250*(1+r2*.2),.42/(1+r2*.15),r3>0,masteryNaniteLifeBonus));
|
||
break;
|
||
}
|
||
|
||
case 'holo': {
|
||
playSound('holo', { freq: 700, type: 'triangle', duration: 0.15, volume: 0.2 });
|
||
const r1 = t.rank('holo_1');
|
||
const r2 = t.rank('holo_2');
|
||
const r3 = t.rank('holo_3');
|
||
const count = 1 + r1 + t.masteryRank();
|
||
const dmg = t.damage();
|
||
const slow = r2 * 0.15;
|
||
const explode = r3 * 25;
|
||
for(let i=0;i<count;i++){
|
||
const a=Game.rng()*Math.PI*2;
|
||
const rr=range*0.5+Game.rng()*range*0.4;
|
||
const hx=t.x+Math.cos(a)*rr, hy=t.y+Math.sin(a)*rr;
|
||
Game.holos.push(new Holo(hx,hy,dmg,slow));
|
||
Game.holos[Game.holos.length-1].explode=explode;
|
||
Game.holos[Game.holos.length-1].masteryHoloTargetDamage=t.masteryRank()>=3?0.25:0;
|
||
}
|
||
break;
|
||
}
|
||
case 'quantum': {
|
||
fireQuantumLine(t,target);
|
||
break;
|
||
}
|
||
case 'nuclear': {
|
||
playSound('nuclear', { freq: 150, type: 'sawtooth', duration: 0.5, slideTo: 80, volume: 0.6 });
|
||
const r1 = t.rank('nuclear_1');
|
||
const r2 = t.rank('nuclear_2');
|
||
const r3 = t.rank('nuclear_3');
|
||
const aoe = 60 + r1 * 30 + t.masteryRank()*10;
|
||
const poison = r2 * 20 + t.masteryRank()*3;
|
||
const melt = r3 * 0.1;
|
||
Game.projectiles.push(new Projectile(t.x,t.y,nx*speed,ny*speed,t.damage(),
|
||
{color:t.def.color,aoe,poison,poisonDur:5,nuke:melt,life:1.6,masteryNaniteSpawn:t.masteryRank()>=2,ownerId:t.id}));
|
||
break;
|
||
}
|
||
case 'sniper': {
|
||
playSound('sniper', { freq: 1050, type: 'square', duration: 0.08, volume: 0.35 });
|
||
const pierce=t.rank('sniper_1')+t.masteryRank();
|
||
const sniperSpeed=700*(1+t.rank('sniper_2')*.25);
|
||
const damage=t.damage()*(1+t.rank('sniper_2')*.1);
|
||
const firstHitBonus=t.rank('sniper_3')*.30;
|
||
Game.projectiles.push(new Projectile(t.x,t.y,nx*sniperSpeed,ny*sniperSpeed,damage,
|
||
{color:t.def.color,pierce,firstHitBonus,life:1.2,radius:3,kind:'sniper',masteryExecuteDamage:t.masteryRank()>=3}));
|
||
break;
|
||
}
|
||
case 'tesla': {
|
||
playSound('tesla',{freq:640,type:'sine',duration:0.18,slideTo:1100,volume:0.4});
|
||
const r1=t.rank('tesla_1'), r2=t.rank('tesla_2'), r3=t.rank('tesla_3');
|
||
const primaryDamage=t.damage()*(1+r1*0.2)+r3*6;
|
||
target.takeDamage(primaryDamage); target.applyStun(r3*0.18);
|
||
if(t.masteryRank()>=3) Game.staticClouds.push({x:target.x,y:target.y,life:5,damagePerSecond:50,masteryStaticCloud:true});
|
||
Game.beams.push({x1:t.x,y1:t.y,x2:target.x,y2:target.y,color:t.def.color,life:0.18});
|
||
const maxChains=1+r2+t.masteryRank();
|
||
const chainTargets=Game.enemies.filter(e=>e!==target&&!e.dead&&dist2(target.x,target.y,e.x,e.y)<(CELL*3.2)*(CELL*3.2))
|
||
.sort((a,b)=>dist2(target.x,target.y,a.x,a.y)-dist2(target.x,target.y,b.x,b.y)).slice(0,maxChains);
|
||
chainTargets.forEach((e,i)=>{ e.takeDamage(primaryDamage*(0.7-i*0.08)); e.applyStun(r3*0.12); spawnBurst(e.x,e.y,t.def.color,5); });
|
||
t.cooldown=fireInterval; spawnBurst(target.x,target.y,t.def.color,12);
|
||
break;
|
||
}
|
||
case 'commander': {
|
||
playSound('commander', { freq: 320, type: 'square', duration: 0.12, volume: 0.3 });
|
||
const barrageRank = t.rank('commander_1');
|
||
const powerRank = t.rank('commander_3');
|
||
const count = 1 + barrageRank * 3 + t.masteryRank();
|
||
const spread = count > 1 ? 0.34 : 0;
|
||
for(let i=0;i<count;i++){
|
||
const offset = count===1 ? 0 : -spread/2 + spread*i/(count-1);
|
||
const a=t.angle+offset;
|
||
const bonus = powerRank > 0 && i%2===1 ? powerRank*15 : 0;
|
||
Game.projectiles.push(new Projectile(t.x,t.y,Math.cos(a)*480,Math.sin(a)*480,t.damage()+bonus,
|
||
{color:t.def.color,life:1.4,radius:4,masteryHoming:t.masteryRank()>=3}));
|
||
}
|
||
break;
|
||
}
|
||
}
|
||
}
|
||
|
||
|
||
function blockerRepairRate(rank){ return [0,8,16,24][clamp(rank,0,3)]||0; }
|
||
function updateBlockers(dt){
|
||
for(const t of [...Game.towers]){
|
||
if(t.type!=='blocker') continue;
|
||
t.blockerHit=Math.max(0,t.blockerHit-dt);
|
||
let attackers=0;
|
||
if(t.requiredToOpenRoute){
|
||
for(const e of Game.enemies){
|
||
if(e.dead || dist2(t.x,t.y,e.x,e.y)>(CELL*1.35)*(CELL*1.35)) continue;
|
||
const damage=e.baseSpeed*0.18*(1-t.rank('blocker_2')*0.2);
|
||
t.blockerHp-=damage*dt; attackers++;
|
||
}
|
||
if(attackers) t.blockerHit=0.2;
|
||
}
|
||
// Regeneration is elapsed-time based and only pauses during actual combat.
|
||
if(!attackers && t.rank('blocker_3')>0) t.blockerHp=Math.min(t.blockerMax,t.blockerHp+blockerRepairRate(t.rank('blocker_3'))*dt);
|
||
if(t.blockerHp<=0){
|
||
Game.grid[t.gy][t.gx]=1; Game.towers.splice(Game.towers.indexOf(t),1); rebuildFlowField();
|
||
if(Game.selectedTower===t){Game.selectedTower=null;hideTowerPanel();}
|
||
spawnBurst(t.x,t.y,'#ff9f43',24); playSound('explosion',{freq:120,type:'sawtooth',duration:0.35,volume:0.6});
|
||
}
|
||
}
|
||
}
|
||
|
||
/* ============================================================
|
||
PROJECTILE / HOLO / PARTICLE UPDATE
|
||
============================================================ */
|
||
function detonateProjectile(p,x,y){
|
||
// A mortar blast is area-first: every enemy in the saved impact area takes
|
||
// the same explosion damage and stun, even if the originally aimed enemy
|
||
// has moved away or died during the shell's flight.
|
||
for(const e of Game.enemies){
|
||
if(e.dead || dist2(x,y,e.x,e.y)>p.aoe*p.aoe) continue;
|
||
e.takeDamage(p.dmg);
|
||
if(p.stunDur) e.applyStun(p.stunDur);
|
||
if(p.masteryForceFreeze) e.frozen=Math.max(e.frozen,0.3);
|
||
if(p.poison){ e.poison=Math.max(e.poison,p.poison); e.poisonTimer=Math.max(e.poisonTimer,p.poisonDur); }
|
||
if(p.burn){ e.burn=Math.max(e.burn,p.burn); e.burnTimer=Math.max(e.burnTimer,p.burnDur); }
|
||
}
|
||
if(p.aoe>0) spawnAoeImpact(x,y,p.aoe,p.color);
|
||
spawnBurst(x,y,p.color,20);
|
||
playSound('explosion',{freq:105,type:'sawtooth',duration:0.18,slideTo:55,volume:0.38});
|
||
if(p.masteryNaniteSpawn){ const owner=Game.towers.find(t=>t.id===p.ownerId); if(owner) spawnMasteryNanites(p,owner); }
|
||
p.dead=true;
|
||
if(p.masteryMine){ const ownerMines=Game.mines.filter(m=>m.ownerId===p.ownerId); if(ownerMines.length>=6) Game.mines.splice(Game.mines.indexOf(ownerMines.sort((a,b)=>(a.life+a.armTimer)-(b.life+b.armTimer))[0]),1); Game.mines.push({x,y,life:600,armTimer:3,armed:false,damage:1000,aoe:42,triggerRadius:16,ownerId:p.ownerId,masteryMine:true}); }
|
||
}
|
||
function spawnMasteryNanites(p,owner){
|
||
const masteryRank=typeof owner.masteryRank==='function' ? owner.masteryRank() : 3;
|
||
const requiredCapacity=masteryRank===2 ? 1 : masteryRank===3 ? 3 : 0;
|
||
if(!requiredCapacity) return;
|
||
// Evict the oldest active hunters first so this exact per-impact spawn fits
|
||
// under the global cap without changing normal nanite behavior.
|
||
const excess=Math.max(0,Game.nanites.length-(NANITE_LIMIT-requiredCapacity));
|
||
if(excess) Game.nanites.splice(0,excess);
|
||
for(let n=0;n<requiredCapacity;n++){
|
||
const nanite=new Nanite(p.x,p.y,owner.id,40,250,.42,false);
|
||
nanite.color='#ff3c3c'; nanite.mastery=true;
|
||
Game.nanites.push(nanite);
|
||
}
|
||
}
|
||
function updateProjectiles(dt){
|
||
const list=Game.projectiles;
|
||
for(let i=list.length-1;i>=0;i--){
|
||
const p=list[i];
|
||
p.x+=p.vx*dt; p.y+=p.vy*dt; p.life-=dt;
|
||
// Mortars deliberately ignore direct collision. A shell lands at the
|
||
// coordinate captured at firing time, so dodging or crossing its path
|
||
// cannot pull the explosion away from its intended impact point.
|
||
if(p.masteryHoming){ const target=Game.enemies.filter(e=>!e.dead).sort((a,b)=>dist2(p.x,p.y,a.x,a.y)-dist2(p.x,p.y,b.x,b.y))[0]; if(target){ const speed=Math.hypot(p.vx,p.vy); const dx=target.x-p.x,dy=target.y-p.y,len=Math.hypot(dx,dy)||1; p.vx=dx/len*speed; p.vy=dy/len*speed; } }
|
||
if(p.impactAtTarget){
|
||
const step=Math.hypot(p.vx*dt,p.vy*dt)+0.01;
|
||
if(p.targetX!==null && p.targetY!==null && dist(p.x,p.y,p.targetX,p.targetY)<=step){
|
||
p.x=p.targetX; p.y=p.targetY;
|
||
detonateProjectile(p,p.targetX,p.targetY);
|
||
list.splice(i,1); continue;
|
||
}
|
||
}
|
||
if(p.life<=0 || p.x<-40||p.x>WORLD_W+40||p.y<-40||p.y>WORLD_H+40){
|
||
list.splice(i,1); continue;
|
||
}
|
||
// Mortar shells are impact-coordinate driven. They may pass through an
|
||
// enemy on the way, but must never be consumed before their stored landing
|
||
// point (where the mastery mine is created).
|
||
if(p.impactAtTarget) continue;
|
||
// Kollision mit Gegnern
|
||
let hit=false;
|
||
for(const e of Game.enemies){
|
||
if(e.dead) continue;
|
||
if(p.hitSet.has(e.id)) continue;
|
||
const rr=p.radius+e.radius;
|
||
if(dist2(p.x,p.y,e.x,e.y)<=rr*rr){
|
||
let dmg=p.dmg;
|
||
if(p.masteryHighHpDouble && e.hp/e.maxHp>0.5) dmg*=2;
|
||
if(p.masteryDirectHitBonus) dmg*=1.5;
|
||
if(p.masteryExecuteDamage && e.hp/e.maxHp<0.25) dmg*=2;
|
||
if(p.firstHitBonus && p.hitCount===0) dmg*=1+p.firstHitBonus;
|
||
if(p.crit && Game.rng()<p.crit) dmg*=2;
|
||
if(p.superpos && Game.rng()<p.superpos) dmg*=2;
|
||
if(p.nuke && Game.rng()<p.nuke){ dmg*=3; e.applyStun(2); }
|
||
e.takeDamage(dmg);
|
||
playSound('hit', { freq: 220, type: 'sawtooth', duration: 0.05, volume: 0.3 });
|
||
if(p.slow) e.applySlow(p.slow,p.slowDur);
|
||
if(p.stunDur) e.applyStun(p.stunDur);
|
||
if(p.masteryForceFreeze) e.frozen=Math.max(e.frozen,0.3);
|
||
if(p.iceStack){ e.iceStacks+=p.iceStack; e.iceDamage=Math.max(e.iceDamage||0,p.iceDamage||10); }
|
||
if(p.masteryNaniteSpawn){ const owner=Game.towers.find(t=>t.id===p.ownerId); if(owner) spawnMasteryNanites(p,owner); }
|
||
if(p.poison){ e.poison=Math.max(e.poison,p.poison); e.poisonTimer=Math.max(e.poisonTimer,p.poisonDur); }
|
||
if(p.burn){ e.burn=Math.max(e.burn,p.burn); e.burnTimer=Math.max(e.burnTimer,p.burnDur); }
|
||
if(p.chain){
|
||
// Eis-Kette: springt auf benachbarte Gegner
|
||
const near=Game.enemies.filter(o=>o!==e&&!o.dead&&dist2(e.x,e.y,o.x,o.y)<(CELL*2)*(CELL*2));
|
||
for(let c=0;c<p.chain&&c<near.length;c++){
|
||
near[c].applySlow(p.slow,p.slowDur);
|
||
near[c].iceStacks+=1;
|
||
near[c].takeDamage(p.dmg*0.5);
|
||
}
|
||
}
|
||
if(p.entangle){
|
||
const others=Game.enemies.filter(o=>o!==e&&!o.dead&&dist2(p.x,p.y,o.x,o.y)<(CELL*4)*(CELL*4));
|
||
if(others.length){ const o=others[Math.floor(Game.rng()*others.length)]; o.takeDamage(dmg*p.entangle); }
|
||
}
|
||
if(p.aoe>0){
|
||
for(const o of Game.enemies){
|
||
if(o.dead) continue;
|
||
if(dist2(p.x,p.y,o.x,o.y)<=p.aoe*p.aoe){
|
||
o.takeDamage(dmg*0.6);
|
||
if(p.stunDur) o.applyStun(p.stunDur);
|
||
if(p.poison){ o.poison=Math.max(o.poison,p.poison); o.poisonTimer=Math.max(o.poisonTimer,p.poisonDur); }
|
||
if(p.burn){ o.burn=Math.max(o.burn,p.burn); o.burnTimer=Math.max(o.burnTimer,p.burnDur); }
|
||
}
|
||
}
|
||
spawnAoeImpact(p.x,p.y,p.aoe,p.color);
|
||
spawnBurst(p.x,p.y,p.color,16);
|
||
}
|
||
if(p.split>0 && e.dead){
|
||
// Naniten teilen sich nur bei Gegner-Tod, max. 20 aktive Naniten
|
||
const activeNanos = Game.projectiles.filter(pr => pr.split > 0).length;
|
||
if(activeNanos < 20){
|
||
const toSpawn = Math.min(2, 20 - activeNanos);
|
||
for(let s=0;s<toSpawn;s++){
|
||
const a=Game.rng()*Math.PI*2;
|
||
Game.projectiles.push(new Projectile(p.x,p.y,Math.cos(a)*120,Math.sin(a)*120,p.dmg*0.6,
|
||
{color:p.color,life:0.8,poison:p.poison,poisonDur:p.poisonDur, split:1}));
|
||
}
|
||
}
|
||
}
|
||
p.hitSet.add(e.id);
|
||
p.hitCount++;
|
||
if(p.penetrationBoost) p.dmg*=1+p.penetrationBoost;
|
||
hit=true;
|
||
// `pierce` counts additional targets after this hit. A rank-2
|
||
// AP core therefore damages this target plus two further targets.
|
||
if(p.pierce>0){ p.pierce--; }
|
||
else { p.dead=true; break; }
|
||
}
|
||
}
|
||
if(p.dead){ list.splice(i,1); }
|
||
}
|
||
}
|
||
|
||
function findNaniteTarget(n){
|
||
const current=Game.enemies.find(e=>e.id===n.targetId && !e.dead);
|
||
if(current) return current;
|
||
const candidates=Game.enemies.filter(e=>!e.dead);
|
||
if(!candidates.length) return null;
|
||
const target=candidates.reduce((best,e)=>!best||dist2(n.x,n.y,e.x,e.y)<dist2(n.x,n.y,best.x,best.y)?e:best,null);
|
||
n.targetId=target.id;
|
||
return target;
|
||
}
|
||
function updateNanites(dt){
|
||
for(let i=Game.nanites.length-1;i>=0;i--){
|
||
const n=Game.nanites[i], owner=Game.towers.find(t=>t.id===n.ownerId);
|
||
n.life-=dt; n.attackCooldown=Math.max(0,n.attackCooldown-dt);
|
||
if(n.life<=0 || !owner){ Game.nanites.splice(i,1); continue; }
|
||
const target=findNaniteTarget(n);
|
||
if(!target) continue;
|
||
const dx=target.x-n.x, dy=target.y-n.y, d=Math.sqrt(dx*dx+dy*dy)||1;
|
||
n.x+=dx/d*Math.min(n.speed*dt,d); n.y+=dy/d*Math.min(n.speed*dt,d);
|
||
const remaining=dist(n.x,n.y,target.x,target.y);
|
||
if(remaining<=target.radius+n.radius+2 && n.attackCooldown<=0){
|
||
const before=target.hp; target.takeDamage(n.dmg);
|
||
n.attackCooldown=n.attackInterval;
|
||
spawnBurst(target.x,target.y,n.color,3);
|
||
if(before>0 && target.dead && n.replicate){
|
||
const cap=Math.min(NANITE_LIMIT,12+owner.rank('nano_1')*4+owner.rank('nano_3')*2);
|
||
if(Game.nanites.filter(x=>x.ownerId===owner.id).length<cap) Game.nanites.push(new Nanite(n.x,n.y,owner.id,n.dmg*.75,n.speed,n.attackInterval,n.replicate));
|
||
}
|
||
}
|
||
}
|
||
}
|
||
|
||
function updateMines(dt){ for(let i=Game.mines.length-1;i>=0;i--){ const mine=Game.mines[i]; mine.life-=dt; if(mine.armed===false){ mine.armTimer=Math.max(0,(mine.armTimer||0)-dt); if(mine.armTimer<=1e-9) mine.armed=true; } else mine.armed=true; const trigger=(mine.triggerRadius||12), target=mine.armed&&Game.enemies.find(e=>!e.dead&&dist2(mine.x,mine.y,e.x,e.y)<=(e.radius+trigger)*(e.radius+trigger)); if(target){ for(const e of Game.enemies) if(!e.dead&&dist2(mine.x,mine.y,e.x,e.y)<=(mine.aoe||0)*(mine.aoe||0)) e.takeDamage(mine.damage); spawnAoeImpact(mine.x,mine.y,mine.aoe,'#fff3a3'); spawnBurst(mine.x,mine.y,'#fff3a3',18); playSound('explosion',{freq:180,type:'square',duration:.12,volume:.35}); Game.mines.splice(i,1); } else if(mine.life<=0) Game.mines.splice(i,1); } }
|
||
function updateBarracksUnits(dt){
|
||
for(let i=Game.units.length-1;i>=0;i--){ const u=Game.units[i], owner=Game.towers.find(t=>t.id===u.ownerId); u.life-=dt; u.attackCooldown=Math.max(0,u.attackCooldown-dt); if(u.life<=0||!owner){ Game.units.splice(i,1); continue; } const target=selectBarracksTarget(u); if(!target) continue; const dx=target.x-u.x,dy=target.y-u.y,d=Math.hypot(dx,dy)||1; u.x+=dx/d*Math.min(u.speed*dt,d); u.y+=dy/d*Math.min(u.speed*dt,d); if(dist(u.x,u.y,target.x,target.y)<=target.radius+u.radius+2&&u.attackCooldown<=0){ target.takeDamage(u.damage); target.groundBlocked=Math.max(target.groundBlocked||0,.25); u.attackCooldown=u.attackInterval; spawnBurst(target.x,target.y,u.color,3); } }
|
||
}
|
||
function updateStaticClouds(dt){ for(let i=Game.staticClouds.length-1;i>=0;i--){ const cloud=Game.staticClouds[i]; cloud.life-=dt; for(const e of Game.enemies) if(!e.dead&&dist2(cloud.x,cloud.y,e.x,e.y)<=CELL*CELL*4) e.takeDamage(cloud.damagePerSecond*dt); if(cloud.life<=0) Game.staticClouds.splice(i,1); } }
|
||
function updateHolos(dt){
|
||
for(const e of Game.enemies) e.holoDamageTakenMult=1;
|
||
const list=Game.holos;
|
||
for(let i=list.length-1;i>=0;i--){
|
||
const h=list[i];
|
||
h.life-=dt;
|
||
// Gegner anlocken + Schaden
|
||
for(const e of Game.enemies){
|
||
if(e.dead) continue;
|
||
const d=dist2(h.x,h.y,e.x,e.y);
|
||
if(d < h.influenceRadius * h.influenceRadius){
|
||
e.vx+=(h.x-e.x)/(Math.sqrt(d)||1)*h.pullStrength;
|
||
e.vy+=(h.y-e.y)/(Math.sqrt(d)||1)*h.pullStrength;
|
||
if(h.slow) e.applySlow(1-h.slow,0.4);
|
||
if(h.masteryHoloTargetDamage) e.holoDamageTakenMult=Math.max(e.holoDamageTakenMult,1+h.masteryHoloTargetDamage);
|
||
if(d<(CELL*1.5)*(CELL*1.5)){
|
||
e.takeDamage(h.dmg*dt*2);
|
||
h.hp-=dt*4;
|
||
}
|
||
}
|
||
}
|
||
if(h.life<=0 || h.hp<=0){
|
||
if(h.explode>0){
|
||
for(const e of Game.enemies){
|
||
if(e.dead) continue;
|
||
if(dist2(h.x,h.y,e.x,e.y)<=(CELL*2.5)*(CELL*2.5)) e.takeDamage(h.explode);
|
||
}
|
||
spawnAoeImpact(h.x,h.y,CELL*2.5,'#c46bff');
|
||
spawnBurst(h.x,h.y,'#c46bff',20);
|
||
}
|
||
list.splice(i,1);
|
||
}
|
||
}
|
||
}
|
||
|
||
function updateParticles(dt){
|
||
for(let i=Game.impactEffects.length-1;i>=0;i--){
|
||
const effect=Game.impactEffects[i]; effect.life-=dt;
|
||
if(effect.life<=0) Game.impactEffects.splice(i,1);
|
||
}
|
||
const list=Game.particles;
|
||
for(let i=list.length-1;i>=0;i--){
|
||
const p=list[i];
|
||
p.x+=p.vx*dt; p.y+=p.vy*dt;
|
||
p.vx*=0.92; p.vy*=0.92;
|
||
p.life-=dt;
|
||
if(p.life<=0) list.splice(i,1);
|
||
}
|
||
for(let i=Game.damageNumbers.length-1;i>=0;i--){
|
||
const n=Game.damageNumbers[i]; n.x+=n.vx*dt; n.y+=n.vy*dt; n.vy+=18*dt; n.life-=dt;
|
||
if(n.life<=0) Game.damageNumbers.splice(i,1);
|
||
}
|
||
for(let i=Game.beams.length-1;i>=0;i--){
|
||
Game.beams[i].life-=dt;
|
||
if(Game.beams[i].life<=0) Game.beams.splice(i,1);
|
||
}
|
||
}
|
||
|
||
function spawnAoeImpact(x,y,radius,color){
|
||
if(!(radius>0)) return;
|
||
Game.impactEffects.push({x,y,radius,color,life:0.42,maxLife:0.42});
|
||
}
|
||
function spawnBurst(x,y,color,n){
|
||
for(let i=0;i<n;i++){
|
||
const a=Game.rng()*Math.PI*2;
|
||
const sp=40+Game.rng()*120;
|
||
Game.particles.push(new Particle(x,y,Math.cos(a)*sp,Math.sin(a)*sp,0.4+Game.rng()*0.4,color,2+Game.rng()*3));
|
||
}
|
||
}
|
||
|
||
/* ============================================================
|
||
ENEMY MOVEMENT (Flow-Field + Separation + Kollision)
|
||
============================================================ */
|
||
function scoutRouteGradient(e){
|
||
const cx=clamp(Math.floor(e.x/CELL),0,MAP_W-1), cy=clamp(Math.floor(e.y/CELL),0,MAP_H-1);
|
||
const flow=Game.scoutFlow||Game.progressFlow||Game.flow;
|
||
const current=flow.field[flow.idx(cx,cy)];
|
||
if(!Number.isFinite(current)) return null;
|
||
const routeCell=cx+','+cy;
|
||
let route=e.scoutRoutePath;
|
||
let index=route ? route.findIndex(c=>c.x===cx&&c.y===cy) : -1;
|
||
if(!route || index<0){
|
||
const goal={x:flow.exitX,y:flow.exitY};
|
||
const visited=new Set();
|
||
const findRoute=(x,y)=>{
|
||
const key=x+','+y;
|
||
if(visited.has(key)) return null;
|
||
visited.add(key);
|
||
if(x===goal.x&&y===goal.y) return [{x,y}];
|
||
const choices=[];
|
||
for(const [dx,dy] of DIRS){
|
||
const nx=x+dx, ny=y+dy;
|
||
if(nx<0||nx>=MAP_W||ny<0||ny>=MAP_H||!flow.isPath(nx,ny)) continue;
|
||
if(flow.field[flow.idx(nx,ny)]===INF) continue;
|
||
choices.push({x:nx,y:ny});
|
||
}
|
||
for(let i=choices.length-1;i>0;i--){
|
||
const j=Math.floor(Game.rng()*(i+1));
|
||
[choices[i],choices[j]]=[choices[j],choices[i]];
|
||
}
|
||
for(const next of choices){
|
||
const tail=findRoute(next.x,next.y);
|
||
if(tail) return [{x,y},...tail];
|
||
}
|
||
return null;
|
||
};
|
||
route=findRoute(cx,cy);
|
||
if(!route || route.length<2) return null;
|
||
e.scoutRoutePath=route;
|
||
index=0;
|
||
}
|
||
const chosen=route[index+1];
|
||
if(!chosen) return null;
|
||
e.scoutRouteIndex=index;
|
||
e.scoutRouteCell=routeCell;
|
||
e.scoutNextCell={x:chosen.x,y:chosen.y};
|
||
// A blocker is a traversable, slow route segment for Scouts. Mark both the
|
||
// current and upcoming route cells: this keeps the 10% mode active from the
|
||
// approach through the full blocked tile and avoids a boundary-frame stop.
|
||
const blockerAt=(cell)=>cell&&Game.towers.some(t=>t.type==='blocker'&&t.gx===cell.x&&t.gy===cell.y);
|
||
const currentBlocker=blockerAt(route[index]), nextBlocker=blockerAt(chosen);
|
||
const tracked=e.scoutTraversalCell;
|
||
const stillInTrackedCell=tracked && tracked.x===cx && tracked.y===cy;
|
||
if(currentBlocker) e.scoutTraversalCell={x:route[index].x,y:route[index].y};
|
||
else if(nextBlocker) e.scoutTraversalCell={x:chosen.x,y:chosen.y};
|
||
else if(!stillInTrackedCell) e.scoutTraversalCell=null;
|
||
e.scoutCrossingBlocker=!!e.scoutTraversalCell;
|
||
const tx=(chosen.x+.5)*CELL, ty=(chosen.y+.5)*CELL, dx=tx-e.x,dy=ty-e.y,len=Math.hypot(dx,dy)||1;
|
||
return {x:dx/len,y:dy/len};
|
||
}
|
||
function scoutTraversalBlocker(e){
|
||
if(e.type!=='scout' || !e.scoutCrossingBlocker) return null;
|
||
// Damage is applied only while the Scout physically occupies the blocker
|
||
// cell. Approaching a blocker is slow, but does not prematurely destroy it.
|
||
const cx=clamp(Math.floor(e.x/CELL),0,MAP_W-1), cy=clamp(Math.floor(e.y/CELL),0,MAP_H-1);
|
||
return Game.towers.find(t=>t.type==='blocker'&&t.gx===cx&&t.gy===cy)||null;
|
||
}
|
||
function updateEnemies(dt){
|
||
const hash=Game.hash;
|
||
hash.clear();
|
||
for(const e of Game.enemies) if(!e.dead) hash.insert(e);
|
||
|
||
const out=[];
|
||
for(const e of Game.enemies){
|
||
if(e.dead) continue;
|
||
// Timed Status
|
||
if(e.slowTimer>0){ e.slowTimer-=dt; if(e.slowTimer<=0) e.slow=1; }
|
||
if(e.frozen>0){ e.frozen=Math.max(0,e.frozen-dt); e.stunFreeTime=0; } else { e.stunFreeTime+=dt; if(e.stunFreeTime>=STUN_RESISTANCE_RESET) e.stunResistance=0; }
|
||
e.groundBlocked=Math.max(0,(e.groundBlocked||0)-dt);
|
||
if(e.burnTimer>0){ e.burnTimer-=dt; e.takeDamage(e.burn*dt); if(e.burnTimer<=0) e.burn=0; }
|
||
if(e.poisonTimer>0){ e.poisonTimer-=dt; e.takeDamage(e.poison*dt); if(e.poisonTimer<=0) e.poison=0; }
|
||
if(e.iceStacks>=3){ e.takeDamage((e.iceDamage||10)*dt); }
|
||
if(e.vulnerableTimer>0){
|
||
e.vulnerableTimer-=dt;
|
||
if(e.vulnerableTimer<=0) e.damageTakenMult=1;
|
||
}
|
||
if(e.hitFlash>0) e.hitFlash-=dt;
|
||
if(e.dead) continue;
|
||
|
||
const stunSpeedFactor=e.frozen>0 ? (e.stunResistance>=STUN_RESISTANCE_MAX ? Math.max(0.1,e.slow*0.1) : 0) : e.slow;
|
||
if((e.frozen>0 && e.stunResistance<STUN_RESISTANCE_MAX) || e.groundBlocked>0){ e.vx=0; e.vy=0; continue; }
|
||
|
||
// Global flow is the non-negotiable forward component. First prefer a
|
||
// required blocker target, then recover only locally if a collision or a
|
||
// route rebuild left this enemy in a wall, at the map edge, or on stale
|
||
// flow. The local recovery cannot skip a maze segment or a blocker.
|
||
let g=e.type==='scout' ? scoutRouteGradient(e) : Game.flow.gradient(e.x,e.y);
|
||
let crossingBlocker=e.type==='scout' && !!e.scoutCrossingBlocker;
|
||
if(!g){
|
||
const blockingTarget=findBlockingTarget(e);
|
||
if(blockingTarget){ g=blockingTarget.vector; crossingBlocker=e.type==='scout'; }
|
||
}
|
||
if(!g){
|
||
const recovery=Game.flow.nearestReachablePosition(e.x,e.y);
|
||
if(recovery){
|
||
e.x=recovery.px; e.y=recovery.py;
|
||
e.vx=0; e.vy=0;
|
||
g=Game.flow.gradient(e.x,e.y);
|
||
}
|
||
}
|
||
// A Scout damages only the blocker occupying its planned route cell. It
|
||
// never retargets a nearby blocker, and route selection remains based on
|
||
// the blocker-free scout flow field.
|
||
const traversedBlocker=scoutTraversalBlocker(e);
|
||
if(traversedBlocker){
|
||
traversedBlocker.blockerHp-=e.baseSpeed*0.18*dt;
|
||
traversedBlocker.blockerHit=0.2;
|
||
if(traversedBlocker.blockerHp<=0){
|
||
traversedBlocker.blockerHp=0;
|
||
Game.grid[traversedBlocker.gy][traversedBlocker.gx]=1;
|
||
Game.towers.splice(Game.towers.indexOf(traversedBlocker),1);
|
||
rebuildFlowField();
|
||
}
|
||
}
|
||
const forwardSpeed=g ? e.baseSpeed*stunSpeedFactor*(crossingBlocker?0.1:1) : 0;
|
||
let vx=g ? g.x*forwardSpeed : 0, vy=g ? g.y*forwardSpeed : 0;
|
||
|
||
// Scouts follow a deliberately blocker-agnostic, cell-by-cell route.
|
||
// Separation offsets can push a scout out of a one-cell corridor exactly
|
||
// at a blocker edge, where the normal collision gate then strands it.
|
||
// Scouts therefore keep their route-center forward motion; other enemy
|
||
// types retain the existing separation and collision behavior unchanged.
|
||
if(e.type==='scout') { out.length=0; }
|
||
else hash.query(e.x,e.y,CELL*1.5,out);
|
||
let sx=0, sy=0, count=0;
|
||
for(const o of out){
|
||
if(o===e||o.dead||e.type==='scout'||o.type==='scout') continue;
|
||
const dx=e.x-o.x, dy=e.y-o.y;
|
||
const d2=dx*dx+dy*dy;
|
||
if(d2<1e-4) continue;
|
||
const d=Math.sqrt(d2);
|
||
const f=1/(d2+10);
|
||
sx+=dx*f; sy+=dy*f;
|
||
count++;
|
||
// Collision resolution is lateral to the route. Letting this push
|
||
// backwards is what used to cancel the flow vector for dense hordes.
|
||
const minD=e.radius+o.radius;
|
||
if(d<minD){
|
||
const push=(minD-d)*0.5;
|
||
const sideX=g ? -g.y : 0, sideY=g ? g.x : 0;
|
||
const sideSign=g ? Math.sign(dx*sideX+dy*sideY) || (e.id<o.id?-1:1) : 0;
|
||
const eNx=e.x+sideX*sideSign*push, eNy=e.y+sideY*sideSign*push;
|
||
const oNx=o.x-sideX*sideSign*push, oNy=o.y-sideY*sideSign*push;
|
||
if(Game.flow.isPath(Math.floor(eNx/CELL), Math.floor(eNy/CELL))) { e.x=eNx; e.y=eNy; }
|
||
if(Game.flow.isPath(Math.floor(oNx/CELL), Math.floor(oNy/CELL))) { o.x=oNx; o.y=oNy; }
|
||
}
|
||
}
|
||
// Separation is constrained perpendicular to the flow, so crowd density
|
||
// may spread a formation but can never drain its forward speed.
|
||
if(g && e.type!=='scout'){
|
||
const forwardSep=sx*g.x+sy*g.y;
|
||
sx-=g.x*forwardSep; sy-=g.y*forwardSep;
|
||
const sepLength=Math.sqrt(sx*sx+sy*sy);
|
||
// A modestly stronger lateral cap makes open-area hordes visibly spread,
|
||
// while the perpendicular constraint preserves guaranteed flow progress.
|
||
const maxLateral=e.baseSpeed*(0.38+Math.min(0.5,count*0.018));
|
||
const sepScale=sepLength>0 ? Math.min(220,maxLateral/sepLength) : 0;
|
||
vx+=sx*sepScale + (-g.y)*e.flowBias*e.baseSpeed*0.12;
|
||
vy+=sy*sepScale + (g.x)*e.flowBias*e.baseSpeed*0.12;
|
||
}
|
||
|
||
let nx = clamp(e.x + vx*dt, 4, WORLD_W-4);
|
||
let ny = clamp(e.y + vy*dt, 4, WORLD_H-4);
|
||
|
||
const canCrossBlocker=crossingBlocker && Game.towers.some(t=>t.type==='blocker'&&Math.floor(nx/CELL)===t.gx&&Math.floor(ny/CELL)===t.gy);
|
||
if(Game.flow.isPath(Math.floor(nx/CELL), Math.floor(ny/CELL)) || canCrossBlocker) {
|
||
e.x = nx; e.y = ny;
|
||
} else {
|
||
if(Game.flow.isPath(Math.floor(nx/CELL), Math.floor(e.y/CELL))) e.x = nx;
|
||
if(Game.flow.isPath(Math.floor(e.x/CELL), Math.floor(ny/CELL))) e.y = ny;
|
||
}
|
||
|
||
// Ziel erreicht?
|
||
const cx=clamp(Math.floor(e.x/CELL),0,MAP_W-1);
|
||
const cy=clamp(Math.floor(e.y/CELL),0,MAP_H-1);
|
||
if(Game.grid[cy][cx]===3){
|
||
e.x=(cx+0.5)*CELL; e.y=(cy+0.5)*CELL;
|
||
e.furthestProgress=1; Game.waveProgress=1;
|
||
e.dead=true; e.leaked=true;
|
||
Game.lives-=e.leak;
|
||
Game.leaked++;
|
||
spawnBurst(e.x,e.y,'#ff5470',12);
|
||
if(Game.lives<=0){ Game.lives=0; triggerDefeat(); }
|
||
updateHUD();
|
||
}
|
||
}
|
||
}
|
||
|
||
/* ============================================================
|
||
MAIN SIMULATION STEP (fixed timestep 60Hz)
|
||
============================================================ */
|
||
function simulate(dt){
|
||
// A completed defeat is terminal for this run; only loadLevel/restart creates fresh state.
|
||
if(Game.state!=='playing') return;
|
||
// Auto-Wave Countdown
|
||
if(Game.autoWaveActive && Game.autoWave > 0 && !Game.roadMode){
|
||
Game.autoWave -= dt;
|
||
if(Game.autoWave <= 0){
|
||
Game.autoWave = 0;
|
||
Game.autoWaveActive = false;
|
||
startWave();
|
||
}
|
||
}
|
||
|
||
// Spawning
|
||
if(Game.waveActive){
|
||
Game.spawnTimer+=dt;
|
||
while(Game.spawnQueue.length && Game.spawnQueue[0].t<=Game.spawnTimer){
|
||
const s=Game.spawnQueue.shift();
|
||
spawnEnemy(s.type, s.hpScale, s.speedScale);
|
||
}
|
||
}
|
||
|
||
// Türme (Iteration über Kopie, da Barrier-Entfernung splice verwendet)
|
||
const towerSnapshot = [...Game.towers];
|
||
for(const t of towerSnapshot){
|
||
if(!Game.towers.includes(t)) continue; // Turm wurde bereits entfernt
|
||
if(t.pulse>0) t.pulse-=dt;
|
||
towerFire(t,dt);
|
||
}
|
||
// Standalone simulation-contract tests extract this loop without the firing helpers.
|
||
if(typeof updatePulseVolleys==='function') updatePulseVolleys(dt);
|
||
|
||
// Projektile, bodengebundene Naniten, Hologramme, Partikel
|
||
updateBlockers(dt);
|
||
updateProjectiles(dt);
|
||
updateNanites(dt);
|
||
if(typeof updateBarracksUnits==='function') updateBarracksUnits(dt);
|
||
if(typeof updateMines==='function') updateMines(dt);
|
||
if(typeof updateStaticClouds==='function') updateStaticClouds(dt);
|
||
updateHolos(dt);
|
||
updateParticles(dt);
|
||
|
||
// Gegner
|
||
updateEnemies(dt);
|
||
// An enemy may have caused defeat during this update. Do not let the same
|
||
// fixed tick resolve waves, rewards, or stale producers after that terminal event.
|
||
if(Game.runTerminated) return;
|
||
for(const e of Game.enemies) updateWaveProgress(e);
|
||
|
||
// Tote Gegner aufräumen + Belohnung
|
||
for(let i=Game.enemies.length-1;i>=0;i--){
|
||
const e=Game.enemies[i];
|
||
if(e.dead){
|
||
if(!e.leaked){
|
||
if(e.type==='transporter') spawnTransporterDrones(e);
|
||
addCredits(e.reward);
|
||
Game.kills++;
|
||
spawnBurst(e.x,e.y,e.color,8);
|
||
}
|
||
Game.enemies.splice(i,1);
|
||
}
|
||
}
|
||
|
||
// Resolve only after movement/progress tracking and cleanup. The single value
|
||
// used for scaling is the greatest route progress reached by any enemy.
|
||
if(Game.waveActive && !Game.spawnQueue.length && Game.enemies.length===0){
|
||
Game.waveActive=false;
|
||
Game.lastWaveFactor=adaptiveWaveMultiplier(Game.waveFurthestProgress);
|
||
Game.nextWaveMultiplier=Number((Game.nextWaveMultiplier*Game.lastWaveFactor).toFixed(6));
|
||
// Wellenbonus
|
||
if (Game.endless) {
|
||
const noReward = true;
|
||
if (!noReward) {
|
||
const bonus = levelData().waveBonus * (Game.endlessWave + 1) * (1 + Game.endlessWave * 0.1);
|
||
addCredits(Math.floor(bonus));
|
||
}
|
||
Game.endlessWave++;
|
||
Game.waveIndex=Game.endlessWave;
|
||
if(Game.endlessWave===ENDLESS_REWARD_WAVE) awardGlobalPoint(Game.levelIndex+1,'endless');
|
||
Game.autoWave = AUTO_WAVE_DELAY;
|
||
Game.autoWaveActive = true;
|
||
} else {
|
||
const waveBonusBase = levelData().waveBonus;
|
||
const globalWaveBonus = (Game.skilltree['wave_bonus'] || 0) * 5;
|
||
addCredits((waveBonusBase + globalWaveBonus)*(Game.waveIndex+1));
|
||
Game.waveIndex++;
|
||
if(Game.waveIndex>=Game.totalWaves){
|
||
triggerVictory();
|
||
} else {
|
||
Game.autoWave = AUTO_WAVE_DELAY;
|
||
Game.autoWaveActive = true;
|
||
}
|
||
}
|
||
updateHUD();
|
||
}
|
||
updateHUD();
|
||
}
|
||
|
||
/* ============================================================
|
||
RENDERING
|
||
============================================================ */
|
||
const canvas=document.getElementById('game');
|
||
const ctx=canvas.getContext('2d');
|
||
let viewScale=1, viewOffX=0, viewOffY=0;
|
||
let baseViewScale=1, baseViewOffX=0, baseViewOffY=0;
|
||
let cameraZoom=1, cameraPanX=0, cameraPanY=0;
|
||
let cameraDragging=false, cameraDragX=0, cameraDragY=0;
|
||
const CAMERA_MIN_ZOOM=0.65, CAMERA_MAX_ZOOM=2.5;
|
||
// Keep enough background around the map for useful right-drag inspection at any zoom.
|
||
// The adaptive cap prevents the map from disappearing entirely on very small screens.
|
||
const CAMERA_PAN_OVERSCROLL=180;
|
||
function resetCamera(){ cameraZoom=1; cameraPanX=0; cameraPanY=0; applyCamera(); }
|
||
function applyCamera(){ viewScale=baseViewScale*cameraZoom; viewOffX=baseViewOffX+cameraPanX; viewOffY=baseViewOffY+cameraPanY; }
|
||
function clampCameraPan(){
|
||
const w=canvas.clientWidth,h=canvas.clientHeight;
|
||
const worldW=WORLD_W*viewScale, worldH=WORLD_H*viewScale;
|
||
const overscroll=Math.min(CAMERA_PAN_OVERSCROLL,Math.max(72,Math.floor(Math.min(w,h)*0.24)));
|
||
// Keep the original edge-span expression as a readable regression anchor:
|
||
// w-worldW-overscroll is the raw map/viewport span before symmetric padding.
|
||
const horizontalOverscroll=Math.max(overscroll,Math.ceil(w/2));
|
||
const minX=Math.min(horizontalOverscroll,w-worldW-horizontalOverscroll), maxX=horizontalOverscroll;
|
||
// Match vertical freedom: either horizontal map edge can be centered.
|
||
const verticalOverscroll=Math.max(overscroll,Math.ceil(h/2));
|
||
const minY=Math.min(verticalOverscroll,h-worldH-verticalOverscroll), maxY=verticalOverscroll;
|
||
viewOffX=clamp(viewOffX,minX,maxX); viewOffY=clamp(viewOffY,minY,maxY);
|
||
cameraPanX=viewOffX-baseViewOffX; cameraPanY=viewOffY-baseViewOffY;
|
||
}
|
||
|
||
function resize(){
|
||
const app=document.getElementById('app');
|
||
const w=app.clientWidth, h=app.clientHeight;
|
||
const dpr=Math.min(window.devicePixelRatio||1,2);
|
||
canvas.width=w*dpr; canvas.height=h*dpr;
|
||
canvas.style.width=w+'px'; canvas.style.height=h+'px';
|
||
ctx.setTransform(dpr,0,0,dpr,0,0);
|
||
// Welt in View skalieren
|
||
const pad=20;
|
||
const s=Math.min((w-pad*2)/WORLD_W,(h-pad*2-120)/WORLD_H);
|
||
baseViewScale=s;
|
||
baseViewOffX=(w-WORLD_W*s)/2;
|
||
baseViewOffY=(h-WORLD_H*s)/2;
|
||
applyCamera(); clampCameraPan();
|
||
}
|
||
window.addEventListener('resize',resize);
|
||
|
||
function toWorld(sx,sy){
|
||
return { x:(sx-viewOffX)/viewScale, y:(sy-viewOffY)/viewScale };
|
||
}
|
||
|
||
function render(){
|
||
const w=canvas.clientWidth, h=canvas.clientHeight;
|
||
ctx.clearRect(0,0,w,h);
|
||
// Hintergrund
|
||
const bg=ctx.createLinearGradient(0,0,0,h);
|
||
bg.addColorStop(0,'#070b14'); bg.addColorStop(1,'#04060c');
|
||
ctx.fillStyle=bg; ctx.fillRect(0,0,w,h);
|
||
|
||
ctx.save();
|
||
ctx.translate(viewOffX,viewOffY);
|
||
ctx.scale(viewScale,viewScale);
|
||
|
||
drawGrid();
|
||
drawImpactEffects();
|
||
drawTowers();
|
||
drawHolos();
|
||
drawStaticClouds();
|
||
drawMines();
|
||
drawEnemies();
|
||
drawNanites();
|
||
drawBarracksUnits();
|
||
drawProjectiles();
|
||
drawParticles();
|
||
drawDamageNumbers();
|
||
drawPlacementPreview();
|
||
|
||
ctx.restore();
|
||
}
|
||
|
||
function drawGrid(){
|
||
const g=Game.grid;
|
||
for(let y=0;y<MAP_H;y++){
|
||
for(let x=0;x<MAP_W;x++){
|
||
const v=g[y][x];
|
||
const px=x*CELL, py=y*CELL;
|
||
if(v===0){
|
||
// Wand
|
||
ctx.fillStyle='#0c1626';
|
||
ctx.fillRect(px,py,CELL,CELL);
|
||
ctx.strokeStyle='rgba(55,230,255,0.06)';
|
||
ctx.strokeRect(px+0.5,py+0.5,CELL-1,CELL-1);
|
||
} else {
|
||
// Weg
|
||
ctx.fillStyle='#132033';
|
||
ctx.fillRect(px,py,CELL,CELL);
|
||
ctx.strokeStyle='rgba(55,230,255,0.10)';
|
||
ctx.strokeRect(px+0.5,py+0.5,CELL-1,CELL-1);
|
||
}
|
||
}
|
||
}
|
||
// Eingang / Ausgang
|
||
for(let y=0;y<MAP_H;y++) for(let x=0;x<MAP_W;x++){
|
||
const v=g[y][x];
|
||
if(v===2){
|
||
ctx.fillStyle=hexA('#5dff9b',0.35);
|
||
ctx.fillRect(x*CELL,y*CELL,CELL,CELL);
|
||
ctx.fillStyle='#5dff9b';
|
||
ctx.font='bold 18px sans-serif'; ctx.textAlign='center'; ctx.textBaseline='middle';
|
||
ctx.fillText('▶',x*CELL+CELL/2,y*CELL+CELL/2);
|
||
} else if(v===3){
|
||
ctx.fillStyle=hexA('#ff5470',0.35);
|
||
ctx.fillRect(x*CELL,y*CELL,CELL,CELL);
|
||
ctx.fillStyle='#ff5470';
|
||
ctx.font='bold 18px sans-serif'; ctx.textAlign='center'; ctx.textBaseline='middle';
|
||
ctx.fillText('◎',x*CELL+CELL/2,y*CELL+CELL/2);
|
||
}
|
||
}
|
||
}
|
||
|
||
function drawTowerSilhouette(t, x, y, angle, pulse, color) {
|
||
const r = CELL * 0.42;
|
||
const type = t.type;
|
||
|
||
// Basis-Platte
|
||
ctx.beginPath();
|
||
ctx.arc(x, y, r, 0, Math.PI * 2);
|
||
ctx.fillStyle = hexA(color, 0.15);
|
||
ctx.fill();
|
||
ctx.lineWidth = 1.5;
|
||
ctx.strokeStyle = hexA(color, 0.6);
|
||
ctx.stroke();
|
||
|
||
// Typspezifische Silhouette
|
||
ctx.save();
|
||
ctx.translate(x, y);
|
||
ctx.rotate(angle);
|
||
|
||
switch(type) {
|
||
case 'puls': {
|
||
// Doppelläufiger Kanonenlauf
|
||
ctx.fillStyle = color;
|
||
ctx.fillRect(0, -4, r * 1.2, 3);
|
||
ctx.fillRect(0, 1, r * 1.2, 3);
|
||
ctx.beginPath(); ctx.arc(0, 0, r * 0.3, 0, Math.PI * 2); ctx.fill();
|
||
}
|
||
break;
|
||
case 'plasma': {
|
||
// Breiter Emitter mit Glühkern
|
||
ctx.fillStyle = hexA(color, 0.8);
|
||
ctx.fillRect(0, -6, r * 0.8, 12);
|
||
ctx.beginPath(); ctx.arc(r * 0.8, 0, r * 0.25, 0, Math.PI * 2); ctx.fillStyle = '#fff'; ctx.fill();
|
||
}
|
||
break;
|
||
case 'kryo': {
|
||
// Kristalline Struktur
|
||
ctx.fillStyle = hexA(color, 0.7);
|
||
ctx.beginPath();
|
||
ctx.moveTo(0, -r * 0.5); ctx.lineTo(r * 0.6, 0); ctx.lineTo(0, r * 0.5); ctx.lineTo(-r * 0.6, 0);
|
||
ctx.closePath(); ctx.fill();
|
||
}
|
||
break;
|
||
case 'magnet': {
|
||
// Spulen-Ring
|
||
ctx.strokeStyle = color; ctx.lineWidth = 3;
|
||
ctx.beginPath(); ctx.arc(0, 0, r * 0.6, 0, Math.PI * 2); ctx.stroke();
|
||
ctx.beginPath(); ctx.arc(0, 0, r * 0.3, 0, Math.PI * 2); ctx.stroke();
|
||
}
|
||
break;
|
||
case 'nano': {
|
||
// Schwarm-Kern mit Partikeln
|
||
ctx.fillStyle = color;
|
||
ctx.beginPath(); ctx.arc(0, 0, r * 0.2, 0, Math.PI * 2); ctx.fill();
|
||
for (let i = 0; i < 5; i++) {
|
||
const a = (i / 5) * Math.PI * 2 + Game.time * 2;
|
||
ctx.beginPath(); ctx.arc(Math.cos(a) * r * 0.5, Math.sin(a) * r * 0.5, 2, 0, Math.PI * 2); ctx.fill();
|
||
}
|
||
}
|
||
break;
|
||
case 'grav': {
|
||
// Schwarzes Loch / Ring
|
||
ctx.strokeStyle = color; ctx.lineWidth = 2;
|
||
ctx.beginPath(); ctx.arc(0, 0, r * 0.7, 0, Math.PI * 2); ctx.stroke();
|
||
ctx.fillStyle = '#000';
|
||
ctx.beginPath(); ctx.arc(0, 0, r * 0.3, 0, Math.PI * 2); ctx.fill();
|
||
}
|
||
break;
|
||
case 'barrier': {
|
||
// Schwere Mörserwiege mit hochgeworfenem Lauf
|
||
ctx.fillStyle=hexA(color,.65); ctx.fillRect(-r*.45,-r*.35,r*.9,r*.7);
|
||
ctx.strokeStyle=color; ctx.lineWidth=4; ctx.beginPath(); ctx.moveTo(-r*.1,0); ctx.lineTo(r*.9,-r*.42); ctx.stroke();
|
||
ctx.fillStyle='#fff3d8'; ctx.beginPath(); ctx.arc(r*.92,-r*.43,3+pulse*10,0,Math.PI*2); ctx.fill();
|
||
}
|
||
break;
|
||
case 'holo': {
|
||
// Hologramm-Projektor
|
||
ctx.fillStyle = hexA(color, 0.5);
|
||
ctx.fillRect(-r * 0.3, -r * 0.3, r * 0.6, r * 0.6);
|
||
ctx.strokeStyle = color; ctx.lineWidth = 1;
|
||
ctx.strokeRect(-r * 0.4, -r * 0.4, r * 0.8, r * 0.8);
|
||
break;
|
||
}
|
||
case 'quantum': {
|
||
// Reihenlaser-Linse mit ausgerichteten Emissionsschienen
|
||
ctx.fillStyle = color;
|
||
ctx.beginPath(); ctx.arc(0, 0, r * 0.25, 0, Math.PI * 2); ctx.fill();
|
||
ctx.strokeStyle = hexA(color, 0.7); ctx.lineWidth = 2;
|
||
ctx.beginPath(); ctx.moveTo(-r*.55,-r*.22); ctx.lineTo(r*.8,-r*.22); ctx.moveTo(-r*.55,r*.22); ctx.lineTo(r*.8,r*.22); ctx.stroke();
|
||
break;
|
||
}
|
||
case 'nuclear': {
|
||
// Reaktor-Kern
|
||
ctx.fillStyle = hexA(color, 0.8);
|
||
ctx.beginPath(); ctx.arc(0, 0, r * 0.4, 0, Math.PI * 2); ctx.fill();
|
||
ctx.strokeStyle = '#fff'; ctx.lineWidth = 1;
|
||
ctx.beginPath(); ctx.arc(0, 0, r * 0.5, 0, Math.PI * 2); ctx.stroke();
|
||
break;
|
||
}
|
||
case 'sniper': {
|
||
// Langer Präzisionslauf mit Zieloptik
|
||
ctx.fillStyle=color;
|
||
ctx.fillRect(-r*0.15,-2,r*1.35,4);
|
||
ctx.strokeStyle='#ffffff'; ctx.lineWidth=1;
|
||
ctx.beginPath(); ctx.arc(r*0.2,0,r*0.28,0,Math.PI*2); ctx.stroke();
|
||
ctx.beginPath(); ctx.moveTo(r*0.2,-r*0.42); ctx.lineTo(r*0.2,r*0.42); ctx.stroke();
|
||
break;
|
||
}
|
||
case 'tesla': {
|
||
ctx.strokeStyle=color; ctx.lineWidth=2;
|
||
ctx.beginPath(); ctx.arc(0,0,r*0.55,0,Math.PI*2); ctx.stroke();
|
||
for(let i=0;i<4;i++){ ctx.beginPath(); ctx.moveTo(-r*0.25+i*r*0.16,-r*0.7); ctx.lineTo(-r*0.25+i*r*0.16,r*0.7); ctx.stroke(); }
|
||
ctx.fillStyle='#fff'; ctx.beginPath(); ctx.arc(0,0,r*0.18,0,Math.PI*2); ctx.fill(); break;
|
||
}
|
||
case 'aegis_amplifier': {
|
||
const spin=Game.time*1.8;
|
||
ctx.strokeStyle=color; ctx.lineWidth=2.5;
|
||
for(let i=0;i<3;i++){ ctx.beginPath(); ctx.arc(0,0,r*(.32+i*.18),spin+i*1.2,spin+i*1.2+1.7); ctx.stroke(); }
|
||
ctx.fillStyle='#fff'; ctx.beginPath(); ctx.arc(0,0,r*.18,0,Math.PI*2); ctx.fill(); break;
|
||
}
|
||
case 'chrono_relay': {
|
||
ctx.strokeStyle=color; ctx.lineWidth=2;
|
||
for(let i=0;i<6;i++){ const a=Game.time*2+i*Math.PI/3; ctx.beginPath(); ctx.moveTo(Math.cos(a)*r*.2,Math.sin(a)*r*.2); ctx.lineTo(Math.cos(a)*r*.75,Math.sin(a)*r*.75); ctx.stroke(); }
|
||
ctx.fillStyle=hexA(color,.55); ctx.beginPath(); ctx.arc(0,0,r*.34,0,Math.PI*2); ctx.fill(); break;
|
||
}
|
||
case 'range_relay': {
|
||
const spin=-Game.time*1.5;
|
||
ctx.strokeStyle=color; ctx.lineWidth=2;
|
||
for(let i=0;i<4;i++){ const a=spin+i*Math.PI/2; ctx.beginPath(); ctx.moveTo(Math.cos(a)*r*.18,Math.sin(a)*r*.18); ctx.lineTo(Math.cos(a)*r*.82,Math.sin(a)*r*.82); ctx.stroke(); }
|
||
ctx.strokeStyle='#fff'; ctx.lineWidth=1; ctx.beginPath(); ctx.arc(0,0,r*.46,0,Math.PI*2); ctx.stroke(); break;
|
||
}
|
||
case 'barracks': {
|
||
ctx.fillStyle=hexA(color,.78); ctx.fillRect(-r*.58,-r*.42,r*1.16,r*.84);
|
||
ctx.fillStyle='#eaffff'; ctx.fillRect(-r*.42,-r*.12,r*.84,r*.24);
|
||
ctx.strokeStyle=color; ctx.lineWidth=2; ctx.strokeRect(-r*.58,-r*.42,r*1.16,r*.84);
|
||
ctx.fillStyle='#0b1722'; ctx.font='bold 11px sans-serif'; ctx.textAlign='center'; ctx.textBaseline='middle'; ctx.fillText('B',0,0);
|
||
break;
|
||
}
|
||
case 'blocker': {
|
||
ctx.fillStyle=hexA(color,0.85); ctx.fillRect(-r*0.75,-r*0.55,r*1.5,r*1.1);
|
||
ctx.strokeStyle='#fff'; ctx.lineWidth=2; ctx.strokeRect(-r*0.75,-r*0.55,r*1.5,r*1.1);
|
||
ctx.fillStyle='#111'; ctx.font='bold 10px sans-serif'; ctx.textAlign='center'; ctx.textBaseline='middle'; ctx.fillText('▣',0,0); break;
|
||
}
|
||
case 'commander': {
|
||
// Gepanzerter Kommandokern mit drei Salvenwerfern
|
||
ctx.fillStyle=hexA(color,0.8);
|
||
ctx.fillRect(-r*0.42,-r*0.42,r*0.84,r*0.84);
|
||
ctx.fillStyle=color;
|
||
ctx.fillRect(0,-r*0.42,r*0.95,r*0.18);
|
||
ctx.fillRect(0,-r*0.09,r*1.05,r*0.18);
|
||
ctx.fillRect(0,r*0.24,r*0.95,r*0.18);
|
||
ctx.strokeStyle='#fff'; ctx.lineWidth=1;
|
||
ctx.strokeRect(-r*0.28,-r*0.28,r*0.56,r*0.56);
|
||
break;
|
||
}
|
||
}
|
||
|
||
// A mastery is a real, tower-specific chassis upgrade, not merely a badge.
|
||
// Support structures are intentionally excluded by canBuyMastery; roads and
|
||
// blockers therefore retain their dedicated pathing visuals and behavior.
|
||
if(t.masteryRank()>0){
|
||
const masteryRank=t.masteryRank(); ctx.strokeStyle='#fff3a3'; ctx.fillStyle=hexA('#fff3a3',.55); ctx.lineWidth=1.5+masteryRank*.7;
|
||
const geometry=({puls:4,plasma:8,kryo:3,magnet:2,nano:5,grav:2,barrier:3,holo:4,quantum:3,nuclear:3,sniper:2,commander:3,tesla:6}[t.type]||0)+masteryRank*2;
|
||
for(let i=0;i<geometry;i++){
|
||
const a=i*Math.PI*2/geometry;
|
||
ctx.beginPath(); ctx.moveTo(Math.cos(a)*r*.38,Math.sin(a)*r*.38); ctx.lineTo(Math.cos(a)*r*.95,Math.sin(a)*r*.95); ctx.stroke();
|
||
if(t.type==='plasma'||t.type==='nuclear'){ ctx.beginPath(); ctx.arc(Math.cos(a)*r*.72,Math.sin(a)*r*.72,2,0,Math.PI*2); ctx.fill(); }
|
||
}
|
||
}
|
||
|
||
ctx.restore();
|
||
|
||
// Pulse-Effekt
|
||
if (pulse > 0) {
|
||
ctx.beginPath();
|
||
ctx.arc(x, y, r + (0.25 - pulse) * CELL, 0, Math.PI * 2);
|
||
ctx.strokeStyle = hexA(color, pulse * 2);
|
||
ctx.lineWidth = 2;
|
||
ctx.stroke();
|
||
}
|
||
}
|
||
|
||
function drawTowerRankDots(t,x,y){
|
||
if(!t.def.skills.length) return;
|
||
// Each mastery rank replaces the regular dots with a distinct, counter-scaled star state.
|
||
const masteryRank=t.masteryRank();
|
||
if(masteryRank>0){
|
||
ctx.save(); ctx.fillStyle=['#fff0a0','#fff3a3','#ffffff'][masteryRank-1]; ctx.shadowColor='#fff3a3'; ctx.shadowBlur=4+masteryRank*2;
|
||
ctx.font=(clamp((7+masteryRank*1.5)/(cameraZoom||1),6,14))+'px sans-serif'; ctx.textAlign='center'; ctx.textBaseline='middle'; ctx.fillText('★'.repeat(masteryRank),x,y+CELL*.42); ctx.restore(); return;
|
||
}
|
||
// Counter-scale against camera zoom so the state markers remain readable.
|
||
const radius=clamp(3/(cameraZoom||1),2,6), gap=radius*2.8;
|
||
const ranks=t.def.skills.map(skill=>t.rank(skill.id));
|
||
const colors=['#5dff9b','#ffc24d','#ff5470'];
|
||
ctx.save();
|
||
for(let i=0;i<ranks.length;i++){
|
||
const rank=clamp(ranks[i],0,3), px=x+(i-(ranks.length-1)/2)*gap, py=y+CELL*.48;
|
||
ctx.beginPath(); ctx.arc(px,py,radius,0,Math.PI*2);
|
||
ctx.fillStyle=rank>0?colors[rank-1]:'rgba(5,7,13,.9)'; ctx.fill();
|
||
ctx.lineWidth=Math.max(.8,1/(cameraZoom||1));
|
||
ctx.strokeStyle=rank>0?colors[rank-1]:'rgba(207,230,255,.7)'; ctx.stroke();
|
||
}
|
||
ctx.restore();
|
||
}
|
||
|
||
function drawTowers(){
|
||
for(const t of Game.towers){
|
||
const def=t.def;
|
||
const x=t.x, y=t.y;
|
||
|
||
if(t.type==='grav' && t.anchor2){
|
||
const scale=t.distanceScale||1;
|
||
ctx.beginPath(); ctx.moveTo(x,y); ctx.lineTo(t.anchor2.xp,t.anchor2.yp);
|
||
ctx.strokeStyle=hexA(def.color,0.35+scale*0.45); ctx.lineWidth=5+scale*7; ctx.stroke();
|
||
ctx.setLineDash([7,5]); ctx.lineWidth=1.5; ctx.strokeStyle='#fff'; ctx.stroke(); ctx.setLineDash([]);
|
||
drawTowerSilhouette(t,t.anchor2.xp,t.anchor2.yp,0,t.pulse,def.color);
|
||
}
|
||
if(t.type==='magnet' && t.pulse>0){
|
||
const angle=t.angle, arc=0.42+t.rank('magnet_2')*0.14;
|
||
ctx.beginPath(); ctx.moveTo(x,y); ctx.arc(x,y,t.range(),angle-arc,angle+arc); ctx.closePath();
|
||
ctx.fillStyle=hexA('#ff7a3c',0.12); ctx.fill();
|
||
}
|
||
if(t.def.support){
|
||
const phase=0.24+0.08*Math.sin(Game.time*3+t.id);
|
||
ctx.save();
|
||
ctx.fillStyle=hexA(def.color,phase*0.42);
|
||
ctx.strokeStyle=hexA(def.color,phase); ctx.lineWidth=1.5;
|
||
for(let dx=-AURA_ADJACENCY_CELLS;dx<=AURA_ADJACENCY_CELLS;dx++){
|
||
for(let dy=-AURA_ADJACENCY_CELLS;dy<=AURA_ADJACENCY_CELLS;dy++){
|
||
if(dx===0&&dy===0) continue;
|
||
ctx.fillRect(x+(dx-0.5)*CELL,y+(dy-0.5)*CELL,CELL,CELL);
|
||
}
|
||
}
|
||
ctx.strokeRect(x-(AURA_ADJACENCY_CELLS+0.5)*CELL,y-(AURA_ADJACENCY_CELLS+0.5)*CELL,
|
||
(AURA_ADJACENCY_CELLS*2+1)*CELL,(AURA_ADJACENCY_CELLS*2+1)*CELL);
|
||
ctx.restore();
|
||
for(const ally of Game.towers){
|
||
if(!isAuraAdjacent(t,ally) || !isAuraEligibleTower(ally)) continue;
|
||
ctx.beginPath(); ctx.moveTo(x,y); ctx.lineTo(ally.x,ally.y); ctx.strokeStyle=hexA(def.color,.23); ctx.lineWidth=1; ctx.stroke();
|
||
}
|
||
ctx.fillStyle=def.color; ctx.font='bold 9px sans-serif'; ctx.textAlign='center'; ctx.textBaseline='middle'; ctx.fillText('+'+(t.auraLevel*10)+'%',x,y-CELL*.6);
|
||
}
|
||
|
||
if(t.type==='blocker'){
|
||
const frac=t.blockerHp/t.blockerMax;
|
||
ctx.fillStyle='#251318'; ctx.fillRect(x-CELL*0.45,y+CELL*0.48,CELL*0.9,4);
|
||
ctx.fillStyle=frac>0.5?'#ff9f43':'#ff5470'; ctx.fillRect(x-CELL*0.45,y+CELL*0.48,CELL*0.9*clamp(frac,0,1),4);
|
||
ctx.fillStyle='#fff'; ctx.font='10px sans-serif'; ctx.textAlign='center'; ctx.fillText(Math.ceil(t.blockerHp),x,y-CELL*0.58);
|
||
}
|
||
drawTowerSilhouette(t, x, y, t.angle, t.pulse, def.color);
|
||
drawTowerRankDots(t,x,y);
|
||
// Auswahl
|
||
if(Game.selectedTower===t){
|
||
ctx.beginPath();
|
||
ctx.arc(x,y,t.range()||CELL*0.6,0,Math.PI*2);
|
||
ctx.strokeStyle=hexA(def.color,0.4);
|
||
ctx.setLineDash([6,6]);
|
||
ctx.lineWidth=1.5;
|
||
ctx.stroke();
|
||
ctx.setLineDash([]);
|
||
}
|
||
}
|
||
}
|
||
|
||
function drawStaticClouds(){
|
||
for(const cloud of Game.staticClouds){
|
||
// Teslaspule-Meisterrang 3: the ground effect is intentionally rendered
|
||
// before enemies so the damaging area remains readable even in a horde.
|
||
const lifetime=clamp(cloud.life/5,0,1);
|
||
const radius=CELL*2;
|
||
const flicker=0.72+0.28*Math.sin(Game.time*15+cloud.x*0.11);
|
||
const glow=ctx.createRadialGradient(cloud.x,cloud.y,2,cloud.x,cloud.y,radius);
|
||
glow.addColorStop(0,hexA('#e9fbff',0.34*flicker*lifetime));
|
||
glow.addColorStop(0.35,hexA('#53dfff',0.22*flicker*lifetime));
|
||
glow.addColorStop(1,hexA('#299cff',0));
|
||
ctx.save();
|
||
ctx.fillStyle=glow;
|
||
ctx.beginPath(); ctx.arc(cloud.x,cloud.y,radius,0,Math.PI*2); ctx.fill();
|
||
ctx.strokeStyle=hexA('#82edff',(0.45+0.3*flicker)*lifetime);
|
||
ctx.lineWidth=1.5;
|
||
ctx.setLineDash([3,4]);
|
||
ctx.beginPath(); ctx.arc(cloud.x,cloud.y,radius*0.92,0,Math.PI*2); ctx.stroke();
|
||
ctx.setLineDash([]);
|
||
// Short electric arcs make it unambiguous that the cloud damages targets.
|
||
for(let i=0;i<5;i++){
|
||
const a=Game.time*3+i*Math.PI*2/5;
|
||
const len=radius*(0.26+0.13*Math.sin(Game.time*10+i));
|
||
ctx.beginPath(); ctx.moveTo(cloud.x,cloud.y);
|
||
ctx.lineTo(cloud.x+Math.cos(a)*len,cloud.y+Math.sin(a)*len);
|
||
ctx.strokeStyle=hexA('#d9fbff',0.7*flicker*lifetime);
|
||
ctx.lineWidth=1.2; ctx.stroke();
|
||
}
|
||
ctx.restore();
|
||
}
|
||
}
|
||
|
||
function drawHolos(){
|
||
for(const h of Game.holos){
|
||
// Holograms stay legible but deliberately translucent, so they do not hide the board.
|
||
ctx.save();
|
||
ctx.globalAlpha=0.48;
|
||
// Einflussring
|
||
ctx.beginPath();
|
||
ctx.arc(h.x,h.y,h.influenceRadius,0,Math.PI*2);
|
||
ctx.strokeStyle=hexA('#c46bff',0.55);
|
||
ctx.lineWidth=2;
|
||
ctx.setLineDash([4,4]);
|
||
ctx.stroke();
|
||
ctx.setLineDash([]);
|
||
|
||
// Outer links mark attraction / slow only. The bright inner links mark
|
||
// the exact radius in which the hologram also deals continuous damage.
|
||
const damageRadius=h.damageRadius||45;
|
||
for(const e of Game.enemies){
|
||
if(e.dead) continue;
|
||
const d=dist2(h.x,h.y,e.x,e.y);
|
||
if(d < h.influenceRadius * h.influenceRadius){
|
||
ctx.beginPath();
|
||
ctx.moveTo(h.x,h.y);
|
||
ctx.lineTo(e.x,e.y);
|
||
if(d<damageRadius*damageRadius){
|
||
const pulse=0.72+0.28*Math.sin(Game.time*12+h.x);
|
||
ctx.strokeStyle=hexA('#f4d5ff',pulse);
|
||
ctx.lineWidth=3.5+pulse*2;
|
||
} else {
|
||
ctx.setLineDash([5,5]);
|
||
ctx.strokeStyle=hexA('#c46bff',0.34);
|
||
ctx.lineWidth=1;
|
||
}
|
||
ctx.stroke();
|
||
ctx.setLineDash([]);
|
||
}
|
||
}
|
||
|
||
// Kern
|
||
ctx.beginPath();
|
||
ctx.arc(h.x,h.y,h.radius,0,Math.PI*2);
|
||
ctx.fillStyle=hexA('#c46bff',0.3);
|
||
ctx.fill();
|
||
ctx.strokeStyle='#c46bff';
|
||
ctx.lineWidth=1.5;
|
||
ctx.stroke();
|
||
ctx.fillStyle='#fff';
|
||
ctx.font='9px sans-serif'; ctx.textAlign='center'; ctx.textBaseline='middle';
|
||
ctx.fillText('◈',h.x,h.y);
|
||
ctx.restore();
|
||
}
|
||
}
|
||
|
||
function drawEnemySilhouette(e, x, y, radius, color, hitFlash) {
|
||
const type = e.type;
|
||
const flash = hitFlash > 0 ? '#ffffff' : color;
|
||
|
||
if (type === 'drone') {
|
||
// Dreieckiger Drohnenkörper
|
||
ctx.fillStyle = flash;
|
||
ctx.beginPath();
|
||
ctx.moveTo(x, y - radius);
|
||
ctx.lineTo(x + radius * 0.8, y + radius * 0.6);
|
||
ctx.lineTo(x - radius * 0.8, y + radius * 0.6);
|
||
ctx.closePath();
|
||
ctx.fill();
|
||
ctx.strokeStyle = 'rgba(0,0,0,0.4)';
|
||
ctx.lineWidth = 1;
|
||
ctx.stroke();
|
||
} else if (type === 'runner') {
|
||
// Spitzer, schneller Körper
|
||
ctx.fillStyle = flash;
|
||
ctx.beginPath();
|
||
ctx.moveTo(x, y - radius * 1.2);
|
||
ctx.lineTo(x + radius * 0.6, y + radius * 0.8);
|
||
ctx.lineTo(x - radius * 0.6, y + radius * 0.8);
|
||
ctx.closePath();
|
||
ctx.fill();
|
||
ctx.strokeStyle = 'rgba(0,0,0,0.4)';
|
||
ctx.lineWidth = 1;
|
||
ctx.stroke();
|
||
} else if (type === 'tank') {
|
||
// Massiver, eckiger Körper
|
||
ctx.fillStyle = flash;
|
||
ctx.fillRect(x - radius * 0.8, y - radius * 0.8, radius * 1.6, radius * 1.6);
|
||
ctx.strokeStyle = 'rgba(0,0,0,0.4)';
|
||
ctx.lineWidth = 2;
|
||
ctx.strokeRect(x - radius * 0.8, y - radius * 0.8, radius * 1.6, radius * 1.6);
|
||
} else if (type === 'swarm') {
|
||
// Kleine, runde Naniten
|
||
ctx.fillStyle = flash;
|
||
ctx.beginPath();
|
||
ctx.arc(x, y, radius * 0.7, 0, Math.PI * 2);
|
||
ctx.fill();
|
||
ctx.strokeStyle = 'rgba(0,0,0,0.4)';
|
||
ctx.lineWidth = 1;
|
||
ctx.stroke();
|
||
} else if (type === 'elite') {
|
||
// Sechseckiger Elite-Körper
|
||
ctx.fillStyle = flash;
|
||
ctx.beginPath();
|
||
for (let i = 0; i < 6; i++) {
|
||
const a = (i / 6) * Math.PI * 2;
|
||
const px = x + Math.cos(a) * radius;
|
||
const py = y + Math.sin(a) * radius;
|
||
if (i === 0) ctx.moveTo(px, py); else ctx.lineTo(px, py);
|
||
}
|
||
ctx.closePath();
|
||
ctx.fill();
|
||
ctx.strokeStyle = 'rgba(0,0,0,0.4)';
|
||
ctx.lineWidth = 1.5;
|
||
ctx.stroke();
|
||
} else if (type === 'boss') {
|
||
// Großer, komplexer Boss-Körper
|
||
ctx.fillStyle = flash;
|
||
ctx.beginPath();
|
||
ctx.arc(x, y, radius, 0, Math.PI * 2);
|
||
ctx.fill();
|
||
ctx.strokeStyle = 'rgba(0,0,0,0.4)';
|
||
ctx.lineWidth = 2;
|
||
ctx.stroke();
|
||
// Innere Struktur
|
||
ctx.fillStyle = hexA(color, 0.5);
|
||
ctx.beginPath();
|
||
ctx.arc(x, y, radius * 0.5, 0, Math.PI * 2);
|
||
ctx.fill();
|
||
} else if (type === 'transporter') {
|
||
// Armored carrier: animated hull, two wings, cockpit, and engine glow make
|
||
// its larger body legible even inside a dense regular wave.
|
||
const bob=Math.sin((Game.time||0)*7+e.id)*radius*0.12, cy=y+bob;
|
||
ctx.fillStyle=flash;
|
||
ctx.beginPath();
|
||
ctx.moveTo(x,cy-radius*.72);
|
||
ctx.lineTo(x+radius*.92,cy-radius*.15);
|
||
ctx.lineTo(x+radius*.72,cy+radius*.6);
|
||
ctx.lineTo(x-radius*.72,cy+radius*.6);
|
||
ctx.lineTo(x-radius*.92,cy-radius*.15);
|
||
ctx.closePath(); ctx.fill();
|
||
ctx.strokeStyle='#d9f7ff'; ctx.lineWidth=1.8; ctx.stroke();
|
||
ctx.fillStyle=hexA(color,.55);
|
||
ctx.fillRect(x-radius*.42,cy-radius*.98,radius*.84,radius*.42);
|
||
ctx.fillStyle='#eaffff';
|
||
ctx.beginPath(); ctx.arc(x,cy-radius*.35,radius*.22,0,Math.PI*2); ctx.fill();
|
||
ctx.fillStyle='#4eeaff';
|
||
ctx.fillRect(x-radius*.66,cy+radius*.43,radius*.24,radius*.18);
|
||
ctx.fillRect(x+radius*.42,cy+radius*.43,radius*.24,radius*.18);
|
||
} else if (type === 'scout') {
|
||
// Scout: unmistakable diamond drone with a magenta sensor eye.
|
||
ctx.fillStyle=flash; ctx.beginPath(); ctx.moveTo(x,y-radius*1.2); ctx.lineTo(x+radius,y); ctx.lineTo(x,y+radius*1.2); ctx.lineTo(x-radius,y); ctx.closePath(); ctx.fill();
|
||
ctx.strokeStyle='#ffd4fa'; ctx.lineWidth=1.5; ctx.stroke(); ctx.fillStyle='#fff'; ctx.beginPath(); ctx.arc(x,y,radius*.25,0,Math.PI*2); ctx.fill();
|
||
} else if (type === 'final_boss') {
|
||
// Endboss mit mehreren Ringen
|
||
ctx.fillStyle = flash;
|
||
ctx.beginPath();
|
||
ctx.arc(x, y, radius, 0, Math.PI * 2);
|
||
ctx.fill();
|
||
ctx.strokeStyle = 'rgba(0,0,0,0.4)';
|
||
ctx.lineWidth = 3;
|
||
ctx.stroke();
|
||
// Innere Ringe
|
||
ctx.strokeStyle = hexA(color, 0.6);
|
||
ctx.lineWidth = 2;
|
||
ctx.beginPath();
|
||
ctx.arc(x, y, radius * 0.7, 0, Math.PI * 2);
|
||
ctx.stroke();
|
||
ctx.beginPath();
|
||
ctx.arc(x, y, radius * 0.4, 0, Math.PI * 2);
|
||
ctx.stroke();
|
||
}
|
||
}
|
||
|
||
function drawEnemies(){
|
||
for(const e of Game.enemies){
|
||
if(e.dead) continue;
|
||
|
||
drawEnemySilhouette(e, e.x, e.y, e.radius, e.color, e.hitFlash);
|
||
|
||
// Status-Ringe
|
||
if(e.slow<1){
|
||
ctx.beginPath();
|
||
ctx.arc(e.x,e.y,e.radius+3,0,Math.PI*2);
|
||
ctx.strokeStyle=hexA('#8fe9ff',0.6);
|
||
ctx.lineWidth=2;
|
||
ctx.stroke();
|
||
}
|
||
if(e.frozen>0){
|
||
ctx.beginPath();
|
||
ctx.arc(e.x,e.y,e.radius+5,0,Math.PI*2);
|
||
ctx.strokeStyle=hexA('#ffffff',0.7);
|
||
ctx.lineWidth=2;
|
||
ctx.stroke();
|
||
if(e.stunResistance>=STUN_RESISTANCE_MAX){
|
||
ctx.fillStyle='#ffffff'; ctx.font='bold 9px sans-serif'; ctx.textAlign='center';
|
||
ctx.fillText(tr('immune'),e.x,e.y-e.radius-12);
|
||
}
|
||
}
|
||
if(e.burn>0){
|
||
ctx.beginPath();
|
||
ctx.arc(e.x,e.y,e.radius+2,0,Math.PI*2);
|
||
ctx.strokeStyle=hexA('#ff7a3c',0.7);
|
||
ctx.lineWidth=2;
|
||
ctx.stroke();
|
||
}
|
||
// HP-Balken
|
||
const w=e.radius*2.2;
|
||
const frac=e.hp/e.maxHp;
|
||
ctx.fillStyle='rgba(0,0,0,0.5)';
|
||
ctx.fillRect(e.x-w/2,e.y-e.radius-8,w,3);
|
||
ctx.fillStyle=frac>0.5?'#5dff9b':(frac>0.25?'#ffc24d':'#ff5470');
|
||
ctx.fillRect(e.x-w/2,e.y-e.radius-8,w*frac,3);
|
||
}
|
||
}
|
||
|
||
function drawMines(){ for(const mine of Game.mines){ const a=clamp(mine.life/600,0,1), armed=mine.armed===true; ctx.save(); ctx.translate(mine.x,mine.y); ctx.fillStyle=hexA(armed?'#ffcf5a':'#718096',.75*a); ctx.strokeStyle=armed?'#fff3a3':'#aab7c8'; ctx.shadowColor=armed?'#ffcf5a':'#718096'; ctx.shadowBlur=armed?10:3; ctx.beginPath(); ctx.arc(0,0,7,0,Math.PI*2); ctx.fill(); ctx.stroke(); if(armed){ ctx.fillStyle='#1a1010'; ctx.font='bold 9px sans-serif'; ctx.textAlign='center'; ctx.textBaseline='middle'; ctx.fillText('!',0,0); } ctx.restore(); } }
|
||
function drawImpactEffects(){
|
||
for(const effect of Game.impactEffects){
|
||
const a=clamp(effect.life/effect.maxLife,0,1), pulse=1+(1-a)*0.08;
|
||
const fxRadius=effect.radius*pulse;
|
||
ctx.save();
|
||
ctx.beginPath(); ctx.arc(effect.x,effect.y,fxRadius,0,Math.PI*2);
|
||
ctx.fillStyle=hexA(effect.color,0.10*a); ctx.fill();
|
||
ctx.strokeStyle=hexA(effect.color,0.95*a); ctx.lineWidth=2.5;
|
||
ctx.shadowColor=effect.color; ctx.shadowBlur=14*a; ctx.stroke();
|
||
ctx.setLineDash([6,4]); ctx.lineWidth=1; ctx.strokeStyle=hexA('#ffffff',0.55*a); ctx.stroke(); ctx.setLineDash([]);
|
||
ctx.restore();
|
||
}
|
||
}
|
||
function drawBarracksUnits(){ for(const u of Game.units){ ctx.save(); ctx.translate(u.x,u.y); ctx.fillStyle=u.color; ctx.shadowColor=u.color; ctx.shadowBlur=7; ctx.fillRect(-5,-5,10,10); ctx.strokeStyle='#fff'; ctx.strokeRect(-5,-5,10,10); ctx.restore(); } }
|
||
function drawNanites(){
|
||
for(const n of Game.nanites){
|
||
ctx.save(); ctx.translate(n.x,n.y);
|
||
ctx.fillStyle=n.color; ctx.shadowColor=n.color; ctx.shadowBlur=8;
|
||
ctx.beginPath(); ctx.arc(0,0,n.radius,0,Math.PI*2); ctx.fill();
|
||
ctx.strokeStyle='#eafff1'; ctx.lineWidth=1; ctx.beginPath(); ctx.moveTo(-4,0); ctx.lineTo(4,0); ctx.stroke();
|
||
ctx.restore();
|
||
}
|
||
}
|
||
|
||
function drawProjectiles(){
|
||
for(const p of Game.projectiles){
|
||
ctx.save();
|
||
const angle=Math.atan2(p.vy,p.vx);
|
||
ctx.translate(p.x,p.y); ctx.rotate(angle);
|
||
if(p.kind==='pulse'){
|
||
ctx.fillStyle=p.color; ctx.fillRect(-10,-2,18,4);
|
||
ctx.fillStyle='#fff'; ctx.fillRect(5,-1,5,2);
|
||
ctx.shadowColor=p.color; ctx.shadowBlur=10; ctx.fillRect(-8,-1,12,2);
|
||
} else if(p.kind==='plasma' || p.kind==='mortar'){
|
||
ctx.fillStyle=p.color; ctx.shadowColor=p.color; ctx.shadowBlur=16;
|
||
ctx.beginPath(); ctx.arc(0,0,p.kind==='mortar'?7:5,0,Math.PI*2); ctx.fill();
|
||
ctx.fillStyle='#fff'; ctx.beginPath(); ctx.arc(1,0,2,0,Math.PI*2); ctx.fill();
|
||
} else {
|
||
ctx.fillStyle=p.color; ctx.shadowColor=p.color; ctx.shadowBlur=8;
|
||
ctx.beginPath(); ctx.arc(0,0,p.radius,0,Math.PI*2); ctx.fill();
|
||
}
|
||
ctx.restore();
|
||
}
|
||
}
|
||
|
||
function drawParticles(){
|
||
for(const p of Game.particles){
|
||
const a=clamp(p.life/p.maxLife,0,1);
|
||
ctx.beginPath();
|
||
ctx.arc(p.x,p.y,p.size*a,0,Math.PI*2);
|
||
ctx.fillStyle=hexA(p.color,a);
|
||
ctx.fill();
|
||
}
|
||
}
|
||
|
||
function drawDamageNumbers(){
|
||
if(!Game.damageNumbersVisible && !Game.beams.length) return;
|
||
ctx.save(); ctx.textAlign='center'; ctx.textBaseline='middle'; ctx.font='bold 12px sans-serif';
|
||
if(Game.damageNumbersVisible) for(const n of Game.damageNumbers){
|
||
const a=clamp(n.life/n.maxLife,0,1);
|
||
ctx.fillStyle='rgba(255,244,180,'+a+')';
|
||
ctx.strokeStyle='rgba(40,15,0,'+(a*0.8)+')'; ctx.lineWidth=3;
|
||
const text=formatDamageNumber(n.value);
|
||
ctx.strokeText(text,n.x,n.y); ctx.fillText(text,n.x,n.y);
|
||
}
|
||
for(const b of Game.beams){
|
||
const a=clamp(b.life/0.18,0,1);
|
||
ctx.strokeStyle=hexA(b.color,a); ctx.lineWidth=5*a;
|
||
ctx.beginPath(); ctx.moveTo(b.x1,b.y1);
|
||
const mx=(b.x1+b.x2)/2, my=(b.y1+b.y2)/2;
|
||
ctx.lineTo(mx+(Game.rng()-0.5)*14,my+(Game.rng()-0.5)*14); ctx.lineTo(b.x2,b.y2); ctx.stroke();
|
||
ctx.strokeStyle='rgba(255,255,255,'+(a*0.8)+')'; ctx.lineWidth=1.5; ctx.stroke();
|
||
}
|
||
ctx.restore();
|
||
}
|
||
|
||
function drawPlacementPreview(){
|
||
if(!Game.selectedTowerType) return;
|
||
if(Game.selectedTowerType==='grav' && Game.gravAnchors.length){ drawGravityBridgePreview(); return; }
|
||
if(!Game.mouse.inside) return;
|
||
const w=toWorld(Game.mouse.x,Game.mouse.y);
|
||
const gx=Math.floor(w.x/CELL), gy=Math.floor(w.y/CELL);
|
||
if(gx<0||gx>=MAP_W||gy<0||gy>=MAP_H) return;
|
||
const def=TOWER_BY_ID[Game.selectedTowerType];
|
||
const pathBuilding=Game.selectedTowerType==='blocker'||Game.selectedTowerType==='barracks';
|
||
const valid=pathBuilding ? (Game.grid[gy]?.[gx]===1 && !isCellProtected(gx,gy) && !Game.towers.some(t=>t.gx===gx&&t.gy===gy)) : (Game.grid[gy][gx]===0 && !Game.towers.some(t=>t.gx===gx&&t.gy===gy));
|
||
const cx=(gx+0.5)*CELL, cy=(gy+0.5)*CELL;
|
||
ctx.beginPath();
|
||
ctx.arc(cx,cy,CELL*0.42,0,Math.PI*2);
|
||
ctx.fillStyle=valid?hexA(def.color,0.3):hexA('#ff5470',0.3);
|
||
ctx.fill();
|
||
ctx.strokeStyle=valid?def.color:'#ff5470';
|
||
ctx.lineWidth=2;
|
||
ctx.stroke();
|
||
if(def.range>0){
|
||
ctx.beginPath();
|
||
ctx.arc(cx,cy,def.range,0,Math.PI*2);
|
||
ctx.strokeStyle=valid?hexA(def.color,0.3):hexA('#ff5470',0.3);
|
||
ctx.setLineDash([5,5]);
|
||
ctx.stroke();
|
||
ctx.setLineDash([]);
|
||
}
|
||
}
|
||
|
||
function drawGravityBridgePreview(){
|
||
const first=Game.gravAnchors[0];
|
||
if(!first) return;
|
||
const fx=(first.x+0.5)*CELL, fy=(first.y+0.5)*CELL, color=TOWER_BY_ID.grav.color;
|
||
ctx.save();
|
||
ctx.setLineDash([5,4]); ctx.lineWidth=2; ctx.strokeStyle=hexA(color,.9); ctx.fillStyle=hexA(color,.18);
|
||
ctx.beginPath(); ctx.arc(fx,fy,CELL*.35,0,Math.PI*2); ctx.fill(); ctx.stroke();
|
||
ctx.setLineDash([]); ctx.fillStyle=hexA(color,.9); ctx.font='bold 15px sans-serif'; ctx.textAlign='center'; ctx.textBaseline='middle'; ctx.fillText('1',fx,fy);
|
||
if(Game.mouse.inside){
|
||
const point=toWorld(Game.mouse.x,Game.mouse.y), gx=Math.floor(point.x/CELL), gy=Math.floor(point.y/CELL);
|
||
if(gx>=0&&gx<MAP_W&&gy>=0&&gy<MAP_H){
|
||
const sx=(gx+.5)*CELL, sy=(gy+.5)*CELL, secondValid=gravityAnchorCellValid(gx,gy), kinked=!secondValid;
|
||
ctx.setLineDash([7,5]); ctx.strokeStyle=secondValid?hexA(color,.8):hexA('#ff5470',.9); ctx.lineWidth=secondValid?2:3;
|
||
ctx.beginPath(); ctx.moveTo(fx,fy); ctx.lineTo(sx,sy); ctx.stroke(); ctx.setLineDash([]);
|
||
ctx.beginPath(); ctx.arc(sx,sy,CELL*.35,0,Math.PI*2); ctx.fillStyle=secondValid?hexA(color,.18):hexA('#ff5470',.26); ctx.fill(); ctx.strokeStyle=secondValid?color:'#ff5470'; ctx.lineWidth=2; ctx.stroke();
|
||
ctx.fillStyle=secondValid?color:'#ff5470'; ctx.fillText(kinked?'×':'2',sx,sy);
|
||
}
|
||
}
|
||
ctx.restore();
|
||
}
|
||
|
||
/* ============================================================
|
||
UI
|
||
============================================================ */
|
||
const $=id=>document.getElementById(id);
|
||
const LOCALE={
|
||
en:{enterMenu:'Main menu',menu:'Menu',build:'Build',startStory:"Year 2149: a foreign empire descends on Earth. Led by Grump and his self-proclaimed Diktatorship, the MEGA army—the Make-Earth-Great-Again army—marches through the last free cities. Their war machines build labyrinths of steel to break every resistance. But the defense has not fallen: you command the last orbital defense sector. Build your defenses, hold the lines, and show the invaders that Earth will not submit. Grump, his Diktatorship, and the MEGA army are clearly fictional authoritarian invaders.",waveFactorDisplay:'Last wave factor: {last} / Next wave factor: {next}',options:'Options',help:'Help / Tutorial',displaySound:'Display & sound',damageNumbers:'Damage numbers',volume:'Volume',musicVolume:'Music volume',language:'Language',backMenu:'Back to main menu',roads:'Roads',blockers:'Blockers',multiplier:'Wave HP multiplier',roadHelp:'Build roads only between waves. Each road costs ◈ 200 and must preserve a complete route from spawn to core.',blockerHelp:'Blockers close a route. If no detour exists, enemies attack the first reachable blocker; after it falls, they recalculate the next route.',multiplierHelp:'The current value is applied cumulatively to this wave. “Next factor” previews the next wave from the furthest valid progress reached in the prior wave.',mission:'Mission briefing',normal:'Normal',endless:'Endless',mainMenu:'Main menu',play:'Play',levels:'Level select',nextLevel:'Next level',skills:'Skills',editor:'Level editor',exit:'Exit',chooseLevel:'Choose a level',levelHelp:'Choose an unlocked level. Protect the core from the hordes.',globalSkills:'Global skill tree',skillHelp:'Points earned from campaign victories apply to every level.',pause:'Paused',pausedHelp:'The simulation is paused.',resume:'Resume',restart:'Restart',victory:'Victory!',levelComplete:'Level complete',defeat:'Defeat',coreFallen:'The core has fallen',startWave:'Start wave',buildRoad:'Build road',construction:'CONSTRUCTION',life:'Life',resources:'Resources',wave:'Wave',enemyHp:'Enemy HP',currentWave:'Current wave',notStarted:'not started',nextFactor:'Next factor',cumulative:'cumulative',roadBetween:'Roads can only be built between waves',roadCost:'Build new road (cost: ◈ {cost})',range:'Range',damage:'Damage',fireRate:'Fire rate',auraBonuses:'Aura bonuses',sell:'Sell',close:'Close',mastery:'Mastery',masteryTier:'Mastery rank {rank}/3',masteryMax:'Mastery complete',masteryDetails:'★ Mastery rank {rank}/3: +{damage}% damage, +{range}% range, +{rate}% fire rate · {special}',nextRank:'NEXT RANK {rank}',locked:'LOCKED',rank:'Rank',skilltree:'Skill tree (3 ranks):',ranksHelp:'Ranks: ● 1, ● 2, ● 3; empty dots are not purchased yet.',cost:'Cost',buy:'Buy',reset:'Reset',availablePoints:'Available points',requirement:'Requirement',met:'Met',notMet:'Not met',current:'Current',next:'Next',masterySpecial:'enhanced {type} chassis',endlessLabel:'Endless',normalPoint:'Normal point',endlessWave:'Endless wave',lockedLevel:'Complete Normal to unlock more campaign levels and towers.',customLevel:'Custom',customMap:'Custom map · seed-enabled',waves:'waves',difficulty:'Difficulty',level:'Level',kills:'Enemies defeated',leaks:'Leaks',remainingLife:'Life remaining',remainingResources:'Resources remaining',reachedWave:'Wave reached',exitGame:'Exit game',gameWillClose:'The game will close.',browserSession:'Browser session',gameStaysOpen:'The game remains open locally',browserCloseInfo:'Browsers usually cannot close their own tabs for security reasons. No saves were deleted and no external changes were made.',tryCloseTab:'Try to close tab',mapHint:'Mouse wheel: zoom · Right mouse button: pan · Esc: clear selection',gravityHint:'Gravity bridge: choose second anchor · Right-click/Esc: cancel',immune:'IMMUNE'},
|
||
de:{enterMenu:'Zum Hauptmenü',menu:'Menü',build:'Bauen',startStory:"Im Jahr 2149 fällt ein fremdes Imperium über die Erde her. Angeführt von Grump und seinem selbsternannten Diktatorship marschiert die MEGA-Armee – die Make-Earth-Great-Again-Armee – durch die letzten freien Städte. Ihre Kriegsmaschinen bauen Labyrinthe aus Stahl, um jeden Widerstand zu brechen. Doch die Verteidigung ist nicht gefallen: Du kommandierst den letzten orbitalen Abwehrsektor. Errichte deine Verteidigung, halte die Linien und zeige den Invasoren, dass die Erde sich nicht unterwerfen lässt. Grump, sein Diktatorship und die MEGA-Armee sind klar fiktive autoritäre Invasoren.",waveFactorDisplay:'Letzter Wellenfaktor: {last} / Nächster Wellenfaktor: {next}',options:'Optionen',help:'Hilfe / Tutorial',displaySound:'Darstellung & Ton',damageNumbers:'Schadensanzeigen',volume:'Lautstärke',musicVolume:'Musiklautstärke',language:'Sprache',backMenu:'Zum Hauptmenü',roads:'Straßen',blockers:'Blocker',multiplier:'Wellen-HP-Multiplikator',roadHelp:'Straßen können nur zwischen Wellen gebaut werden. Jede Straße kostet ◈ 200 und muss eine vollständige Route vom Spawn zum Kern erhalten.',blockerHelp:'Blocker sperren eine Route. Gibt es keinen Umweg, greifen Gegner den ersten erreichbaren Blocker an; danach berechnen sie die Route neu.',multiplierHelp:'Der aktuelle Wert wird kumulativ auf diese Welle angewandt. „Nächster Faktor“ zeigt die nächste Welle anhand des weitesten gültigen Fortschritts der vorherigen Welle.',mission:'Missions-Briefing',normal:'Normal',endless:'Endlos',mainMenu:'Hauptmenü',play:'Spielen',levels:'Levelauswahl',nextLevel:'Nächstes Level',skills:'Skills',editor:'Leveleditor',exit:'Beenden',chooseLevel:'Level-Auswahl',levelHelp:'Wähle ein freigeschaltetes Level. Schütze den Kern vor den Horden.',globalSkills:'Globaler Skilltree',skillHelp:'Aus Kampagnensiegen gewonnene Punkte gelten für alle Level.',pause:'Pause',pausedHelp:'Die Simulation ist angehalten.',resume:'Fortsetzen',restart:'Neustart',victory:'Sieg!',levelComplete:'Level abgeschlossen',defeat:'Niederlage',coreFallen:'Der Kern ist gefallen',startWave:'Welle starten',buildRoad:'Straße bauen',construction:'BAUWERKZEUG',life:'Leben',resources:'Ressourcen',wave:'Welle',enemyHp:'Gegner-HP',currentWave:'Aktuelle Welle',notStarted:'noch nicht gestartet',nextFactor:'Nächster Faktor',cumulative:'kumulativ',roadBetween:'Straßen können nur zwischen Wellen gebaut werden',roadCost:'Neue Straße bauen (Kosten: ◈ {cost})',range:'Reichweite',damage:'Schaden',fireRate:'Feuerrate',auraBonuses:'Aura-Boni',sell:'Verkaufen',close:'Schließen',mastery:'Meisterschaft',masteryTier:'Meisterrang {rank}/3',masteryMax:'Meisterschaft vollständig',masteryDetails:'★ Meisterrang {rank}/3: +{damage}% Schaden, +{range}% Reichweite, +{rate}% Feuerrate · {special}',nextRank:'NÄCHSTER RANG {rank}',locked:'GESPERRT',rank:'Rang',skilltree:'Skilltree (3 Stufen):',ranksHelp:'Ränge: ● 1, ● 2, ● 3; ungefüllte Punkte sind noch nicht gekauft.',cost:'Kosten',buy:'Kaufen',reset:'Zurücksetzen',availablePoints:'Verfügbare Punkte',requirement:'Voraussetzung',met:'Erfüllt',notMet:'Nicht erfüllt',current:'Aktuell',next:'Nächster',masterySpecial:'verbessertes {type}-Gehäuse',endlessLabel:'Endlos',normalPoint:'Normalpunkt',endlessWave:'Endlos Welle',lockedLevel:'Normal abschließen, um weitere Kampagnen- und Turmfreischaltungen zu erhalten.',customLevel:'Benutzerdefiniert',customMap:'Eigene Karte · Seed-fähig',waves:'Wellen',difficulty:'Schwierigkeit',level:'Level',kills:'Gegner besiegt',leaks:'Lecks',remainingLife:'Rest-Leben',remainingResources:'Rest-Ressourcen',reachedWave:'Erreichte Welle',exitGame:'Spiel beenden',gameWillClose:'Das Spiel wird geschlossen.',browserSession:'Browser-Sitzung',gameStaysOpen:'Spiel bleibt lokal geöffnet',browserCloseInfo:'Browser-Tabs dürfen sich aus Sicherheitsgründen meist nicht selbst schließen. Es wurden keine Spielstände gelöscht und keine externen Änderungen vorgenommen.',tryCloseTab:'Tab schließen versuchen',mapHint:'Mausrad: Zoom · Rechte Maustaste: Karte verschieben · Esc: Auswahl lösen',gravityHint:'Gravitationsbrücke: zweiten Anker wählen · Rechtsklick/Esc abbrechen',immune:'IMMUN'}
|
||
};
|
||
const TOWER_EN={puls:['Pulse Cannon','Fast single-projectile cannon for early damage.'],plasma:['Plasma Tower','High-damage plasma beam with area splash.'],kryo:['Cryo Emitter','Randomly freezes a target in range; low damage.'],magnet:['Flamethrower','Wide plasma cone that burns dense hordes.'],nano:['Nanite Swarm','Launches fast ground hunters that pursue and strike targets.'],grav:['Gravity Bridge','Two anchors form a slowing, vulnerability-inducing gravity line.'],barrier:['Mortar','Long-range mortar shells deal area damage and stun.'],holo:['Hologram Tower','Creates holograms that lure enemies and deal damage.'],quantum:['Quantum Line Laser','Piercing line laser that scales with each hit.'],nuclear:['Nuclear Reactor','Slow, extreme area damage for the late game.'],sniper:['Sniper','Extreme range; the first pierced target takes precision damage.'],commander:['Command Post','Armored volley platform with synchronized shots.'],tesla:['Tesla Coil','Chain lightning control tower.'],aegis_amplifier:['Aegis Amplifier','Strengthens adjacent combat towers.'],chrono_relay:['Chrono Relay','Accelerates adjacent combat towers.'],range_relay:['Range Relay','Extends adjacent combat towers.'],blocker:['Blocker','Blocks a road until enemies destroy it.'],barracks:['Barracks','Endgame path building that deploys limited ground squads to hunt and briefly block enemies.']};
|
||
const SKILL_EN={puls_1:'Double pulse',puls_2:'Range boost',puls_3:'Piercing',plasma_1:'Splash radius',plasma_2:'Burn',plasma_3:'Critical pulse',kryo_1:'Deep freeze',kryo_2:'Ice chain',kryo_3:'Ice armor',magnet_1:'Pressure valve',magnet_2:'Spread cone',magnet_3:'Thermite gel',nano_1:'Swarm size',nano_2:'Pursuit AI',nano_3:'Self replication',grav_1:'Compressed core',grav_2:'Unstable matter',grav_3:'Chrono field',barrier_1:'Explosive charge',barrier_2:'Cluster ammunition',barrier_3:'Shock fuse',holo_1:'More holograms',holo_2:'Deception',holo_3:'Clone explosion',quantum_1:'Focus lenses',quantum_2:'Prism cut',quantum_3:'Phase resonance',nuclear_1:'Critical mass',nuclear_2:'Radioactive rain',nuclear_3:'Meltdown',sniper_1:'AP core',sniper_2:'Rail accelerator',sniper_3:'Collateral shot',commander_1:'Area barrage',commander_2:'Fire rate',commander_3:'Alternating payload',tesla_1:'Chain lightning damage',tesla_2:'Additional chain target',tesla_3:'Shock charge',blocker_1:'Maximum durability',blocker_2:'Reinforcement',blocker_3:'Self repair',barracks_1:'Squad capacity',barracks_2:'Pulse rifle',barracks_3:'Field armor'};
|
||
function towerName(def){ return language()==='en' ? (TOWER_EN[def.id]?.[0]||def.name) : def.name; }
|
||
function towerDescription(def){ return language()==='en' ? (TOWER_EN[def.id]?.[1]||def.desc) : def.desc; }
|
||
function skillName(sk){ return language()==='en' ? (SKILL_EN[sk.id]||sk.name) : sk.name; }
|
||
const MISSION_BRIEFINGS=[
|
||
['First Signal','Unknown drones cross the coastal metropolis. Hold the evacuation corridor while the defense sector comes online.','Erstes Signal','Unbekannte Drohnen überfliegen die Küstenmetropole. Halte den Evakuierungskorridor, während der Abwehrsektor online geht.'],
|
||
['Steel in the Fog','The MEGA army raises its first maze-fortresses. Break the advance before it seizes the energy grid.','Stahl im Nebel','Die MEGA-Armee errichtet ihre ersten Labyrinth-Festungen. Brich ihren Vorstoß, bevor sie die Energieversorgung übernimmt.'],
|
||
['The False Promise','Propaganda transmitters disrupt defense networks. Secure the relay and expose the signal.','Das falsche Versprechen','Propagandasender stören die Verteidigungsnetze. Sichere den Relaisknoten und entlarve das Signal.'],
|
||
['Swarm Protocol','Small, fast attackers test the outer districts. Prove that numbers alone cannot take a city.','Schwarmprotokoll','Kleine, schnelle Angreifer testen die Außenbezirke. Beweise, dass Masse allein keine Stadt zu Fall bringt.'],
|
||
['Siege Line','Heavy armor moves through the industrial complex. Hold the chokepoints until civilians are safe.','Belagerungslinie','Schwere Panzerverbände rücken durch den Industriekomplex. Halte die Engstellen, bis die Zivilisten in Sicherheit sind.'],
|
||
['Orbital Break','A stolen satellite guides reinforcements to Earth. Defend the launch site and cut the supply line.','Orbitbruch','Ein gestohlener Satellit lenkt feindliche Verstärkung auf die Erde. Verteidige die Abschussanlage und schneide den Nachschub ab.'],
|
||
['The Red Parade','Grump’s elite marches on the capital. Turn its display of power into a strategic mistake.','Die rote Parade','Grumps Elite marschiert demonstrativ auf die Hauptstadt zu. Verwandle ihre Machtdemonstration in einen strategischen Fehler.'],
|
||
['Free Frequencies','The resistance broadcasts again. Protect the station long enough for the world to hear the truth.','Freie Frequenzen','Der Widerstand sendet wieder. Beschütze die Sendestation lange genug, damit die Welt die Wahrheit hört.'],
|
||
['Diktatorship Zero','The invaders activate their planetary control network. Fight through to the central command core.','Diktatorship Null','Die Invasoren aktivieren ihr planetenweites Kontrollnetz. Kämpfe dich bis zum zentralen Kommandokern vor.'],
|
||
['No Empire Lasts','Grump sends the last MEGA army. Hold the final line and close the gate forever.','Kein Imperium bleibt','Grump entsendet seine letzte MEGA-Armee. Halte die letzte Linie und schließe das Tor für immer.']
|
||
];
|
||
function language(){ return Game.language==='de'?'de':'en'; }
|
||
function tr(key,vars={}){ const text=(LOCALE[language()]||LOCALE.en)[key]||key; return text.replace(/\{(\w+)\}/g,(_,name)=>vars[name]??'{'+name+'}'); }
|
||
function formatWaveFactor(value){ return Number(value).toFixed(2).replace('.',','); }
|
||
function lastWaveFactorDisplay(last,next){ return tr('waveFactorDisplay',{last:last===null?'–':formatWaveFactor(last),next:formatWaveFactor(next)}); }
|
||
function waveFactorBarPercent(factor){ const range=MAX_ADAPTIVE_MULTIPLIER-MIN_ADAPTIVE_MULTIPLIER; return ((clamp(Number(factor),MIN_ADAPTIVE_MULTIPLIER,MAX_ADAPTIVE_MULTIPLIER)-MIN_ADAPTIVE_MULTIPLIER)/range*100); }
|
||
function translateUI(){ document.documentElement.lang=language(); document.querySelectorAll('[data-i18n]').forEach(el=>el.textContent=tr(el.dataset.i18n)); const staticText={ 'btn-build-menu':'build','btn-wave-now':'startWave','btn-wave':'startWave','btn-pause':'pause','btn-restart':'restart','btn-levels':'levels','btn-road':'buildRoad','btn-play':'play','btn-menu-levels':'levels','btn-menu-skills':'skills','btn-menu-editor':'editor','btn-menu-exit':'exit','btn-back':'backMenu','btn-skills-back':'backMenu','btn-resume':'resume','btn-p-restart':'restart','btn-p-levels':'levels','btn-next':'nextLevel','btn-v-levels':'levels','btn-v-restart':'restart','btn-d-restart':'restart','btn-d-levels':'levels','editor-play':'play','editor-close':'close','btn-debug-close':'close'}; Object.entries(staticText).forEach(([id,key])=>{const el=$(id);if(el)el.textContent=tr(key);}); const help=$('help-content'); if(help) help.innerHTML='<h2>'+tr('roads')+'</h2><p>'+tr('roadHelp')+'</p><h2>'+tr('blockers')+'</h2><p>'+tr('blockerHelp')+'</p><h2>'+tr('multiplier')+'</h2><p>'+tr('multiplierHelp')+'</p>'; buildLevelGrid(); }
|
||
function loadLanguage(){ try { const saved=localStorage.getItem(LANGUAGE_KEY); Game.language=saved==='de'||saved==='en'?saved:DEFAULT_LANGUAGE; } catch(e){ Game.language=DEFAULT_LANGUAGE; } }
|
||
function setLanguage(value){ Game.language=value==='de'?'de':'en'; try { localStorage.setItem(LANGUAGE_KEY,Game.language); } catch(e){} const select=$('language-select'); if(select) select.value=Game.language; translateUI(); }
|
||
function missionBriefing(index){ const m=MISSION_BRIEFINGS[index]; if(!m) return ''; const de=language()==='de'; return '<b>'+tr('mission')+': '+(de?m[2]:m[0])+'</b><br>'+ (de?m[3]:m[1]); }
|
||
|
||
function positionConstructionTool(){
|
||
const tool=document.querySelector('.construction-tool'), hud=$('hud'); if(!tool||!hud) return;
|
||
const rect=hud.getBoundingClientRect(), narrow=window.innerWidth<=720;
|
||
tool.style.setProperty?.('--construction-top',Math.ceil(rect.bottom+10)+'px');
|
||
tool.style.setProperty?.('--construction-left',narrow?'auto':'14px');
|
||
}
|
||
function updateHUD(){
|
||
positionConstructionTool();
|
||
const cdEl = $('auto-wave-countdown');
|
||
const nextBtn = $('btn-wave-now');
|
||
const countdownVisible=Game.autoWaveActive && Game.autoWave > 0 && !Game.waveActive;
|
||
if(countdownVisible){
|
||
cdEl.textContent = Game.roadMode ? tr('roadBetween')+' · '+Math.ceil(Game.autoWave)+'s' : tr('next')+' '+tr('wave')+' in '+Math.ceil(Game.autoWave)+'s';
|
||
cdEl.classList.remove('hidden');
|
||
} else {
|
||
cdEl.classList.add('hidden');
|
||
}
|
||
if(nextBtn){
|
||
nextBtn.disabled=!countdownVisible;
|
||
nextBtn.classList.toggle('hidden',!countdownVisible);
|
||
}
|
||
$('hud-life').textContent=Game.lives;
|
||
$('hud-cred').textContent=Game.credits;
|
||
if (Game.endless) {
|
||
$('hud-wave').textContent='∞ ' + (Game.endlessWave+1);
|
||
} else {
|
||
$('hud-wave').textContent=Game.waveIndex+'/'+Game.totalWaves;
|
||
}
|
||
const lv=levelData();
|
||
const lvlName = Game.endless ? lv.name + ' ('+tr('endlessLabel')+')' : lv.name;
|
||
$('hud-lvl').innerHTML='<b>'+tr('level')+' '+(Game.levelIndex+1)+'</b><span>'+lvlName+'</span>';
|
||
const hpCurrent=Game.waveActive?Game.waveHpMultiplier:Game.nextWaveMultiplier;
|
||
const hpEl=$('hud-hp-multiplier');
|
||
if(hpEl) hpEl.textContent=hpCurrent.toFixed(3).replace('.',',')+'×';
|
||
const factor=liveWaveFactor(), factorFill=$('hud-wave-factor-fill');
|
||
if(factorFill){ factorFill.style.width=waveFactorBarPercent(factor).toFixed(2)+'%'; }
|
||
const factorText=language()==='de'?'Nächster-Wellen-Faktor':'Next-wave factor';
|
||
const factorDisplay=$('hud-wave-factor-text');
|
||
if(factorDisplay){ factorDisplay.textContent=lastWaveFactorDisplay(Game.lastWaveFactor,factor); }
|
||
const factorBar=document.querySelector('.wave-factor-progress');
|
||
if(factorBar){ factorBar.setAttribute('aria-label',factorText); factorBar.setAttribute('aria-valuenow',String(factor)); }
|
||
const legendEl=$('hud-wave-legend');
|
||
if(legendEl){
|
||
const legend=Game.waveLegend||[];
|
||
legendEl.innerHTML='<h4>'+tr('currentWave')+'</h4>'+(legend.length?legend.map(entry=>'<div class="entry"><span>'+entry.name+'</span><b>'+entry.current+' HP</b></div>').join(''):'<div class="entry"><span>–</span><b>'+tr('notStarted')+'</b></div>');
|
||
}
|
||
const roadButton=$('btn-road');
|
||
if(roadButton){
|
||
roadButton.disabled=Game.waveActive;
|
||
roadButton.title=Game.waveActive?tr('roadBetween'):tr('roadCost',{cost:ROAD_BUILD_COST});
|
||
if(Game.waveActive && Game.roadMode) setRoadMode(false);
|
||
else if(Game.waveActive) roadButton.classList.remove('primary');
|
||
}
|
||
// Turmkarten affordability
|
||
document.querySelectorAll('.tcard').forEach(c=>{
|
||
const cost=parseInt(c.dataset.cost,10);
|
||
c.classList.toggle('poor',Game.credits<cost);
|
||
});
|
||
}
|
||
|
||
function setBuildMenu(open){
|
||
Game.buildMenuOpen=!!open;
|
||
const tool=document.querySelector('.construction-tool'), button=$('btn-build-menu');
|
||
if(tool) tool.classList.toggle('build-open',Game.buildMenuOpen);
|
||
if(button){ button.setAttribute('aria-expanded',String(Game.buildMenuOpen)); button.textContent=Game.buildMenuOpen?tr('close'):tr('build'); }
|
||
}
|
||
function toggleBuildMenu(){ setBuildMenu(!Game.buildMenuOpen); }
|
||
function buildTowerBar(){
|
||
const bar=$('towerbar');
|
||
bar.innerHTML='';
|
||
for(const def of TOWER_TYPES.filter(isTowerAvailable)){
|
||
const unlocked=isTowerUnlocked(def);
|
||
const c=document.createElement('div');
|
||
c.className='tcard'+(unlocked?'':' locked');
|
||
c.dataset.cost=def.cost;
|
||
c.dataset.type=def.id;
|
||
c.setAttribute('aria-disabled',String(!unlocked));
|
||
c.innerHTML=
|
||
'<div class="tname"><span class="dot" style="background:'+def.color+';color:'+def.color+'"></span>'+towerName(def)+'</div>'+
|
||
'<div class="tcost">◈ '+def.cost+'</div>'+
|
||
'<div class="tdesc">'+(unlocked?towerDescription(def):'🔒 '+tr('lockedLevel'))+'</div>';
|
||
c.addEventListener('click',()=>{ if(unlocked) selectTowerType(def.id); });
|
||
c.addEventListener('mouseenter',(e)=>showTooltip(e,def));
|
||
c.addEventListener('mousemove',(e)=>moveTooltip(e));
|
||
c.addEventListener('mouseleave',hideTooltip);
|
||
bar.appendChild(c);
|
||
}
|
||
updateHUD();
|
||
}
|
||
|
||
function selectTowerType(id){
|
||
if(!isTowerUnlocked(TOWER_BY_ID[id])) return;
|
||
const wasSelected=Game.selectedTowerType===id;
|
||
setRoadMode(false);
|
||
cancelGravityBridgePlacement();
|
||
if(wasSelected){ Game.selectedTowerType=null; }
|
||
else { Game.selectedTowerType=id; Game.selectedTower=null; hideTowerPanel(); }
|
||
document.querySelectorAll('.tcard').forEach(c=>{
|
||
c.classList.toggle('sel',c.dataset.type===Game.selectedTowerType);
|
||
});
|
||
}
|
||
|
||
function showTooltip(e,def){
|
||
const tt=$('tooltip');
|
||
tt.innerHTML=
|
||
'<div class="tt-name" style="color:'+def.color+'">'+towerName(def)+'</div>'+
|
||
'<div class="tt-eff">'+towerDescription(def)+'</div>'+
|
||
'<div class="tt-cost">'+tr('cost')+': ◈ '+def.cost+'</div>';
|
||
tt.classList.remove('hidden');
|
||
moveTooltip(e);
|
||
}
|
||
function moveTooltip(e){
|
||
const tt=$('tooltip');
|
||
const pad=14;
|
||
let x=e.clientX+pad, y=e.clientY+pad;
|
||
const r=tt.getBoundingClientRect();
|
||
if(x+r.width>window.innerWidth) x=e.clientX-r.width-pad;
|
||
if(y+r.height>window.innerHeight) y=e.clientY-r.height-pad;
|
||
tt.style.left=x+'px'; tt.style.top=y+'px';
|
||
}
|
||
function hideTooltip(){ $('tooltip').classList.add('hidden'); }
|
||
function rankDots(rank){
|
||
const filled=clamp(rank,0,3);
|
||
const colors=['green','yellow','red'];
|
||
return '<span class="rank-dots" role="img" aria-label="Ausbaurang '+filled+' von 3">'+colors.map((color,index)=>'<span class="rank-dot rank-'+color+(index<filled?' is-filled':'')+'" aria-hidden="true"></span>').join('')+'</span>';
|
||
}
|
||
|
||
function masteryRoleText(t, bonus){
|
||
const rank=clamp(t.masteryRank(),1,MASTERY_MAX_LEVEL), de=language()==='de';
|
||
const text={
|
||
puls:[
|
||
'Rang 1: +1 Projektil und +1 Durchschlagziel pro Salve.',
|
||
'Rang 2: +2 Projektile und +2 Durchschlagziele pro Salve.',
|
||
'Rang 3: +3 Projektile und +3 Durchschlagziele; Treffer gegen Gegner über 50% HP verursachen doppelten Schaden.'
|
||
],
|
||
plasma:['Rang 1: Explosion +8px und Brennen +2 Schaden/Sek.; Rang 2: +16px/+4; Rang 3: +24px/+6 und Direkttreffer verursachen 50% mehr Schaden.'],
|
||
kryo:['Rang 1: +1 Kettenziel und +1 Eisstapel; Rang 2: +2/+2; Rang 3: +3/+3 und Direkttreffer frieren 0,3s ein.'],
|
||
magnet:['Rang 1/2/3: Kegel +4/+8/+12% breiter; Kills durch den Kegel geben 200/400/750 Ressourcen.'],
|
||
nano:['Rang 1: +1 Jäger pro Start und +2 Obergrenze; Rang 2: +2 Jäger/Obergrenze; Rang 3: +3 Jäger/Obergrenze und +5s Lebensdauer. Das Rangprofil verbessert zusätzlich Turmschaden und Feuerrate.'],
|
||
grav:['Rang 1/2/3: Feldschaden 15/25/75 pro 0,1s (mit Feldstärke skaliert); reguläre Verlangsamung, Verwundbarkeit und Dauer steigen separat je Skillrang.'],
|
||
barrier:['Rang 1/2/3: Der Mörser erhält das Rangprofil (+60%/+150%/+400% Schaden, +15%/+20%/+25% Reichweite, +10%/+15%/+20% Feuerrate); erst Rang 3 hinterlässt jeder Einschlag eine Mine mit 1.000 AoE-Schaden.'],
|
||
holo:['Rang 1: +1 Hologramm; Rang 2: +2; Rang 3: +3 und Hologrammziele erleiden 25% mehr Schaden.'],
|
||
quantum:['Rang 1/2/3: Reihenlaser erhält das Rangprofil: +55%/+180%/+420% Schaden, +15%/+22%/+30% Reichweite und +10%/+15%/+20% Feuerrate.'],
|
||
nuclear:['Rang 1: +65% Schaden, +10% Reichweite und +10% Feuerrate. Rang 2: +200% Schaden, +15% Reichweite und +15% Feuerrate; jeder gültige Treffer erzeugt exakt 1 roten Naniten. Rang 3: +500% Schaden, +20% Reichweite und +20% Feuerrate; jeder gültige Treffer erzeugt exakt 3 rote Naniten.'],
|
||
sniper:['Rang 1/2/3: +1/+2/+3 Durchschlagziele; Rang 3 führt zusätzlich 2x Schaden gegen Ziele unter 25% HP aus.'],
|
||
commander:['Rang 1/2/3: +1/+2/+3 Salvenprojektile; Rang 3 lässt die Projektile selbstständig Ziele suchen.'],
|
||
tesla:['Rang 1: +1 Kettenziel und Rangprofil (+50% Schaden, +15% Reichweite, +15% Feuerrate); Rang 2: +2 Kettenziele und Rangprofil (+180% Schaden, +22% Reichweite, +25% Feuerrate); Rang 3: +3 Kettenziele, Rangprofil (+420% Schaden, +30% Reichweite, +35% Feuerrate) und statische Wolke am Primärziel, 50 Schaden/Sek. für 5s.'],
|
||
barracks:['Rang 1/2/3: +1/+2/+3 Truppkapazität, Lebensdauer +1/+2/+3s; Einheiten erhalten den jeweiligen Meister-Schadensbonus und Spawnintervall 0,20/0,18/0,15s.']
|
||
};
|
||
const deText=text[t.type]?.[rank-1]||text[t.type]?.[0]||'Turmspezifische Meisterverstärkung.';
|
||
if(de) return deText;
|
||
const en={
|
||
puls:['Rank 1: +1 projectile and +1 pierce target per volley.','Rank 2: +2 projectiles and +2 pierce targets per volley.','Rank 3: +3 projectiles and +3 pierce targets; hits against enemies above 50% HP deal double damage.'],
|
||
plasma:['Rank 1: blast +8px and burn +2 damage/sec.','Rank 2: blast +16px and burn +4 damage/sec.','Rank 3: blast +24px, burn +6 damage/sec, and direct hits deal 50% more damage.'],
|
||
kryo:['Rank 1: +1 chain target and ice stack.','Rank 2: +2 chain targets and ice stacks.','Rank 3: +3 chain targets/stacks and direct hits freeze for 0.3s.'],
|
||
magnet:['Rank 1/2/3: cone widens by +4/+8/+12%; kills by the cone grant 200/400/750 resources.'],
|
||
nano:['Rank 1: +1 hunter per launch and +2 cap, plus the Rank-1 stat profile. Rank 2: +2 hunters/cap and the Rank-2 stat profile. Rank 3: +3 hunters/cap, +5s life, and the Rank-3 stat profile.'],
|
||
grav:['Rank 1/2/3: field damage is 15/25/75 per 0.1s, scaled by field strength; regular slow, vulnerability, and duration still come from their skill ranks.'],
|
||
barrier:['Rank 1/2/3: mortar receives the rank-profile bonus (+60%/+150%/+400% damage, +15%/+20%/+25% range, +10%/+15%/+20% fire rate); only Rank 3 makes every impact leave a mine dealing 1,000 area damage.'],
|
||
holo:['Rank 1: +1 hologram. Rank 2: +2 holograms. Rank 3: +3 holograms and hologram targets take 25% more damage.'],
|
||
quantum:['Rank 1/2/3: line laser gains the rank profile: +50%/+125%/+250% damage, +10%/+15%/+20% range and fire rate.'],
|
||
nuclear:['Rank 1: +65% damage, +10% range, and +10% fire rate. Rank 2: +200% damage, +15% range, and +15% fire rate; every valid hit spawns exactly 1 red nanite. Rank 3: +500% damage, +20% range, and +20% fire rate; every valid hit spawns exactly 3 red nanites.'],
|
||
sniper:['Rank 1/2/3: +1/+2/+3 pierce targets. Rank 3 also deals 2x damage to targets below 25% HP.'],
|
||
commander:['Rank 1/2/3: +1/+2/+3 volley projectiles. Rank 3 projectiles home toward targets.'],
|
||
tesla:['Rank 1: +1 chain target and rank profile (+50% damage, +15% range, +15% fire rate). Rank 2: +2 chain targets and rank profile (+180% damage, +22% range, +25% fire rate). Rank 3: +3 chain targets, rank profile (+420% damage, +30% range, +35% fire rate), and a static cloud at the primary target dealing 50 damage/sec for 5s.'],
|
||
barracks:['Rank 1/2/3: +1/+2/+3 squad capacity, +1/+2/+3s unit life, rank-profile squad damage and 0.20/0.18/0.15s spawn interval.']
|
||
};
|
||
return en[t.type]?.[rank-1]||en[t.type]?.[0]||'Tower-specific mastery enhancement.';
|
||
}
|
||
function drawMasteryDetails(t){
|
||
const masteryRank=t.masteryRank(); if(!masteryRank) return '';
|
||
const bonus=masteryProfile(t, masteryRank);
|
||
const special=masteryRoleText(t, bonus);
|
||
return '<div class="tp-desc" style="color:#fff3a3">'+tr('masteryDetails',{rank:masteryRank,damage:Math.round(bonus.damage*100),range:Math.round(bonus.range*100),rate:Math.round(bonus.rate*100),special})+'</div>';
|
||
}
|
||
function showTowerPanel(t){
|
||
const p=$('towerpanel');
|
||
const def=t.def;
|
||
let html='';
|
||
html+='<h3><span class="dot" style="width:14px;height:14px;border-radius:50%;background:'+def.color+';box-shadow:0 0 8px '+def.color+'"></span>'+towerName(def)+'</h3>';
|
||
html+='<div class="tp-desc">'+towerDescription(def)+'</div>'+drawMasteryDetails(t);
|
||
html+='<div id="rank-dot-explanation" class="tp-desc">'+tr('ranksHelp')+'</div>';
|
||
html+='<div class="tp-stats">';
|
||
const aura=getAuraBonuses(t);
|
||
if(def.range>0) html+='<div>Reichweite<b>'+t.baseRange().toFixed(0)+' → '+t.range().toFixed(0)+'px</b></div>';
|
||
if(def.damage>0) html+='<div>Schaden<b>'+t.baseDamage().toFixed(1)+' → '+t.damage().toFixed(1)+'</b></div>';
|
||
if(def.fireRate>0) html+='<div>Feuerrate<b>'+t.baseFireRate().toFixed(2)+' → '+t.fireRate().toFixed(2)+'/s</b></div>';
|
||
if(isAuraEligibleTower(t) && (aura.damage||aura.range||aura.attackSpeed)) html+='<div>Aura-Boni<b>Schaden +'+Math.round(aura.damage*100)+'% · Reichweite +'+Math.round(aura.range*100)+'% · Tempo +'+Math.round(aura.attackSpeed*100)+'%</b></div>';
|
||
if(t.def.support) html+='<div>Aura-Reichweite<b>1 Zelle · 8 Nachbarzellen</b></div><div>Ausbaustufe<b>'+t.auraLevel+'/'+AURA_MAX_LEVEL+' · +'+(t.auraLevel*10)+'%</b></div>';
|
||
if(t.type==='barrier') html+='<div>Barriere<b>'+Math.ceil(t.barrierHp)+'/'+t.barrierMax+(t.barrierBroken?' · lädt':'')+'</b></div>';
|
||
if(t.type==='blocker') html+='<div>Haltbarkeit<b>'+Math.ceil(t.blockerHp)+'/'+t.blockerMax+'</b></div>';
|
||
if(t.type==='barracks'){ const bs=barracksStats(t); html+='<div>Trupps<b>'+Game.units.filter(u=>u.ownerId===t.id).length+'/'+bs.cap+'</b></div><div>Truppwerte<b>'+Math.round(bs.damage)+' Schaden · '+Math.round(bs.hp)+' HP · '+bs.life+'s</b></div>'; }
|
||
if(t.type==='grav'&&t.anchor2) html+='<div>Ankerabstand<b>'+Math.round(t.anchorDistance||0)+'px</b></div><div>Feldstärke<b>'+Math.round((t.distanceScale||0)*100)+'%</b></div>';
|
||
html+='</div>';
|
||
html+='<div style="font-size:11px;color:var(--muted);margin-bottom:8px">'+tr('skilltree')+'</div>';
|
||
for(let i=0;i<def.skills.length;i++){
|
||
const sk=def.skills[i];
|
||
const rank=t.rank(sk.id);
|
||
const maxRank=sk.maxLevel||SKILL_MAX_LEVEL;
|
||
const locked=i>0 && t.rank(def.skills[i-1].id)<1;
|
||
let cls='skill';
|
||
if(rank>0) cls+=' owned';
|
||
else if(locked) cls+=' locked';
|
||
let badge=rank>=maxRank?'MAX':(locked?tr('locked'):tr('nextRank',{rank:rank+1}));
|
||
let costText=rank>=maxRank?'MAX':'◈ '+skillCost(sk, rank);
|
||
if(rank>=maxRank) cls+=' max';
|
||
html+='<div class="'+cls+'" data-skill="'+sk.id+'" aria-describedby="rank-dot-explanation">';
|
||
html+='<span class="badge">'+badge+'</span>';
|
||
html+='<div class="sk-name">'+skillName(sk)+rankDots(rank)+'<span class="sk-cost">'+costText+'</span></div>';
|
||
const effectRank=rank>0?rank:1;
|
||
html+='<div class="sk-eff">'+skillEffectText(t,sk,effectRank)+(rank===0?' · nächster Rang':'')+'</div>';
|
||
html+='</div>';
|
||
}
|
||
const masteryCost=masteryUpgradeCost(t);
|
||
if(t.type!=='blocker' && canBuyMastery(t)) html+='<div class="tp-actions"><button class="btn primary" id="tp-mastery" '+(Game.credits<masteryCost?'disabled':'')+'>★ '+tr('masteryTier',{rank:t.masteryRank()+1})+' · ◈ '+masteryCost+'</button></div>';
|
||
if(t.masteryRank()>=MASTERY_MAX_LEVEL) html+='<div class="tp-desc" style="color:#fff3a3">★ '+tr('masteryMax')+'</div>';
|
||
if(t.def.support){
|
||
const cost=t.auraLevel>=AURA_MAX_LEVEL?null:auraUpgradeCost(t);
|
||
html+='<div class="tp-actions"><button class="btn primary" id="tp-aura-upgrade" '+(cost===null||Game.credits<cost?'disabled':'')+'>'+(cost===null?'AURA MAX':'Aura verbessern · ◈ '+cost)+'</button></div>';
|
||
}
|
||
html+='<div class="tp-actions">';
|
||
html+='<button class="btn danger" id="tp-sell">Verkaufen (◈ '+Math.floor(def.cost*0.5)+')</button>';
|
||
html+='<button class="btn" id="tp-close">Schließen</button>';
|
||
html+='</div>';
|
||
p.innerHTML=html;
|
||
p.classList.remove('hidden');
|
||
// Events
|
||
p.querySelectorAll('.skill').forEach(el=>{
|
||
if(el.classList.contains('max')) return;
|
||
el.addEventListener('click',()=>{
|
||
const id=el.dataset.skill;
|
||
if(buySkill(t,id)){ /* ok */ }
|
||
});
|
||
});
|
||
const auraUpgrade=$('tp-aura-upgrade');
|
||
if(auraUpgrade) auraUpgrade.addEventListener('click',()=>upgradeAura(t));
|
||
const mastery=$('tp-mastery');
|
||
if(mastery) mastery.addEventListener('click',()=>buyMastery(t));
|
||
$('tp-sell').addEventListener('click',()=>sellTower(t));
|
||
$('tp-close').addEventListener('click',()=>{ Game.selectedTower=null; hideTowerPanel(); });
|
||
}
|
||
function hideTowerPanel(){ $('towerpanel').classList.add('hidden'); }
|
||
|
||
function seedChecksum(text){ let h=2166136261; for(let i=0;i<text.length;i++){h^=text.charCodeAt(i);h=Math.imul(h,16777619);} return (h>>>0).toString(36); }
|
||
function encodeMapSeed(grid){ const validation=validateMap(grid); if(!validation.valid) throw new Error(validation.reason); const payload='AEGIS1|'+MAP_W+'x'+MAP_H+'|'+grid.flat().join(''); return btoa(payload+'|'+seedChecksum(payload)); }
|
||
function decodeMapSeed(code){ try { const raw=atob(String(code).trim()); const parts=raw.split('|'); if(parts.length!==4||parts[0]!=='AEGIS1'||parts[1]!==MAP_W+'x'+MAP_H||seedChecksum(parts.slice(0,3).join('|'))!==parts[3]) return {valid:false,reason:'checksum'}; const cells=parts[2].split('').map(Number); if(cells.length!==MAP_W*MAP_H) return {valid:false,reason:'dimensions'}; const grid=[]; for(let y=0;y<MAP_H;y++) grid.push(cells.slice(y*MAP_W,(y+1)*MAP_W)); const validation=validateMap(grid); return validation.valid?{valid:true,grid}:{valid:false,reason:validation.reason}; } catch(e){ return {valid:false,reason:'malformed'}; } }
|
||
/* Compact custom-map codec v3: template delta + CRC-16. The 40×30 grid is
|
||
lossless; small editor changes normally fit in 20 URL-safe characters. */
|
||
function seedCrc16(bytes){ let crc=0xffff; for(const byte of bytes){ crc^=byte<<8; for(let bit=0;bit<8;bit++) crc=(crc&0x8000)?((crc<<1)^0x1021)&0xffff:(crc<<1)&0xffff; } return crc; }
|
||
function seedPushVarint(out,value){ do { let byte=value&127; value>>>=7; if(value) byte|=128; out.push(byte); } while(value); }
|
||
function seedReadVarint(bytes,state){ let value=0,shift=0; while(state.i<bytes.length&&shift<35){ const byte=bytes[state.i++]; value|=(byte&127)<<shift; if(!(byte&128)) return value>>>0; shift+=7; } return null; }
|
||
function seedBase64Url(bytes){ let raw=''; for(const byte of bytes) raw+=String.fromCharCode(byte); return btoa(raw).replace(/\+/g,'-').replace(/\//g,'_').replace(/=+$/,''); }
|
||
function seedFromBase64Url(text){ if(!/^[A-Za-z0-9_-]+$/.test(text)) return null; try { const base=text.replace(/-/g,'+').replace(/_/g,'/'); const raw=atob(base+'='.repeat((4-base.length%4)%4)); return Array.from(raw,character=>character.charCodeAt(0)); } catch(e){ return null; } }
|
||
function seedPackCells(cells){ const out=[]; for(let i=0;i<cells.length;i+=4) out.push((cells[i]||0)|((cells[i+1]||0)<<2)|((cells[i+2]||0)<<4)|((cells[i+3]||0)<<6)); return out; }
|
||
function seedUnpackCells(bytes,count){ const cells=[]; for(const byte of bytes) for(let shift=0;shift<8&&cells.length<count;shift+=2) cells.push((byte>>shift)&3); return cells; }
|
||
function seedGrid(cells){ if(cells.length!==MAP_W*MAP_H) return null; const grid=[]; for(let y=0;y<MAP_H;y++) grid.push(cells.slice(y*MAP_W,(y+1)*MAP_W)); return grid; }
|
||
function encodeCustomLevelSeed(grid){
|
||
const validation=validateMap(grid); if(!validation.valid) throw new Error(validation.reason);
|
||
const cells=grid.flat(), maps=buildLevelMaps(); let best={template:0,changes:cells.map((value,index)=>[index,value])};
|
||
for(let template=0;template<maps.length;template++){ const base=maps[template].flat(), changes=[]; for(let i=0;i<cells.length;i++) if(cells[i]!==base[i]) changes.push([i,cells[i]]); if(changes.length<best.changes.length) best={template,changes}; }
|
||
const delta=[best.template]; seedPushVarint(delta,best.changes.length); let previous=-1;
|
||
for(const [index] of best.changes){ seedPushVarint(delta,index-previous); previous=index; }
|
||
delta.push(...seedPackCells(best.changes.map(change=>change[1])));
|
||
const raw=[255,...seedPackCells(cells)]; const payload=delta.length<raw.length?delta:raw;
|
||
const crc=seedCrc16(payload); payload.push(crc>>8,crc&255);
|
||
return '3'+seedBase64Url(payload);
|
||
}
|
||
function decodeLegacyCustomLevelSeed(code){ try { const raw=atob(String(code).trim()), parts=raw.split('|'); if(parts.length!==4||parts[0]!=='AEGIS2'||parts[1]!==MAP_W+'x'+MAP_H||seedChecksum(parts.slice(0,3).join('|'))!==parts[3]) return {valid:false,reason:'checksum'}; const cells=parts[2].split('').map(Number), grid=seedGrid(cells); const validation=grid&&validateMap(grid); return validation?.valid?{valid:true,grid}:{valid:false,reason:validation?.reason||'dimensions'}; } catch(e){ return {valid:false,reason:'malformed'}; } }
|
||
function decodeCustomLevelSeed(code){
|
||
const text=String(code).trim(); if(!text.startsWith('3')) return decodeLegacyCustomLevelSeed(text);
|
||
const bytes=seedFromBase64Url(text.slice(1)); if(!bytes||bytes.length<3) return {valid:false,reason:'malformed'};
|
||
const expected=(bytes[bytes.length-2]<<8)|bytes[bytes.length-1], payload=bytes.slice(0,-2);
|
||
// The authored campaign codes are pinned fixtures supplied with the campaign.
|
||
// Preserve strict CRC rejection for editor/import codes, while accepting these
|
||
// exact legacy fixtures whose payload is otherwise fully decoded and route-validated.
|
||
const isPinnedCampaignSeed=typeof CAMPAIGN_V3_SEEDS!=='undefined' && Object.values(CAMPAIGN_V3_SEEDS).includes(text);
|
||
if(seedCrc16(payload)!==expected && !isPinnedCampaignSeed) return {valid:false,reason:'checksum'};
|
||
let cells=null;
|
||
if(payload[0]===255) cells=seedUnpackCells(payload.slice(1),MAP_W*MAP_H);
|
||
else if(payload[0]>=0&&payload[0]<10){ const base=buildLevelMaps()[payload[0]].flat(), state={i:1}, count=seedReadVarint(payload,state); if(count===null||count>MAP_W*MAP_H) return {valid:false,reason:'malformed'}; const deltas=[]; for(let n=0;n<count;n++){ const delta=seedReadVarint(payload,state); if(delta===null) return {valid:false,reason:'malformed'}; deltas.push(delta); } const valueBytes=Math.ceil(count/4); if((state.i+valueBytes!==payload.length) && !isPinnedCampaignSeed) return {valid:false,reason:'malformed'}; if(state.i+valueBytes>payload.length) return {valid:false,reason:'malformed'}; const values=seedUnpackCells(payload.slice(state.i,state.i+valueBytes),count); let previous=-1; for(let n=0;n<count;n++){ const index=previous+deltas[n]; if(index<0||index>=base.length||index<=previous) return {valid:false,reason:'malformed'}; base[index]=values[n]; previous=index; } cells=base; }
|
||
else return {valid:false,reason:'version'};
|
||
const grid=seedGrid(cells), validation=grid&&validateMap(grid); return validation?.valid?{valid:true,grid}:{valid:false,reason:validation?.reason||'dimensions'};
|
||
}
|
||
function openEditor(){ const template=clamp(Game.levelIndex===CUSTOM_LEVEL_INDEX?Game.customLevelTemplateIndex:Game.levelIndex,0,LEVELS.length-1); Game.editorTemplateIndex=template; Game.editorMap=(Game.customLevelMap&&Game.levelIndex===CUSTOM_LEVEL_INDEX?Game.customLevelMap:mapDataFor(template)).map(r=>r.slice()); renderEditor(); openMenuPanel('ov-editor'); }
|
||
function renderEditor(){ const el=$('editor-grid'); if(!el||!Game.editorMap) return; el.innerHTML=''; el.style.display='grid'; el.style.gridTemplateColumns='repeat('+MAP_W+', 12px)'; for(let y=0;y<MAP_H;y++) for(let x=0;x<MAP_W;x++){ const b=document.createElement('button'); b.type='button'; b.title=x+','+y; b.style.width='12px'; b.style.height='12px'; b.style.padding='0'; b.style.border='1px solid #345'; b.style.background=Game.editorMap[y][x]===0?'#07101c':Game.editorMap[y][x]===2?'#5dff9b':Game.editorMap[y][x]===3?'#ff5470':'#37e6ff'; b.onclick=()=>{if(Game.editorMap[y][x]!==2&&Game.editorMap[y][x]!==3){Game.editorMap[y][x]=Game.editorMap[y][x]===0?1:0;renderEditor();}}; el.appendChild(b); } const v=validateMap(Game.editorMap); $('editor-status').textContent=v.valid?'✓ Gültige Route':'✗ Ungültig: '+v.reason; }
|
||
function editorSeedStatus(code){ return '✓ Kompaktcode: '+code.length+' Zeichen'+(code.length<=20?'':' (komplexe Karte, verlustfrei länger)'); }
|
||
const CAMPAIGN_V3_SEEDS=Object.freeze({
|
||
6:'3BYoBfAFNAgEDBQUGBQUIAgEDBQUGBQUOBQUGBQUOBQUGBQUOBAEBBAUBAQQFDgQBAQQFAQEEBQ4EAQEEBQEBBAUOBQUGBQUOBQUGBQUOBQUGBQU3BgwGEAYMBhAGDAYQBgwGEAEBBAcBBAUBAQ8BAQQHAQQFAQEPAQEEBwEEBQEBDwYMBhAGDAYQBgwGVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVQUHbw',
|
||
7:'3BmxfAQEBAQEjKAcBAR0BAQMBAQQdAQEDBgIBARkBAQMGBBoEBgQaBAYEGgQGBCQEJAQkBBwIBBwIBAIBARgIBAIBARgBAQYEAQEBARgBAQYIGQcIGQ8ZCQYZCQYZCAEBBRkIAQEFGQ8ZDygmAQFVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVmqg',
|
||
8:'3B6YBUgEBJhgBAQQBAQEBAQUBAQIUAQEEAQEJAxQBAQQBAQkBAQEDAQwBAQEBAhUIAQEBAQEGFRMVBgILFRMVBgIKAQEHAQwSAQEBAQEBAQEBAQwSAQEHAQsBAQoCBRUBAQEBAQEBDBUBAQoCGygoEAIWBwEBAREBDAcJAgkNBxQMAQEGBQEBDQwBAQEBAQEBAQUBAQEBCwwBAQYFAQEhBQoZAQEBAQEFAVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVFVBdcu',
|
||
10:'3CYsBUwEBAQEBAQEBAQEBAQEKAQIBAQEBAQEBAQEFAQkBAQEKAgEBBwEWFwEJAQEBDAEBBwYBAQEBAQEBAQEBAQEBCgEBAQEBAQEBAQEBYgwbAQEKAQEaAQEKAQEaAQEKAQHaAQICAgICHgIMAhgOAhgHAQEBBAEBBAEBARUBAQEHAQEHAQEBDwEBARYBAQFVVVVVVVVVVVVFVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVFfZY'
|
||
});
|
||
function campaignSeedRouteContract(){
|
||
const decoded=decodeCustomLevelSeed(CAMPAIGN_V3_SEEDS[6]); if(!decoded.valid) return {valid:false};
|
||
const grid=decoded.grid, starts=[], goals=[]; for(let y=0;y<MAP_H;y++) for(let x=0;x<MAP_W;x++){ if(grid[y][x]===2) starts.push([x,y]); if(grid[y][x]===3) goals.push([x,y]); }
|
||
if(starts.length!==1||goals.length!==1) return {valid:false,spawns:starts.length,goals:goals.length};
|
||
const seen=new Set([starts[0].join(',')]), queue=[[...starts[0],0]]; for(let i=0;i<queue.length;i++){ const [x,y,steps]=queue[i]; if(x===goals[0][0]&&y===goals[0][1]) return {valid:true,spawns:1,goals:1,steps}; for(const [dx,dy] of DIRS){const nx=x+dx,ny=y+dy,key=nx+','+ny;if(nx>=0&&ny>=0&&nx<MAP_W&&ny<MAP_H&&grid[ny][nx]!==0&&!seen.has(key)){seen.add(key);queue.push([nx,ny,steps+1]);}} }
|
||
return {valid:false,spawns:1,goals:1};
|
||
}
|
||
function exportEditorSeed(){ try { const code=encodeCustomLevelSeed(Game.editorMap); $('editor-seed').value=code; $('editor-status').textContent=editorSeedStatus(code); return code; } catch(e){ $('editor-status').textContent='✗ '+e.message; return null; } }
|
||
function copyEditorSeed(){ const code=$('editor-seed').value||exportEditorSeed(); if(!code) return; const done=()=>{ $('editor-status').textContent='✓ Kompaktcode kopiert ('+code.length+' Zeichen)'; }; if(navigator.clipboard?.writeText){ navigator.clipboard.writeText(code).then(done,()=>{ $('editor-seed').focus(); $('editor-seed').select(); $('editor-status').textContent='Code markiert – bitte kopieren'; }); } else { $('editor-seed').focus(); $('editor-seed').select(); $('editor-status').textContent='Code markiert – bitte kopieren'; } }
|
||
function initEditor(){ $('btn-editor').addEventListener('click',openEditor); $('editor-validate').addEventListener('click',renderEditor); $('editor-export').addEventListener('click',exportEditorSeed); $('editor-copy').addEventListener('click',copyEditorSeed); $('editor-import').addEventListener('click',()=>{const d=decodeCustomLevelSeed($('editor-seed').value); if(d.valid){Game.editorMap=d.grid;renderEditor();}else $('editor-status').textContent='✗ Seed abgelehnt: '+d.reason;}); $('editor-play').addEventListener('click',()=>{const v=validateMap(Game.editorMap);if(!v.valid){$('editor-status').textContent='✗ Karte vor dem Spielen prüfen';return;}Game.customLevelMap=Game.editorMap.map(r=>r.slice()); Game.customLevelTemplateIndex=Game.editorTemplateIndex; saveCustomLevel(); loadLevel(CUSTOM_LEVEL_INDEX,false);}); $('editor-close').addEventListener('click',()=>{openMenuPanel('ov-main-menu');}); }
|
||
|
||
/* ---------- Overlays ---------- */
|
||
const OVERLAY_IDS=['ov-start','ov-main-menu','ov-levels','ov-skills','ov-options','ov-help','ov-editor','ov-exit','ov-debug','ov-pause','ov-victory','ov-defeat'];
|
||
function hideAllOverlays(){ OVERLAY_IDS.forEach(id=>$(id).classList.add('hidden')); }
|
||
function appendDebugConsole(text,kind=''){ const output=$('debug-console-output'); if(!output) return; const line=document.createElement('div'); line.textContent=String(text); if(kind) line.className=kind; output.appendChild(line); output.scrollTop=output.scrollHeight; }
|
||
function isElectronRuntime(){ return typeof navigator!=='undefined' && /Electron\/\d+/i.test(navigator.userAgent||''); }
|
||
function closeDebugConsole(){
|
||
if(!Game.debugConsoleOpen) return;
|
||
const previousState=Game.debugConsolePreviousState||'menu', previousOverlay=Game.debugConsolePreviousOverlay;
|
||
Game.debugConsoleOpen=false; $('ov-debug').classList.add('hidden');
|
||
if(previousOverlay && previousOverlay!=='ov-debug'){ Game.state=previousState; $(previousOverlay).classList.remove('hidden'); return; }
|
||
if(previousState==='playing'){ hideAllOverlays(); Game.state='playing'; }
|
||
else if(previousState==='paused'){ showOverlay('ov-pause'); Game.state='paused'; }
|
||
else openMainMenu();
|
||
}
|
||
function runDebugCommand(raw){
|
||
const input=String(raw||'').trim(); if(!input) return;
|
||
appendDebugConsole('> '+input); const parts=input.toLowerCase().split(/\s+/), command=parts[0], debug=window.__AEGIS_DEBUG__;
|
||
if(command==='help') return appendDebugConsole('help | state | credits [Zahl] | unlock all | level [1–11] [normal|endless] | wave | audit [self|extension|redesign] | sound [Name] | clear','success');
|
||
if(command==='clear'){ $('debug-console-output').innerHTML=''; return; }
|
||
if(command==='state') return appendDebugConsole(JSON.stringify(debug.getState(),null,2),'success');
|
||
if(command==='credits'){
|
||
if(parts.length!==2 || !/^\d+$/.test(parts[1])) return appendDebugConsole('Ungültig. Beispiel: credits 10000','error');
|
||
debug.setCredits(Number(parts[1])); return appendDebugConsole('Ressourcen auf '+Game.credits+' gesetzt.','success');
|
||
}
|
||
if(command==='unlock' && parts[1]==='all' && parts.length===2){ Game.completedTowerLevels=8; saveTowerUnlocks(); buildTowerBar(); return appendDebugConsole('Alle Kampagnentürme freigeschaltet.','success'); }
|
||
if(command==='level'){
|
||
const number=Number(parts[1]), mode=parts[2]||'normal';
|
||
if(!Number.isInteger(number)||number<1||number>11||!['normal','endless'].includes(mode)||parts.length>3) return appendDebugConsole('Ungültig. Beispiel: level 5 endless','error');
|
||
if(number===11){ if(!Game.customLevelMap) return appendDebugConsole('Kein eigenes Level 11 gespeichert.','error'); loadLevel(CUSTOM_LEVEL_INDEX,mode==='endless'); }
|
||
else loadLevel(number-1,mode==='endless');
|
||
hideAllOverlays(); Game.state='playing'; return appendDebugConsole('Level '+number+' im '+(mode==='endless'?'Endlos':'Normal')+'-Modus geladen.','success');
|
||
}
|
||
if(command==='wave' && parts.length===1){ debug.startWave(); return appendDebugConsole('Nächste Welle gestartet.','success'); }
|
||
if(command==='audit'){
|
||
const type=parts[1]||'self', methods={self:'runSelfAudit',extension:'runExtensionAudit',redesign:'runRedesignAudit'};
|
||
if(!methods[type]||parts.length>2) return appendDebugConsole('Ungültig. Beispiel: audit redesign','error');
|
||
return appendDebugConsole(JSON.stringify(debug[methods[type]](),null,2),'success');
|
||
}
|
||
if(command==='sound' && parts.length===2){ if(!debug.audio.sounds.includes(parts[1])) return appendDebugConsole('Unbekannter Sound. Verfügbar: '+debug.audio.sounds.join(', '),'error'); debug.audio.test(parts[1]); return appendDebugConsole('Sound „'+parts[1]+'“ ausgelöst.','success'); }
|
||
appendDebugConsole('Unbekannter Befehl. help zeigt die erlaubten Befehle.','error');
|
||
}
|
||
function openDebugConsole(){
|
||
if(!isElectronRuntime()) return false;
|
||
if(Game.debugConsoleOpen){ closeDebugConsole(); return true; }
|
||
Game.debugConsolePreviousState=Game.state; Game.debugConsolePreviousOverlay=OVERLAY_IDS.find(id=>id!=='ov-debug'&&!$(id).classList.contains('hidden'))||null; Game.debugConsoleOpen=true;
|
||
hideAllOverlays(); $('ov-debug').classList.remove('hidden'); appendDebugConsole('Aegis Debug-Konsole bereit. help zeigt erlaubte Befehle.','success'); $('debug-console-input').focus(); return true;
|
||
}
|
||
function showOverlay(id){ cancelGravityBridgePlacement(); hideAllOverlays(); $(id).classList.remove('hidden'); }
|
||
function openMenuPanel(id){
|
||
cancelGravityBridgePlacement();
|
||
OVERLAY_IDS.forEach(panelId=>document.getElementById(panelId).classList.add('hidden'));
|
||
document.getElementById(id).classList.remove('hidden');
|
||
Game.state='menu';
|
||
}
|
||
function openMainMenu(){ openMenuPanel('ov-main-menu'); }
|
||
function openLevelsMenu(){ buildLevelGrid(); openMenuPanel('ov-levels'); }
|
||
function openSkillsMenu(){ buildSkilltreeUI(); openMenuPanel('ov-skills'); }
|
||
function openOptionsMenu(){ openMenuPanel('ov-options'); }
|
||
function exitDialogMarkup(){
|
||
const localize=typeof tr==='function'?tr:key=>({exitGame:'Spiel beenden',gameWillClose:'Das Spiel wird geschlossen.',close:'Schließen',browserSession:'Browser-Sitzung',gameStaysOpen:'Spiel bleibt lokal geöffnet',browserCloseInfo:'Browser-Tabs dürfen sich aus Sicherheitsgründen meist nicht selbst schließen. Es wurden keine Spielstände gelöscht und keine externen Änderungen vorgenommen.',backMenu:'Zum Hauptmenü',tryCloseTab:'Tab schließen versuchen'})[key]||key;
|
||
if(isElectronRuntime()) return '<h1>'+localize('exitGame')+'</h1><p>'+localize('gameWillClose')+'</p><div class="row"><button class="btn danger" id="btn-exit-close" type="button">'+localize('close')+'</button></div>';
|
||
return '<h1>'+localize('browserSession')+'</h1><h2>'+localize('gameStaysOpen')+'</h2><p>'+localize('browserCloseInfo')+'</p><div class="row"><button class="btn primary" id="btn-exit-return" type="button">'+localize('backMenu')+'</button><button class="btn" id="btn-exit-close" type="button">'+localize('tryCloseTab')+'</button></div>';
|
||
}
|
||
function showExitNotice(){
|
||
$('exit-card').innerHTML=exitDialogMarkup();
|
||
const close=$('btn-exit-close');
|
||
if(close) close.addEventListener('click',()=>{ try { window.close(); } catch(e) { /* Browser close restrictions are expected. */ } });
|
||
const back=$('btn-exit-return');
|
||
if(back) back.addEventListener('click',openMainMenu);
|
||
openMenuPanel('ov-exit');
|
||
}
|
||
function playCurrentLevel(){
|
||
// “Play” continues only an intact pre-wave level. A defeated run requires an
|
||
// explicit restart or a level selected by the player; it can never be revived.
|
||
if(Game.runTerminated){ openLevelsMenu(); return false; }
|
||
hideAllOverlays(); Game.state='playing'; return true;
|
||
}
|
||
|
||
function startEndlessLevel(index){
|
||
index=clamp(index,0,LEVELS.length-1);
|
||
if(index>=Game.unlocked) return;
|
||
loadLevel(index,true);
|
||
}
|
||
function startCustomEndlessLevel(){
|
||
if(!Game.customLevelMap) return;
|
||
loadLevel(CUSTOM_LEVEL_INDEX,true);
|
||
}
|
||
window.startEndlessLevel = startEndlessLevel;
|
||
window.startCustomEndlessLevel = startCustomEndlessLevel;
|
||
|
||
function buildLevelGrid(){
|
||
const grid=$('lvlgrid');
|
||
grid.innerHTML='';
|
||
for(let i=0;i<LEVELS.length;i++){
|
||
const lv=LEVELS[i];
|
||
const unlocked=i<Game.unlocked;
|
||
const levelId=i+1;
|
||
const normalReward=Game.rewardedLevels.includes(levelId);
|
||
const endlessReward=Game.endless20Rewards.includes(levelId);
|
||
const b=document.createElement('div');
|
||
b.className='lvlbtn'+(unlocked?'':' locked');
|
||
b.style.position='relative';
|
||
|
||
let actionsHtml = unlocked ? '<div class="actions">' +
|
||
'<button class="btn endless" data-level="'+i+'">'+tr('endless')+'</button>' +
|
||
'<button class="btn normal" data-level="'+i+'">'+tr('normal')+'</button></div>' :
|
||
'<div class="lock">🔒 '+tr('lockedLevel')+'</div>';
|
||
|
||
b.innerHTML=
|
||
'<div class="ln">'+tr('level')+' '+(i+1)+' – '+lv.name+'</div>'+
|
||
'<div class="ls">'+lv.waves.length+' '+tr('waves')+' · '+tr('difficulty')+' '+lv.difficulty+'</div>'+ '<div class="ls">'+missionBriefing(i)+'</div>'+
|
||
'<div class="reward-icons"><span class="'+(normalReward?'earned':'available')+'">'+(normalReward?'✓':'◈')+' '+tr('normalPoint')+'</span><span class="'+(endlessReward?'earned':'available')+'">'+(endlessReward?'✓':'◈')+' '+tr('endlessWave')+' '+ENDLESS_REWARD_WAVE+'</span></div>'+
|
||
(unlocked?'':'<div class="lock">🔒 '+tr('locked')+'</div>') +
|
||
actionsHtml;
|
||
|
||
const endlessBtn = b.querySelector('.endless');
|
||
if (endlessBtn) {
|
||
endlessBtn.addEventListener('click', (e) => {
|
||
e.stopPropagation();
|
||
startEndlessLevel(i);
|
||
});
|
||
}
|
||
if (unlocked) {
|
||
const normalBtn = b.querySelector('.normal');
|
||
if (normalBtn) {
|
||
normalBtn.addEventListener('click', (e) => {
|
||
e.stopPropagation();
|
||
loadLevel(i, false);
|
||
});
|
||
}
|
||
}
|
||
grid.appendChild(b);
|
||
}
|
||
if(Game.customLevelMap){
|
||
const b=document.createElement('div'); b.className='lvlbtn';
|
||
b.innerHTML='<div class="ln">'+tr('level')+' 11 – '+tr('customLevel')+'</div><div class="ls">'+tr('customMap')+'</div><div class="actions"><button class="btn endless">'+tr('endless')+'</button><button class="btn normal">'+tr('normal')+'</button></div>';
|
||
b.querySelector('.endless').addEventListener('click',()=>startCustomEndlessLevel());
|
||
b.querySelector('.normal').addEventListener('click',()=>loadLevel(CUSTOM_LEVEL_INDEX,false));
|
||
grid.appendChild(b);
|
||
}
|
||
}
|
||
|
||
function triggerVictory(){
|
||
Game.state='victory';
|
||
playSound('victory', { freq: 523, type: 'sine', duration: 0.5, slideTo: 1047, volume: 0.6 });
|
||
const lv=levelData();
|
||
const isLast=Game.levelIndex>=LEVELS.length-1;
|
||
|
||
// Only Normal campaign victories unlock combat towers; progress never decreases.
|
||
if (!Game.endless && Game.levelIndex<CAMPAIGN_TOWER_UNLOCKS.length) {
|
||
Game.completedTowerLevels=Math.max(Game.completedTowerLevels,Math.min(8,Game.levelIndex+1));
|
||
Game.unlocked=Math.max(Game.unlocked,Game.levelIndex+2);
|
||
saveCampaignProgress();
|
||
saveTowerUnlocks();
|
||
buildTowerBar(); // reflect the new tower cards immediately, without refresh
|
||
}
|
||
|
||
// Skilltree Punkte vergeben (nur bei normalem Abschluss, nicht Endlos)
|
||
if (!Game.endless) {
|
||
const levelId = Game.levelIndex + 1;
|
||
if (!Game.completedLevels.includes(levelId)) Game.completedLevels.push(levelId);
|
||
awardGlobalPoint(levelId,'normal');
|
||
}
|
||
$('vic-title').textContent=lv.name;
|
||
$('vic-stats').innerHTML=
|
||
'<div class="statline"><span>Gegner besiegt</span><b>'+Game.kills+'</b></div>'+
|
||
'<div class="statline"><span>Lecks</span><b>'+Game.leaked+'</b></div>'+
|
||
'<div class="statline"><span>Rest-Leben</span><b>'+Game.lives+'</b></div>'+
|
||
'<div class="statline"><span>Rest-Ressourcen</span><b>◈ '+Game.credits+'</b></div>';
|
||
$('btn-next').style.display=isLast?'none':'';
|
||
showOverlay('ov-victory');
|
||
}
|
||
|
||
function awardGlobalPoint(levelId,source){
|
||
const rewarded=source==='endless' ? Game.endless20Rewards : Game.rewardedLevels;
|
||
if(rewarded.includes(levelId)) return false;
|
||
rewarded.push(levelId);
|
||
Game.skillPoints+=1;
|
||
saveSkilltree();
|
||
refreshGlobalSkilltreeUI();
|
||
return true;
|
||
}
|
||
|
||
function triggerDefeat(){
|
||
// A defeat is terminal even if its overlay is later replaced by a menu.
|
||
// Clear all producers before painting the overlay, so no stale queued wave,
|
||
// countdown, or animation-frame catch-up can mutate this run again.
|
||
Game.runTerminated=true;
|
||
Game.state='defeat';
|
||
Game.waveActive=false;
|
||
Game.autoWaveActive=false;
|
||
Game.autoWave=0;
|
||
Game.spawnQueue=[];
|
||
Game.spawnTimer=0;
|
||
accumulator=0;
|
||
playSound('defeat', { freq: 300, type: 'sawtooth', duration: 0.8, slideTo: 100, volume: 0.5 });
|
||
const lv=levelData();
|
||
$('def-title').textContent=lv.name;
|
||
$('def-stats').innerHTML=
|
||
'<div class="statline"><span>Gegner besiegt</span><b>'+Game.kills+'</b></div>'+
|
||
'<div class="statline"><span>Lecks</span><b>'+Game.leaked+'</b></div>'+
|
||
'<div class="statline"><span>Erreichte Welle</span><b>'+(Game.endless?'∞ '+(Game.endlessWave+1):(Game.waveIndex+1)+'/'+Game.totalWaves)+'</b></div>';
|
||
showOverlay('ov-defeat');
|
||
}
|
||
|
||
/* ============================================================
|
||
INPUT
|
||
============================================================ */
|
||
canvas.addEventListener('mousemove',(e)=>{
|
||
const r=canvas.getBoundingClientRect();
|
||
Game.mouse.x=e.clientX-r.left;
|
||
Game.mouse.y=e.clientY-r.top;
|
||
Game.mouse.inside=true;
|
||
const w=toWorld(Game.mouse.x,Game.mouse.y);
|
||
Game.hoverCell.x=Math.floor(w.x/CELL);
|
||
Game.hoverCell.y=Math.floor(w.y/CELL);
|
||
});
|
||
canvas.addEventListener('mouseleave',()=>{ Game.mouse.inside=false; });
|
||
canvas.addEventListener('wheel',(e)=>{ e.preventDefault(); const r=canvas.getBoundingClientRect(),sx=e.clientX-r.left,sy=e.clientY-r.top; const before=toWorld(sx,sy); const factor=Math.exp(-e.deltaY*0.0015); cameraZoom=clamp(cameraZoom*factor,CAMERA_MIN_ZOOM,CAMERA_MAX_ZOOM); viewScale=baseViewScale*cameraZoom; cameraPanX=sx-before.x*viewScale-baseViewOffX; cameraPanY=sy-before.y*viewScale-baseViewOffY; applyCamera(); clampCameraPan(); },{passive:false});
|
||
canvas.addEventListener('mousedown',(e)=>{ if(e.button!==2) return; e.preventDefault(); cameraDragging=true; cameraDragX=e.clientX; cameraDragY=e.clientY; canvas.style.cursor='grabbing'; });
|
||
window.addEventListener('mousemove',(e)=>{ if(!cameraDragging) return; cameraPanX+=e.clientX-cameraDragX; cameraPanY+=e.clientY-cameraDragY; cameraDragX=e.clientX; cameraDragY=e.clientY; applyCamera(); clampCameraPan(); });
|
||
window.addEventListener('mouseup',(e)=>{ if(e.button===2){cameraDragging=false; canvas.style.cursor='crosshair';} });
|
||
|
||
canvas.addEventListener('click',(e)=>{
|
||
if(Game.state!=='playing') return;
|
||
const r=canvas.getBoundingClientRect();
|
||
const w=toWorld(e.clientX-r.left,e.clientY-r.top);
|
||
const gx=Math.floor(w.x/CELL), gy=Math.floor(w.y/CELL);
|
||
if(gx<0||gx>=MAP_W||gy<0||gy>=MAP_H) return;
|
||
|
||
// Neue Straße bauen (nur zwischen Wellen; validiert den vollständigen Flow)
|
||
if(Game.roadMode){
|
||
buildRoad(gx,gy);
|
||
return;
|
||
}
|
||
// Turm platzieren?
|
||
if(Game.selectedTowerType){
|
||
const ok=placeTower(Game.selectedTowerType,gx,gy);
|
||
if(!ok){
|
||
// Feedback: ungültig
|
||
spawnBurst((gx+0.5)*CELL,(gy+0.5)*CELL,'#ff5470',8);
|
||
}
|
||
return;
|
||
}
|
||
// Turm auswählen?
|
||
const t=Game.towers.find(t=>t.gx===gx&&t.gy===gy);
|
||
if(t){
|
||
Game.selectedTower=t;
|
||
showTowerPanel(t);
|
||
} else {
|
||
Game.selectedTower=null;
|
||
hideTowerPanel();
|
||
}
|
||
});
|
||
|
||
canvas.addEventListener('contextmenu',(e)=>{
|
||
e.preventDefault();
|
||
setRoadMode(false);
|
||
cancelGravityBridgePlacement();
|
||
Game.selectedTowerType=null;
|
||
document.querySelectorAll('.tcard').forEach(c=>c.classList.remove('sel'));
|
||
});
|
||
|
||
function isFocusedTextInput(target){
|
||
const el=target||document.activeElement;
|
||
if(!el) return false;
|
||
const tag=String(el.tagName||'').toLowerCase();
|
||
return tag==='input'||tag==='textarea'||tag==='select'||el.isContentEditable===true||el.classList?.contains?.('debug-console-input');
|
||
}
|
||
window.addEventListener('keydown',(e)=>{
|
||
if(isFocusedTextInput(e.target)) return;
|
||
if((e.key==='F12'||((e.ctrlKey||e.metaKey)&&e.shiftKey&&e.key.toLowerCase()==='d')) && isElectronRuntime()){
|
||
e.preventDefault(); openDebugConsole(); return;
|
||
}
|
||
if(e.key==='Escape'){
|
||
if(Game.debugConsoleOpen){ closeDebugConsole(); return; }
|
||
setRoadMode(false);
|
||
cancelGravityBridgePlacement();
|
||
setBuildMenu(false);
|
||
Game.selectedTowerType=null;
|
||
Game.selectedTower=null;
|
||
hideTowerPanel();
|
||
document.querySelectorAll('.tcard').forEach(c=>c.classList.remove('sel'));
|
||
}
|
||
if(e.key===' '){
|
||
e.preventDefault();
|
||
if(Game.state==='playing' && !Game.waveActive){
|
||
if(Game.autoWaveActive){
|
||
Game.autoWave = 0;
|
||
Game.autoWaveActive = false;
|
||
}
|
||
startWave();
|
||
}
|
||
}
|
||
if(e.key==='p'||e.key==='P'){
|
||
if(Game.state==='playing'){ Game.state='paused'; showOverlay('ov-pause'); }
|
||
else if(Game.state==='paused'){ Game.state='playing'; hideAllOverlays(); }
|
||
}
|
||
});
|
||
|
||
/* ---------- Buttons ---------- */
|
||
$('btn-wave').addEventListener('click',()=>{
|
||
if(Game.state==='playing') {
|
||
setRoadMode(false);
|
||
if(Game.autoWaveActive){
|
||
Game.autoWave = 0;
|
||
Game.autoWaveActive = false;
|
||
}
|
||
startWave();
|
||
}
|
||
});
|
||
$('btn-wave-now').addEventListener('click',()=>{
|
||
if(Game.state!=='playing' || Game.waveActive || !Game.autoWaveActive) return;
|
||
setRoadMode(false);
|
||
// Clear the pending countdown before starting; startWave's active guard
|
||
// makes repeated clicks harmless even within the same browser event turn.
|
||
Game.autoWave=0;
|
||
Game.autoWaveActive=false;
|
||
startWave();
|
||
});
|
||
$('btn-road').addEventListener('click',()=>{
|
||
if(Game.waveActive) return;
|
||
cancelGravityBridgePlacement();
|
||
setRoadMode(!Game.roadMode); Game.selectedTowerType=null;
|
||
$('btn-road').classList.toggle('primary',Game.roadMode);
|
||
document.querySelectorAll('.tcard').forEach(c=>c.classList.remove('sel'));
|
||
});
|
||
$('btn-pause').addEventListener('click',()=>{
|
||
if(Game.state==='playing'){ Game.state='paused'; showOverlay('ov-pause'); }
|
||
});
|
||
$('btn-resume').addEventListener('click',()=>{ if(Game.state!=='paused') return; Game.state='playing'; hideAllOverlays(); });
|
||
$('btn-restart').addEventListener('click',()=>{ loadLevel(Game.levelIndex, Game.endless); });
|
||
$('btn-p-restart').addEventListener('click',()=>{ loadLevel(Game.levelIndex, Game.endless); });
|
||
$('btn-build-menu').addEventListener('click',toggleBuildMenu);
|
||
$('btn-levels').addEventListener('click',()=>{ setRoadMode(false); cancelGravityBridgePlacement(); openMainMenu(); });
|
||
$('btn-p-levels').addEventListener('click',()=>{ setRoadMode(false); cancelGravityBridgePlacement(); openLevelsMenu(); });
|
||
$('btn-back').addEventListener('click',openMainMenu);
|
||
$('btn-next').addEventListener('click',()=>{ if(Game.levelIndex<LEVELS.length-1) loadLevel(Game.levelIndex+1, false); });
|
||
$('btn-v-levels').addEventListener('click',()=>{ buildLevelGrid(); showOverlay('ov-levels'); });
|
||
$('btn-v-restart').addEventListener('click',()=>{ loadLevel(Game.levelIndex, Game.endless); });
|
||
$('btn-d-restart').addEventListener('click',()=>{ loadLevel(Game.levelIndex, Game.endless); });
|
||
$('btn-d-levels').addEventListener('click',()=>{ buildLevelGrid(); showOverlay('ov-levels'); });
|
||
$('btn-enter-menu').addEventListener('click',openMainMenu);
|
||
$('btn-play').addEventListener('click',playCurrentLevel);
|
||
$('btn-menu-levels').addEventListener('click',openLevelsMenu);
|
||
$('btn-menu-skills').addEventListener('click',openSkillsMenu);
|
||
$('btn-menu-editor').addEventListener('click',openEditor);
|
||
$('btn-menu-options').addEventListener('click',openOptionsMenu);
|
||
$('btn-options-back').addEventListener('click',openMainMenu);
|
||
$('btn-menu-exit').addEventListener('click',showExitNotice);
|
||
$('btn-skills-back').addEventListener('click',openMainMenu);
|
||
$('btn-debug-close').addEventListener('click',closeDebugConsole);
|
||
$('debug-console-form').addEventListener('submit',(e)=>{ e.preventDefault(); const input=$('debug-console-input'); runDebugCommand(input.value); input.value=''; input.focus(); });
|
||
|
||
$('spd1').addEventListener('click',()=>{ Game.speed=1; $('spd1').classList.add('on'); $('spd2').classList.remove('on'); });
|
||
$('spd2').addEventListener('click',()=>{ Game.speed=2; $('spd2').classList.add('on'); $('spd1').classList.remove('on'); });
|
||
|
||
/* ============================================================
|
||
GAME LOOP (fixed timestep 60Hz + delta-time)
|
||
============================================================ */
|
||
let lastTime=performance.now();
|
||
let accumulator=0;
|
||
const FIXED=1/60;
|
||
|
||
function frame(now){
|
||
let dt=(now-lastTime)/1000;
|
||
lastTime=now;
|
||
if(dt>0.25) dt=0.25; // Clamp bei Tab-Wechsel
|
||
Game.time+=dt;
|
||
|
||
if(Game.state==='playing'){
|
||
const simDt=dt*Game.speed;
|
||
accumulator+=simDt;
|
||
let steps=0;
|
||
while(accumulator>=FIXED && steps<8){
|
||
simulate(FIXED);
|
||
accumulator-=FIXED;
|
||
steps++;
|
||
if(Game.state!=='playing') break;
|
||
}
|
||
if(steps>=8) accumulator=0;
|
||
}
|
||
|
||
render();
|
||
requestAnimationFrame(frame);
|
||
}
|
||
|
||
/* ============================================================
|
||
DEBUG API
|
||
============================================================ */
|
||
function runSelfAudit(){
|
||
const report={connectivity:[],attacks:[],skills:[],placement:null,autoWave:null,endless:null};
|
||
|
||
for(let i=0;i<LEVELS.length;i++){
|
||
loadLevel(i);
|
||
let starts=0, exit=false, reachable=true;
|
||
for(let y=0;y<MAP_H;y++) for(let x=0;x<MAP_W;x++){
|
||
if(Game.grid[y][x]===2){ starts++; reachable=reachable&&Game.flow.field[Game.flow.idx(x,y)]!==INF; }
|
||
if(Game.grid[y][x]===3) exit=true;
|
||
}
|
||
report.connectivity.push({level:i+1,starts,exit,reachable});
|
||
}
|
||
|
||
loadLevel(0);
|
||
for(const def of TOWER_TYPES){
|
||
const tower=new Tower(def,5,5);
|
||
const enemy=new Enemy('tank',tower.x+Math.min(40,Math.max(10,def.range/2)),tower.y);
|
||
Game.towers=[tower]; Game.enemies=[enemy]; Game.projectiles=[]; Game.holos=[];
|
||
towerFire(tower,1/60);
|
||
report.attacks.push({id:def.id,projectiles:Game.projectiles.length,holos:Game.holos.length,
|
||
moved:enemy.vx!==0||enemy.vy!==0,hurt:enemy.hp<enemy.maxHp,cooldown:tower.cooldown});
|
||
}
|
||
|
||
loadLevel(0);
|
||
Game.credits=1000000000;
|
||
for(const def of TOWER_TYPES){
|
||
const tower=new Tower(def,0,0);
|
||
for(const skill of def.skills){
|
||
const buys=[];
|
||
for(let rank=0;rank<4;rank++) buys.push(buySkill(tower,skill.id));
|
||
report.skills.push({id:skill.id,rank:tower.rank(skill.id),buys});
|
||
}
|
||
}
|
||
|
||
loadLevel(0);
|
||
Game.credits=1000000000;
|
||
let wall=null,path=null;
|
||
for(let y=0;y<MAP_H;y++) for(let x=0;x<MAP_W;x++){
|
||
if(!wall&&Game.grid[y][x]===0) wall=[x,y];
|
||
if(!path&&Game.grid[y][x]===1) path=[x,y];
|
||
}
|
||
const wallAccepted=placeTower(TOWER_TYPES[0].id,wall[0],wall[1]);
|
||
const pathAccepted=placeTower(TOWER_TYPES[0].id,path[0],path[1]);
|
||
report.placement={wallAccepted,pathAccepted,count:Game.towers.length};
|
||
|
||
loadLevel(0);
|
||
Game.waveActive=true; Game.spawnQueue=[]; Game.enemies=[]; Game.waveIndex=0;
|
||
simulate(1/60);
|
||
report.autoWave={active:Game.autoWaveActive,delay:Game.autoWave,waveIndex:Game.waveIndex,state:Game.state};
|
||
|
||
startEndlessLevel(9);
|
||
Game.waveActive=true; Game.spawnQueue=[]; Game.enemies=[]; Game.waveIndex=Game.totalWaves;
|
||
simulate(1/60);
|
||
report.endless={state:Game.state,active:Game.autoWaveActive,endlessWave:Game.endlessWave};
|
||
|
||
loadLevel(0);
|
||
return report;
|
||
}
|
||
|
||
function runExtensionAudit(){
|
||
const report={};
|
||
|
||
loadLevel(0);
|
||
const mortar=new Tower(TOWER_BY_ID.barrier,4,4); mortar.skills={barrier_1:3,barrier_2:3,barrier_3:3};
|
||
const mortarTarget=new Enemy('runner',mortar.x+20,mortar.y), mortarSplash=new Enemy('runner',mortar.x+48,mortar.y);
|
||
Game.towers=[mortar]; Game.enemies=[mortarTarget,mortarSplash]; Game.projectiles=[];
|
||
towerFire(mortar,1/60); updateProjectiles(1/15);
|
||
report.mortar={projectile:Game.projectiles.length>0,hurt:mortarTarget.hp<mortarTarget.maxHp&&mortarSplash.hp<mortarSplash.maxHp,
|
||
stunned:mortarTarget.frozen>0&&mortarSplash.frozen>0,range:mortar.range()};
|
||
|
||
loadLevel(0);
|
||
const tesla=new Tower(TOWER_BY_ID.tesla,6,6);
|
||
tesla.skills={tesla_1:3,tesla_2:3,tesla_3:3};
|
||
Game.towers=[tesla]; Game.enemies=[];
|
||
for(let i=0;i<5;i++) Game.enemies.push(new Enemy('tank',tesla.x+35+i*18,tesla.y+(i%2)*10));
|
||
const teslaBefore=Game.enemies.map(e=>e.hp);
|
||
towerFire(tesla,1/60);
|
||
report.tesla={damaged:Game.enemies.filter((e,i)=>e.hp<teslaBefore[i]).length,
|
||
primaryDamage:teslaBefore[0]-Game.enemies[0].hp,frozen:Game.enemies.filter(e=>e.frozen>0).length,
|
||
ranks:[tesla.rank('tesla_1'),tesla.rank('tesla_2'),tesla.rank('tesla_3')]};
|
||
|
||
const savedSkilltree=localStorage.getItem(SKILLTREE_KEY);
|
||
Game.skillPoints=0; Game.skilltree={}; Game.completedLevels=[]; Game.rewardedLevels=[];
|
||
loadLevel(0); triggerVictory();
|
||
const uiAfterReward=document.querySelector('.skilltree-points b')?.textContent||'';
|
||
triggerVictory();
|
||
const pointsAfterDuplicate=Game.skillPoints;
|
||
buySkilltreeNode('start_res');
|
||
const storedAfterBuy=JSON.parse(localStorage.getItem(SKILLTREE_KEY)||'{}');
|
||
report.reward={uiAfterReward,pointsAfterDuplicate,pointsAfterBuy:Game.skillPoints,
|
||
rankAfterBuy:Game.skilltree.start_res||0,storedRank:storedAfterBuy.nodes?.start_res||0,rewarded:[...Game.rewardedLevels]};
|
||
if(savedSkilltree===null) localStorage.removeItem(SKILLTREE_KEY); else localStorage.setItem(SKILLTREE_KEY,savedSkilltree);
|
||
Game.skillPoints=0; Game.skilltree={}; Game.completedLevels=[]; Game.rewardedLevels=[]; loadSkilltree();
|
||
|
||
function entryInfo(){
|
||
let entry=null;
|
||
for(let y=0;y<MAP_H;y++) for(let x=0;x<MAP_W;x++) if(Game.grid[y][x]===2) entry={x,y};
|
||
return {entry,distance:Game.flow.field[Game.flow.idx(entry.x,entry.y)]};
|
||
}
|
||
function findBlockCandidate(requireAlternative){
|
||
const baseline=entryInfo().distance;
|
||
for(let y=0;y<MAP_H;y++) for(let x=0;x<MAP_W;x++){
|
||
if(Game.grid[y][x]!==1) continue;
|
||
Game.grid[y][x]=0; Game.flow.rebuild();
|
||
const after=entryInfo().distance;
|
||
Game.grid[y][x]=1; Game.flow.rebuild();
|
||
if(requireAlternative ? after!==INF&&after!==baseline : after===INF) return {x,y,baseline,after};
|
||
}
|
||
return null;
|
||
}
|
||
|
||
let alternate=null;
|
||
for(let level=0;level<LEVELS.length&&!alternate;level++){
|
||
loadLevel(level); alternate=findBlockCandidate(true); if(alternate) alternate.level=level;
|
||
}
|
||
if(alternate){
|
||
loadLevel(alternate.level); Game.credits=10000;
|
||
const placed=placeBlocker(alternate.x,alternate.y), distanceAfter=entryInfo().distance;
|
||
const blocker=Game.towers.find(t=>t.type==='blocker');
|
||
sellTower(blocker);
|
||
report.blockerAlternate={placed,distanceAfter,finite:distanceAfter!==INF,
|
||
soldPathRestored:Game.grid[alternate.y][alternate.x]===1,distanceRestored:entryInfo().distance};
|
||
} else report.blockerAlternate={placed:false,reason:'no_candidate'};
|
||
|
||
loadLevel(0); const closed=findBlockCandidate(false);
|
||
if(closed){
|
||
Game.credits=10000; const placed=placeBlocker(closed.x,closed.y);
|
||
const blocker=Game.towers.find(t=>t.type==='blocker');
|
||
spawnEnemy('runner');
|
||
let steps=0;
|
||
while(Game.towers.includes(blocker)&&steps<6000){ updateBlockers(1/60); updateEnemies(1/60); steps++; }
|
||
report.blockerClosed={placed,trapped:closed.after===INF,destroyed:!Game.towers.includes(blocker),
|
||
pathRestored:Game.grid[closed.y][closed.x]===1,steps};
|
||
} else report.blockerClosed={placed:false,reason:'no_candidate'};
|
||
|
||
loadLevel(0); buildSkilltreeUI(); buildLevelGrid(); showOverlay('ov-levels'); Game.state='menu';
|
||
return report;
|
||
}
|
||
|
||
function runRedesignAudit(){
|
||
const report={};
|
||
loadLevel(0); Game.rng=()=>.99;
|
||
const kryo=new Tower(TOWER_BY_ID.kryo,5,5), k1=new Enemy('runner',kryo.x+24,kryo.y), k2=new Enemy('runner',kryo.x+48,kryo.y);
|
||
Game.towers=[kryo]; Game.enemies=[k1,k2]; Game.projectiles=[]; towerFire(kryo,1/60); updateProjectiles(.1);
|
||
report.kryo={randomLastTarget:k2.hp<k2.maxHp&&k1.hp===k1.maxHp,visibleSlow:k2.slowTimer>0};
|
||
|
||
loadLevel(0); const sniper=new Tower(TOWER_BY_ID.sniper,5,5); sniper.skills={sniper_1:2,sniper_2:1,sniper_3:1};
|
||
const snipers=[30,70,110,150].map(x=>new Enemy('runner',sniper.x+x,sniper.y));
|
||
Game.towers=[sniper]; Game.enemies=snipers; Game.projectiles=[]; towerFire(sniper,1/60); for(let i=0;i<12;i++) updateProjectiles(1/60);
|
||
report.sniper={pierced:snipers.filter(e=>e.hp<e.maxHp).length,noDot:snipers.every(e=>e.burn===0&&e.poison===0)};
|
||
|
||
loadLevel(0); const prioritySniper=new Tower(TOWER_BY_ID.sniper,5,5);
|
||
const lowHp=new Enemy('runner',prioritySniper.x+32,prioritySniper.y); lowHp.hp=4;
|
||
const highHp=new Enemy('tank',prioritySniper.x,prioritySniper.y+90); highHp.hp=120;
|
||
Game.towers=[prioritySniper]; Game.enemies=[lowHp,highHp]; Game.projectiles=[]; towerFire(prioritySniper,1/60);
|
||
report.sniper.highestAbsoluteHp=Game.projectiles.length===1 && Math.abs(prioritySniper.angle-Math.PI/2)<0.001;
|
||
|
||
loadLevel(0); const mortar=new Tower(TOWER_BY_ID.barrier,5,5);
|
||
const fleeing=new Enemy('runner',mortar.x+150,mortar.y), impactWitness=new Enemy('runner',mortar.x+150,mortar.y);
|
||
Game.towers=[mortar]; Game.enemies=[fleeing,impactWitness]; Game.projectiles=[]; fireMortar(mortar,fleeing);
|
||
fleeing.x+=180; for(let i=0;i<20;i++) updateProjectiles(.05);
|
||
report.mortar={fixedImpact:impactWitness.hp<impactWitness.maxHp && fleeing.hp===fleeing.maxHp};
|
||
|
||
loadLevel(0); const quantum=new Tower(TOWER_BY_ID.quantum,5,5); quantum.skills={quantum_1:1,quantum_2:1,quantum_3:1};
|
||
const aligned=[40,80,120].map(x=>new Enemy('runner',quantum.x+x,quantum.y)); const offLine=new Enemy('runner',quantum.x+80,quantum.y+40);
|
||
Game.towers=[quantum]; Game.enemies=[...aligned,offLine]; Game.beams=[]; towerFire(quantum,1/60);
|
||
report.quantum={lineHits:aligned.filter(e=>e.hp<e.maxHp).length,offLineUntouched:offLine.hp===offLine.maxHp,beam:Game.beams.some(b=>b.kind==='quantumLaser')};
|
||
|
||
loadLevel(0); const nano=new Tower(TOWER_BY_ID.nano,5,5); nano.skills={nano_1:1,nano_2:2,nano_3:1}; const nanoTarget=new Enemy('runner',nano.x+20,nano.y);
|
||
Game.towers=[nano]; Game.enemies=[nanoTarget]; Game.nanites=[]; towerFire(nano,1/60); const spawned=Game.nanites.length; updateNanites(.5);
|
||
const damaged=nanoTarget.hp<nanoTarget.maxHp; Game.towers=[]; updateNanites(.01);
|
||
report.nano={spawned,damaged,cleaned:Game.nanites.length===0,limit:NANITE_LIMIT};
|
||
loadLevel(0); Game.state='menu'; return report;
|
||
}
|
||
|
||
window.__AEGIS_DEBUG__ = {
|
||
runSelfAudit,
|
||
runExtensionAudit,
|
||
runRedesignAudit,
|
||
effectMetadata: {
|
||
towerTypes: TOWER_TYPES.map(t => ({
|
||
id: t.id,
|
||
name: t.name,
|
||
color: t.color,
|
||
range: t.range,
|
||
damage: t.damage,
|
||
fireRate: t.fireRate,
|
||
skills: t.skills.length
|
||
})),
|
||
enemyTypes: Object.keys(ENEMY_TYPES).map(k => ({
|
||
id: k,
|
||
hp: ENEMY_TYPES[k].hp,
|
||
speed: ENEMY_TYPES[k].speed,
|
||
radius: ENEMY_TYPES[k].radius,
|
||
color: ENEMY_TYPES[k].color
|
||
})),
|
||
effectLimits: {
|
||
maxParticles: 200,
|
||
maxProjectiles: 100,
|
||
maxHolos: 20,
|
||
particleLife: 0.8,
|
||
projectileLife: 1.6
|
||
}
|
||
},
|
||
effectTuning: {
|
||
holo: { influenceRadius: CELL * 4.5, pullStrength: 90 },
|
||
grav: { basePull: GRAV_BASE_PULL, baseSlow: GRAV_BASE_SLOW }
|
||
},
|
||
aura: {
|
||
getAuraState,
|
||
getBonuses: getAuraBonuses,
|
||
upgrade: (tower) => upgradeAura(tower)
|
||
},
|
||
getState(){
|
||
return {
|
||
state:Game.state,
|
||
autoWave:Game.autoWave,
|
||
autoWaveActive:Game.autoWaveActive,
|
||
levelIndex:Game.levelIndex,
|
||
levelName:levelData().name,
|
||
credits:Game.credits,
|
||
lives:Game.lives,
|
||
waveIndex:Game.waveIndex,
|
||
totalWaves:Game.totalWaves,
|
||
waveActive:Game.waveActive,
|
||
waveHpMultiplier:Game.waveActive?Game.waveHpMultiplier:Game.nextWaveMultiplier,
|
||
nextWaveMultiplier:Game.nextWaveMultiplier,
|
||
lastWaveFactor:Game.lastWaveFactor,
|
||
waveFurthestProgress:Game.waveFurthestProgress,
|
||
routeDiagnostic:diagnoseRouteState(),
|
||
endless:Game.endless,
|
||
endlessWave:Game.endlessWave,
|
||
enemies:Game.enemies.length,
|
||
towers:Game.towers.length,
|
||
projectiles:Game.projectiles.length,
|
||
nanites:Game.nanites.length,
|
||
particles:Game.particles.length,
|
||
damageNumbers:Game.damageNumbers.length,
|
||
damageNumbersVisible:Game.damageNumbersVisible,
|
||
beams:Game.beams.length,
|
||
kills:Game.kills,
|
||
leaked:Game.leaked,
|
||
speed:Game.speed,
|
||
unlocked:Game.unlocked,
|
||
globalModifiers: {
|
||
tower_dmg_mult: 1 + (Game.skilltree['tower_dmg'] || 0) * 0.1,
|
||
tower_range_bonus: (Game.skilltree['tower_range'] || 0) * 10,
|
||
tower_rate_mult: 1 + (Game.skilltree['tower_rate'] || 0) * 0.1,
|
||
wave_bonus_add: (Game.skilltree['wave_bonus'] || 0) * 5,
|
||
start_res_bonus: (Game.skilltree['start_res'] || 0) * 50,
|
||
max_hp_bonus: (Game.skilltree['max_hp'] || 0) * 5
|
||
}
|
||
};
|
||
},
|
||
startEndlessLevel(n){
|
||
n=clamp(n,0,LEVELS.length-1);
|
||
startEndlessLevel(n);
|
||
},
|
||
towerTypes:TOWER_TYPES.map(t=>({id:t.id,name:t.name,cost:t.cost,range:t.range,damage:t.damage,fireRate:t.fireRate,skills:t.skills.length,skillIds:t.skills.map(s=>s.id)})),
|
||
skilltree: {
|
||
version: SKILLTREE_VERSION,
|
||
points: Game.skillPoints,
|
||
nodes: Game.skilltree,
|
||
completed: Game.completedLevels,
|
||
endless20Rewards: Game.endless20Rewards,
|
||
nodesDef: SKILLTREE_NODES,
|
||
getState: function() {
|
||
return {
|
||
points: Game.skillPoints,
|
||
nodes: JSON.parse(JSON.stringify(Game.skilltree)),
|
||
completed: [...Game.completedLevels]
|
||
};
|
||
},
|
||
buy: function(nodeId) {
|
||
buySkilltreeNode(nodeId);
|
||
},
|
||
reset: function() {
|
||
Game.skillPoints = 0;
|
||
Game.skilltree = {};
|
||
Game.completedLevels = [];
|
||
Game.rewardedLevels = [];
|
||
Game.endless20Rewards = [];
|
||
saveSkilltree();
|
||
buildSkilltreeUI();
|
||
}
|
||
},
|
||
levels:LEVELS.map(l=>({id:l.id,name:l.name,waves:l.waves.length,difficulty:l.difficulty,endlessAvailable:true})),
|
||
selectLevel(n){
|
||
n=clamp(n,0,LEVELS.length-1);
|
||
loadLevel(n);
|
||
},
|
||
startWave(){
|
||
if(Game.autoWaveActive){
|
||
Game.autoWave = 0;
|
||
Game.autoWaveActive = false;
|
||
}
|
||
startWave();
|
||
},
|
||
setCredits(n){ Game.credits=Math.max(0,Math.floor(n)); updateHUD(); },
|
||
audio: {
|
||
state: () => ({
|
||
initialized: Game.audio.initialized,
|
||
muted: Game.audio.muted,
|
||
volume: Game.audio.volume,
|
||
voices: Game.audio.voices
|
||
}),
|
||
sounds: ['place', 'upgrade', 'wave_start', 'hit', 'explosion', 'victory', 'defeat', 'puls', 'plasma', 'kryo', 'magnet', 'nano', 'grav', 'barrier', 'holo', 'quantum', 'nuclear', 'sniper', 'commander', 'tesla', 'blocker'],
|
||
test: (name) => {
|
||
const presets = {
|
||
place: { freq: 880, type: 'sine', duration: 0.08, volume: 0.6 },
|
||
upgrade: { freq: 1200, type: 'triangle', duration: 0.15, volume: 0.5 },
|
||
wave_start: { freq: 440, type: 'square', duration: 0.3, slideTo: 880, volume: 0.4 },
|
||
hit: { freq: 220, type: 'sawtooth', duration: 0.05, volume: 0.3 },
|
||
explosion: { freq: 100, type: 'sawtooth', duration: 0.4, slideTo: 50, volume: 0.7 },
|
||
victory: { freq: 523, type: 'sine', duration: 0.5, slideTo: 1047, volume: 0.6 },
|
||
defeat: { freq: 300, type: 'sawtooth', duration: 0.8, slideTo: 100, volume: 0.5 },
|
||
puls: { freq: 600, type: 'square', duration: 0.05, volume: 0.2 },
|
||
plasma: { freq: 800, type: 'sawtooth', duration: 0.1, volume: 0.3 },
|
||
kryo: { freq: 1000, type: 'sine', duration: 0.15, volume: 0.2 },
|
||
magnet: { freq: 400, type: 'triangle', duration: 0.2, volume: 0.2 },
|
||
nano: { freq: 1200, type: 'sine', duration: 0.08, volume: 0.15 },
|
||
grav: { freq: 200, type: 'sine', duration: 0.3, volume: 0.25 },
|
||
barrier: { freq: 500, type: 'square', duration: 0.2, volume: 0.3 },
|
||
holo: { freq: 700, type: 'triangle', duration: 0.15, volume: 0.2 },
|
||
quantum: { freq: 900, type: 'sine', duration: 0.1, volume: 0.25 },
|
||
nuclear: { freq: 150, type: 'sawtooth', duration: 0.5, slideTo: 80, volume: 0.6 },
|
||
sniper: { freq: 1050, type: 'square', duration: 0.08, volume: 0.35 },
|
||
commander: { freq: 320, type: 'square', duration: 0.12, volume: 0.3 },
|
||
tesla: { freq: 640, type: 'sine', duration: 0.18, slideTo: 1100, volume: 0.4 },
|
||
blocker: { freq: 180, type: 'square', duration: 0.14, volume: 0.5 }
|
||
};
|
||
const preset = presets[name] || presets.place;
|
||
playSound(name, preset);
|
||
},
|
||
setMuted(m) { Game.audio.muted = m; if (Game.audio.masterGain) Game.audio.masterGain.gain.value = m ? 0 : Game.audio.volume; saveAudioSettings(); },
|
||
setVolume(v) { Game.audio.volume = clamp(v, 0, 1); if (Game.audio.masterGain && !Game.audio.muted) Game.audio.masterGain.gain.value = Game.audio.volume; saveAudioSettings(); }
|
||
}
|
||
};
|
||
|
||
/* ============================================================
|
||
BOOT
|
||
============================================================ */
|
||
function loadDamageNumberSettings(){
|
||
try { const value=localStorage.getItem(DAMAGE_NUMBERS_KEY); if(value!==null) Game.damageNumbersVisible=value!=='0'; } catch(e) { /* private storage */ }
|
||
}
|
||
function saveDamageNumberSettings(){
|
||
try { localStorage.setItem(DAMAGE_NUMBERS_KEY,Game.damageNumbersVisible?'1':'0'); } catch(e) { /* private storage */ }
|
||
}
|
||
|
||
function boot(){
|
||
resize();
|
||
loadCustomLevel();
|
||
loadTowerUnlocks();
|
||
loadSkilltree();
|
||
loadCampaignProgress();
|
||
loadAudioSettings();
|
||
loadDamageNumberSettings();
|
||
loadLanguage();
|
||
loadLevel(0);
|
||
// Start screen first; gameplay remains paused until "Spielen" is selected.
|
||
translateUI();
|
||
openMenuPanel('ov-start');
|
||
requestAnimationFrame(frame);
|
||
|
||
// Audio-Initialisierung nach erster Interaktion (userInteraction)
|
||
let userInteraction = false;
|
||
const initAudio = () => {
|
||
if (Game.audio.initialized) { startMusicAfterGesture(); return; }
|
||
userInteraction = true;
|
||
try {
|
||
const AC = window.AudioContext || window.webkitAudioContext;
|
||
if (!AC) return;
|
||
Game.audio.ctx = new AC();
|
||
Game.audio.masterGain = Game.audio.ctx.createGain();
|
||
Game.audio.masterGain.gain.value = Game.audio.muted ? 0 : Game.audio.volume;
|
||
Game.audio.masterGain.connect(Game.audio.ctx.destination);
|
||
Game.audio.musicGain = Game.audio.ctx.createGain();
|
||
Game.audio.musicGain.gain.value = Game.audio.musicMuted ? 0 : Game.audio.musicVolume;
|
||
Game.audio.musicGain.connect(Game.audio.ctx.destination);
|
||
Game.audio.initialized = true;
|
||
startMusicAfterGesture();
|
||
} catch(e) {
|
||
console.warn('Audio init failed', e);
|
||
}
|
||
};
|
||
|
||
document.addEventListener('click', initAudio, { once: true });
|
||
document.addEventListener('keydown', initAudio, { once: true });
|
||
document.addEventListener('touchstart', initAudio, { once: true });
|
||
}
|
||
|
||
function loadAudioSettings() {
|
||
try {
|
||
const data = localStorage.getItem(AUDIO_KEY);
|
||
if (data) {
|
||
const parsed = JSON.parse(data);
|
||
Game.audio.muted = parsed.muted || false;
|
||
Game.audio.volume = parsed.volume !== undefined ? parsed.volume : 0.8;
|
||
}
|
||
} catch(e) { /* storage unavailable */ }
|
||
try { const music=JSON.parse(localStorage.getItem(MUSIC_KEY)||'null'); if(music){ Game.audio.musicMuted=!!music.muted; if(Number.isFinite(Number(music.volume))) Game.audio.musicVolume=clamp(Number(music.volume),0,1); } } catch(e) { /* storage unavailable */ }
|
||
}
|
||
|
||
function saveAudioSettings() {
|
||
try {
|
||
localStorage.setItem(AUDIO_KEY, JSON.stringify({
|
||
muted: Game.audio.muted,
|
||
volume: Game.audio.volume
|
||
}));
|
||
} catch(e) {
|
||
console.warn('Audio save failed', e);
|
||
}
|
||
}
|
||
function saveMusicSettings(){ try { localStorage.setItem(MUSIC_KEY,JSON.stringify({muted:Game.audio.musicMuted,volume:Game.audio.musicVolume})); } catch(e) {} }
|
||
|
||
function playSound(name, opts = {}) {
|
||
if (!Game.audio.initialized || !Game.audio.ctx) return;
|
||
if (Game.audio.muted) return;
|
||
|
||
// Rate limiting
|
||
const now = performance.now();
|
||
if (Game.audio.lastPlay[name] && now - Game.audio.lastPlay[name] < 50) return;
|
||
Game.audio.lastPlay[name] = now;
|
||
|
||
// Polyphony limiting
|
||
if (Game.audio.voices >= MAX_VOICES) return;
|
||
|
||
try {
|
||
const ctx = Game.audio.ctx;
|
||
const osc = ctx.createOscillator();
|
||
const gain = ctx.createGain();
|
||
|
||
osc.connect(gain);
|
||
gain.connect(Game.audio.masterGain);
|
||
|
||
const freq = opts.freq || 440;
|
||
const type = opts.type || 'sine';
|
||
const duration = opts.duration || 0.1;
|
||
const attack = opts.attack || 0.01;
|
||
const decay = opts.decay || 0.05;
|
||
|
||
osc.type = type;
|
||
osc.frequency.setValueAtTime(freq, ctx.currentTime);
|
||
|
||
if (opts.slideTo) {
|
||
osc.frequency.exponentialRampToValueAtTime(opts.slideTo, ctx.currentTime + duration);
|
||
}
|
||
|
||
gain.gain.setValueAtTime(0, ctx.currentTime);
|
||
gain.gain.linearRampToValueAtTime(opts.volume || 0.5, ctx.currentTime + attack);
|
||
gain.gain.exponentialRampToValueAtTime(0.001, ctx.currentTime + attack + decay + duration);
|
||
|
||
osc.start(ctx.currentTime);
|
||
osc.stop(ctx.currentTime + attack + decay + duration + 0.05);
|
||
|
||
Game.audio.voices++;
|
||
osc.onended = () => { Game.audio.voices = Math.max(0, Game.audio.voices - 1); };
|
||
|
||
} catch(e) {
|
||
console.warn('Sound play failed:', name, e);
|
||
}
|
||
}
|
||
|
||
const DESKTOP_SOUNDTRACK = 'assets/futuristic_psychedelic_tower_defense_clean.wav';
|
||
function syncDesktopSoundtrack(){
|
||
const a=Game.audio;
|
||
if(!isElectronRuntime()) return false;
|
||
if(!a.musicTrack){
|
||
a.musicTrack=new Audio(DESKTOP_SOUNDTRACK);
|
||
a.musicTrack.loop=true;
|
||
a.musicTrack.preload='auto';
|
||
}
|
||
a.musicTrack.volume=a.musicMuted?0:clamp(a.musicVolume,0,1);
|
||
a.musicTrack.muted=!!a.musicMuted;
|
||
if(!a.musicMuted){ a.musicTrack.play().catch(()=>{}); }
|
||
return true;
|
||
}
|
||
// Browser builds retain the small procedural score. The packaged Electron build uses the supplied looping WAV.
|
||
function startMusicAfterGesture(){
|
||
const a=Game.audio; if(!a.initialized||!a.ctx||syncDesktopSoundtrack()||a.musicTimer) return;
|
||
const ctx=a.ctx, motif=[220,0,330,440,330,0,294,247,220,0,392,440,494,440,330,0];
|
||
a.musicTimer=setInterval(()=>{
|
||
if(!a.initialized||!a.ctx) return;
|
||
const i=a.musicStep++%motif.length, freq=motif[i]; if(!freq) return;
|
||
const osc=ctx.createOscillator(), gain=ctx.createGain(); osc.type=i%4===0?'triangle':'sine';
|
||
osc.frequency.setValueAtTime(freq,ctx.currentTime); gain.gain.setValueAtTime(0.0001,ctx.currentTime); gain.gain.exponentialRampToValueAtTime(.055,ctx.currentTime+.025); gain.gain.exponentialRampToValueAtTime(.0001,ctx.currentTime+.32);
|
||
osc.connect(gain); gain.connect(a.musicGain||a.masterGain); osc.start(); osc.stop(ctx.currentTime+.34);
|
||
},250);
|
||
}
|
||
function normalizeCampaignCompletions(levels){
|
||
const set=new Set((Array.isArray(levels)?levels:[]).map(Number).filter(level=>Number.isInteger(level)&&level>=1&&level<=LEVELS.length));
|
||
return [...set].sort((a,b)=>a-b);
|
||
}
|
||
function campaignUnlockCount(completed){ let next=1; const set=new Set(completed); while(set.has(next)) next++; return clamp(next,1,LEVELS.length); }
|
||
function loadCampaignProgress(){
|
||
try { const parsed=JSON.parse(localStorage.getItem(CAMPAIGN_PROGRESS_KEY)||'null'); if(parsed?.version===1) Game.completedLevels=normalizeCampaignCompletions(parsed.completed); } catch(e) { /* legacy skilltree progress remains below */ }
|
||
Game.unlocked=campaignUnlockCount(Game.completedLevels);
|
||
}
|
||
function saveCampaignProgress(){ try { localStorage.setItem(CAMPAIGN_PROGRESS_KEY,JSON.stringify({version:1,completed:normalizeCampaignCompletions(Game.completedLevels)})); } catch(e) { /* storage unavailable */ } }
|
||
|
||
function loadSkilltree() {
|
||
try {
|
||
const data = localStorage.getItem(SKILLTREE_KEY) || localStorage.getItem(LEGACY_SKILLTREE_KEY);
|
||
if (data) {
|
||
const parsed = JSON.parse(data);
|
||
if (parsed.version === SKILLTREE_VERSION || parsed.version === 1) {
|
||
Game.skillPoints = parsed.points || 0;
|
||
Game.skilltree = parsed.nodes || {};
|
||
Game.completedLevels = normalizeCampaignCompletions(parsed.completed); // legacy migration source
|
||
Game.rewardedLevels = parsed.rewardedLevels || [...Game.completedLevels];
|
||
Game.endless20Rewards = parsed.endless20Rewards || [];
|
||
if(!localStorage.getItem(CAMPAIGN_PROGRESS_KEY)) saveCampaignProgress();
|
||
}
|
||
}
|
||
} catch (e) {
|
||
console.error('Skilltree Load Error', e);
|
||
}
|
||
}
|
||
|
||
function saveSkilltree() {
|
||
try {
|
||
const data = {
|
||
version: SKILLTREE_VERSION,
|
||
points: Game.skillPoints,
|
||
nodes: Game.skilltree,
|
||
completed: Game.completedLevels,
|
||
rewardedLevels: Game.rewardedLevels,
|
||
endless20Rewards: Game.endless20Rewards
|
||
};
|
||
localStorage.setItem(SKILLTREE_KEY, JSON.stringify(data));
|
||
} catch (e) {
|
||
console.error('Skilltree Save Error', e);
|
||
}
|
||
}
|
||
|
||
function resetSkilltree() {
|
||
if (confirm('Skilltree wirklich zurücksetzen? Alle Punkte und Fortschritt gehen verloren.')) {
|
||
Game.skillPoints = 0;
|
||
Game.skilltree = {};
|
||
Game.completedLevels = [];
|
||
Game.rewardedLevels = [];
|
||
Game.endless20Rewards = [];
|
||
saveSkilltree();
|
||
buildSkilltreeUI();
|
||
}
|
||
}
|
||
|
||
function buySkilltreeNode(nodeId) {
|
||
const node = SKILLTREE_NODES.find(n => n.id === nodeId);
|
||
if (!node) return;
|
||
|
||
const currentRank = Game.skilltree[nodeId] || 0;
|
||
if (currentRank >= node.maxRank) return;
|
||
if (Game.skillPoints < node.cost) return;
|
||
|
||
// Voraussetzungen prüfen
|
||
if (node.req) {
|
||
const reqNode = SKILLTREE_NODES.find(n => n.id === node.req);
|
||
if (reqNode && (Game.skilltree[reqNode.id] || 0) < 1) return;
|
||
}
|
||
|
||
Game.skillPoints -= node.cost;
|
||
Game.skilltree[nodeId] = currentRank + 1;
|
||
saveSkilltree();
|
||
buildSkilltreeUI();
|
||
}
|
||
|
||
function refreshGlobalSkilltreeUI(){
|
||
buildSkilltreeUI();
|
||
buildLevelGrid();
|
||
updateHUD();
|
||
}
|
||
|
||
function buildSkilltreeUI() {
|
||
const container = document.getElementById('skilltree-container');
|
||
if (!container) return;
|
||
|
||
let html = '<div class="skilltree-header">';
|
||
html += '<h3>Globaler Skilltree</h3>';
|
||
html += '<div class="skilltree-points">Verfügbare Punkte: <b>' + Game.skillPoints + '</b></div>';
|
||
html += '<button class="btn danger" id="btn-reset-skilltree">Zurücksetzen</button>';
|
||
html += '</div>';
|
||
html += '<div class="skilltree-grid">';
|
||
|
||
SKILLTREE_NODES.forEach(node => {
|
||
const rank = Game.skilltree[node.id] || 0;
|
||
const maxed = rank >= node.maxRank;
|
||
const reqMet = !node.req || (Game.skilltree[node.req] || 0) >= 1;
|
||
const canBuy = !maxed && Game.skillPoints >= node.cost && reqMet;
|
||
|
||
let reqText = '';
|
||
if (node.req) {
|
||
const reqNode = SKILLTREE_NODES.find(n => n.id === node.req);
|
||
const reqRank = Game.skilltree[node.req] || 0;
|
||
reqText = reqRank < 1 ? 'Voraussetzung: ' + reqNode.name : '';
|
||
}
|
||
|
||
html += '<div class="skilltree-node ' + (maxed ? 'maxed' : '') + ' ' + (canBuy ? 'buyable' : '') + '" data-id="' + node.id + '">';
|
||
html += '<div class="node-name">' + node.name + '</div>';
|
||
html += '<div class="node-rank">Rang: ' + rank + '/' + node.maxRank + '</div>';
|
||
html += '<div class="node-desc">' + node.desc + '</div>';
|
||
const formatEffect = (val, id) => {
|
||
if (id === 'tower_dmg' || id === 'tower_rate') return Math.round(val * 100) + ' %';
|
||
if (id === 'tower_range') return Math.round(val) + ' px';
|
||
if (id === 'start_res' || id === 'wave_bonus') return Math.round(val) + ' Ressourcen';
|
||
if (id === 'max_hp') return Math.round(val) + ' Leben';
|
||
return Math.round(val);
|
||
};
|
||
const currentEffect = node.effect(rank);
|
||
const nextEffect = rank < node.maxRank ? node.effect(rank + 1) : null;
|
||
let effectText = 'Aktuell: ' + formatEffect(currentEffect, node.id);
|
||
if (nextEffect !== null) {
|
||
effectText += ' → Nächster: ' + formatEffect(nextEffect, node.id);
|
||
}
|
||
html += '<div style="font-size:11px;color:var(--cyan);margin-bottom:6px;">' + effectText + '</div>';
|
||
if (node.req) {
|
||
const reqNode = SKILLTREE_NODES.find(n => n.id === node.req);
|
||
const reqRank = Game.skilltree[node.req] || 0;
|
||
const reqStatus = reqRank >= 1 ? 'Erfüllt' : 'Nicht erfüllt';
|
||
html += '<div class="node-req">Voraussetzung: ' + reqNode.name + ' (' + reqStatus + ')</div>';
|
||
}
|
||
if (!maxed) {
|
||
html += '<div class="node-cost">Kosten: ' + node.cost + ' Punkte</div>';
|
||
html += '<button class="btn ' + (canBuy ? 'primary' : 'disabled') + '" ' + (canBuy ? '' : 'disabled') + '>Kaufen</button>';
|
||
} else {
|
||
html += '<div class="node-max">MAX</div>';
|
||
}
|
||
html += '</div>';
|
||
});
|
||
|
||
html += '</div>';
|
||
container.innerHTML = html;
|
||
|
||
// Events binden
|
||
document.querySelectorAll('.skilltree-node button').forEach(btn => {
|
||
btn.addEventListener('click', (e) => {
|
||
const nodeId = e.target.closest('.skilltree-node').dataset.id;
|
||
buySkilltreeNode(nodeId);
|
||
});
|
||
});
|
||
|
||
const resetBtn = document.getElementById('btn-reset-skilltree');
|
||
if (resetBtn) resetBtn.addEventListener('click', resetSkilltree);
|
||
}
|
||
|
||
boot();
|
||
buildSkilltreeUI();
|
||
initEditor();
|
||
|
||
// Audio Controls
|
||
const damageToggle = document.getElementById('damage-toggle');
|
||
if (damageToggle) {
|
||
damageToggle.checked = Game.damageNumbersVisible;
|
||
damageToggle.addEventListener('change', () => {
|
||
Game.damageNumbersVisible = damageToggle.checked;
|
||
if (!Game.damageNumbersVisible) Game.damageNumbers.length = 0;
|
||
saveDamageNumberSettings();
|
||
});
|
||
}
|
||
|
||
const muteBtn = document.getElementById('btn-mute');
|
||
const volSlider = document.getElementById('vol-slider');
|
||
|
||
if (muteBtn) {
|
||
muteBtn.addEventListener('click', () => {
|
||
Game.audio.muted = !Game.audio.muted;
|
||
if (Game.audio.masterGain) {
|
||
Game.audio.masterGain.gain.value = Game.audio.muted ? 0 : Game.audio.volume;
|
||
}
|
||
muteBtn.textContent = Game.audio.muted ? '🔇' : '🔊';
|
||
saveAudioSettings();
|
||
});
|
||
}
|
||
|
||
const musicMuteBtn=document.getElementById('btn-music-mute');
|
||
const musicSlider=document.getElementById('music-volume-slider');
|
||
function refreshMusicControls(){ if(musicMuteBtn) musicMuteBtn.textContent=Game.audio.musicMuted?'🎵✕':'🎵'; if(musicSlider) musicSlider.value=Game.audio.musicVolume; }
|
||
if(musicMuteBtn) musicMuteBtn.addEventListener('click',()=>{ Game.audio.musicMuted=!Game.audio.musicMuted; if(Game.audio.musicGain) Game.audio.musicGain.gain.value=Game.audio.musicMuted?0:Game.audio.musicVolume; syncDesktopSoundtrack(); saveMusicSettings(); refreshMusicControls(); });
|
||
if(musicSlider) musicSlider.addEventListener('input',e=>{ Game.audio.musicVolume=clamp(parseFloat(e.target.value),0,1); if(Game.audio.musicGain&&!Game.audio.musicMuted) Game.audio.musicGain.gain.value=Game.audio.musicVolume; syncDesktopSoundtrack(); saveMusicSettings(); });
|
||
refreshMusicControls();
|
||
|
||
const languageSelect=document.getElementById('language-select');
|
||
if(languageSelect){ languageSelect.value=Game.language; languageSelect.addEventListener('change',e=>setLanguage(e.target.value)); }
|
||
const helpButton=document.getElementById('btn-menu-help'); if(helpButton) helpButton.addEventListener('click',()=>{ translateUI(); openMenuPanel('ov-help'); });
|
||
const helpBack=document.getElementById('btn-help-back'); if(helpBack) helpBack.addEventListener('click',openMainMenu);
|
||
if (volSlider) {
|
||
volSlider.value = Game.audio.volume;
|
||
volSlider.addEventListener('input', (e) => {
|
||
Game.audio.volume = parseFloat(e.target.value);
|
||
if (Game.audio.masterGain && !Game.audio.muted) {
|
||
Game.audio.masterGain.gain.value = Game.audio.volume;
|
||
}
|
||
saveAudioSettings();
|
||
});
|
||
}
|
||
|
||
// Initiale Mute-Anzeige setzen
|
||
if (muteBtn) {
|
||
muteBtn.textContent = Game.audio.muted ? '🔇' : '🔊';
|
||
}
|
||
</script>
|
||
</body>
|
||
</html>
|