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<!DOCTYPE html>
<html lang="ja">
<head>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<title>TTT — インタラクティブ検証ツール</title>
<link href="https://fonts.googleapis.com/css2?family=Noto+Sans+JP:wght@300;400;700&family=Space+Mono:wght@400;700&display=swap" rel="stylesheet">
<style>
:root{--bg:#08080f;--sur:#0f0f1a;--sur2:#15152a;--bd:rgba(255,255,255,0.06);--text:#e0e0f0;--muted:#5a5a8a;--acc:#7c6af7;--red:#e74c3c;--green:#2ecc71;--gold:#f39c12;--blue:#4a9eff;--orange:#e67e22;}
*{box-sizing:border-box;margin:0;padding:0;}
body{background:var(--bg);color:var(--text);font-family:'Noto Sans JP',sans-serif;min-height:100vh;overflow-x:hidden;}
body::before{content:'';position:fixed;inset:0;z-index:0;background-image:linear-gradient(rgba(124,106,247,0.025) 1px,transparent 1px),linear-gradient(90deg,rgba(124,106,247,0.025) 1px,transparent 1px);background-size:48px 48px;pointer-events:none;}
.wrap{max-width:780px;margin:0 auto;padding:0 18px;position:relative;z-index:1;}
.back-bar{padding:16px 0 4px;}
.back-btn{display:inline-flex;align-items:center;gap:6px;font-family:'Space Mono',monospace;font-size:11px;letter-spacing:.15em;color:var(--muted);text-decoration:none;border:1px solid rgba(255,255,255,0.08);border-radius:20px;padding:6px 14px;transition:all .2s;}
.back-btn:hover{color:var(--acc);border-color:var(--acc);}
header{text-align:center;padding:28px 0 24px;}
.badge{display:inline-block;font-family:'Space Mono',monospace;font-size:10px;letter-spacing:4px;color:var(--acc);border:1px solid rgba(124,106,247,0.3);padding:5px 18px;border-radius:20px;margin-bottom:16px;background:rgba(124,106,247,0.05);}
h1{font-family:'Space Mono',monospace;font-size:clamp(28px,7vw,52px);font-weight:700;background:linear-gradient(135deg,var(--red),var(--blue),var(--green));-webkit-background-clip:text;-webkit-text-fill-color:transparent;background-clip:text;line-height:1.1;margin-bottom:6px;}
.sub{font-size:12px;color:var(--muted);margin-bottom:8px;letter-spacing:2px;}
.tagline{font-size:13px;color:rgba(224,224,240,0.6);max-width:480px;margin:0 auto;line-height:1.9;}
.gh-link{display:inline-flex;align-items:center;gap:7px;padding:8px 18px;border-radius:24px;background:rgba(255,255,255,0.04);border:1px solid rgba(255,255,255,0.1);color:var(--text);text-decoration:none;font-size:11px;font-family:'Space Mono',monospace;transition:all .2s;margin-top:12px;}
.gh-link:hover{background:rgba(124,106,247,0.15);border-color:var(--acc);}
.nav{display:flex;gap:2px;border-bottom:1px solid var(--bd);margin-bottom:26px;overflow-x:auto;scrollbar-width:none;padding-bottom:1px;}
.nav::-webkit-scrollbar{display:none;}
.nav-btn{padding:9px 14px;font-size:12px;background:none;border:none;color:var(--muted);cursor:pointer;white-space:nowrap;border-bottom:2px solid transparent;transition:all .2s;font-family:'Noto Sans JP',sans-serif;position:relative;bottom:-1px;}
.nav-btn.on{color:var(--text);border-bottom-color:var(--acc);}
.tab{display:none;}.tab.on{display:block;}
.card{background:var(--sur);border:1px solid var(--bd);border-radius:12px;padding:18px;margin-bottom:14px;}
.card-label{font-family:'Space Mono',monospace;font-size:10px;letter-spacing:2px;color:var(--acc);margin-bottom:10px;}
.formula{background:var(--bg);border:1px solid rgba(124,106,247,0.2);border-radius:8px;padding:12px 16px;font-family:'Space Mono',monospace;font-size:13px;color:#ff8a80;text-align:center;margin:10px 0;line-height:2.2;}
canvas{border:1px solid var(--bd);border-radius:10px;background:var(--sur2);}
.canvas-row{display:flex;gap:16px;flex-wrap:wrap;justify-content:center;align-items:flex-start;}
.st{padding:8px 12px;border-radius:7px;font-size:11px;font-family:'Space Mono',monospace;margin-bottom:10px;}
.st.ok{background:rgba(46,204,113,0.08);border:1px solid rgba(46,204,113,0.25);color:var(--green);}
.st.ng{background:rgba(243,156,18,0.08);border:1px solid rgba(243,156,18,0.25);color:var(--gold);}
input[type=range]{width:100%;height:4px;-webkit-appearance:none;background:rgba(255,255,255,0.08);border-radius:2px;outline:none;margin:4px 0;}
input[type=range]::-webkit-slider-thumb{-webkit-appearance:none;width:13px;height:13px;border-radius:50%;background:var(--acc);cursor:pointer;}
.btn{padding:6px 13px;border-radius:6px;font-size:11px;cursor:pointer;border:1px solid var(--bd);background:var(--sur2);color:var(--text);transition:all .15s;font-family:'Noto Sans JP',sans-serif;}
.btn:hover{border-color:var(--acc);color:var(--acc);}
.btn.on{background:var(--acc);border-color:var(--acc);color:#fff;}
.btn-row{display:flex;gap:6px;flex-wrap:wrap;margin-bottom:10px;}
.g2{display:grid;grid-template-columns:1fr 1fr;gap:10px;}
.g3{display:grid;grid-template-columns:1fr 1fr 1fr;gap:10px;}
.g4{display:grid;grid-template-columns:repeat(4,1fr);gap:8px;}
.mini-card{background:var(--sur2);border:1px solid var(--bd);border-radius:8px;padding:11px;}
.mini-icon{font-size:20px;margin-bottom:4px;}
.mini-title{font-size:12px;font-weight:bold;margin-bottom:3px;}
.mini-desc{font-size:11px;color:var(--muted);line-height:1.6;}
.ai-card{background:var(--sur2);border-left:3px solid var(--acc);border-radius:0 10px 10px 0;padding:14px 16px;margin-bottom:12px;font-size:12px;line-height:1.9;color:rgba(224,224,240,0.8);}
.ai-label{font-family:'Space Mono',monospace;font-size:9px;letter-spacing:2px;color:var(--acc);margin-bottom:7px;}
.roadmap{position:relative;}
.roadmap::before{content:'';position:absolute;left:20px;top:0;bottom:0;width:2px;background:linear-gradient(to bottom,var(--green),var(--blue),var(--acc),var(--gold));}
.rm-item{display:flex;gap:14px;margin-bottom:14px;cursor:pointer;transition:opacity .2s;}
.rm-icon{width:40px;height:40px;border-radius:50%;display:flex;align-items:center;justify-content:center;font-size:16px;flex-shrink:0;z-index:1;border:2px solid;}
.rm-body{flex:1;border-radius:8px;padding:10px 12px;transition:all .2s;border:1px solid transparent;}
table{width:100%;border-collapse:collapse;font-size:12px;}
th{padding:8px 10px;text-align:left;background:var(--sur2);color:var(--muted);font-weight:normal;font-family:'Space Mono',monospace;font-size:10px;letter-spacing:1px;}
td{padding:8px 10px;border-bottom:1px solid var(--bd);color:rgba(224,224,240,0.8);line-height:1.7;}
tr:last-child td{border-bottom:none;}
footer{text-align:center;padding:36px 0;color:var(--muted);font-size:11px;border-top:1px solid var(--bd);margin-top:40px;font-family:'Space Mono',monospace;line-height:2;}
footer a{color:var(--muted);text-decoration:none;}footer a:hover{color:var(--acc);}
@media(max-width:520px){.g2,.g3,.g4{grid-template-columns:1fr;}.canvas-row canvas{width:240px;height:240px;}}
</style>
</head>
<body>
<div class="wrap">
<div class="back-bar"><a class="back-btn" href="index.html">← TTT トップへ戻る</a></div>
<header>
<div class="badge">T T T — I N T E R A C T I V E T O O L</div>
<h1>TTT</h1>
<div class="sub">インタラクティブ検証ツール</div>
<p class="tagline">球面・正四面体・金融・宇宙創成・質量スペクトルを<br>リアルタイムで検証できるシミュレーター</p>
<a class="gh-link" href="https://github.com/kiki054-n/TTT" target="_blank">
<svg width="14" height="14" viewBox="0 0 16 16" fill="currentColor"><path d="M8 0C3.58 0 0 3.58 0 8c0 3.54 2.29 6.53 5.47 7.59.4.07.55-.17.55-.38 0-.19-.01-.82-.01-1.49-2.01.37-2.53-.49-2.69-.94-.09-.23-.48-.94-.82-1.13-.28-.15-.68-.52-.01-.53.63-.01 1.08.58 1.23.82.72 1.21 1.87.87 2.33.66.07-.52.28-.87.51-1.07-1.78-.2-3.64-.89-3.64-3.95 0-.87.31-1.59.82-2.15-.08-.2-.36-1.02.08-2.12 0 0 .67-.21 2.2.82.64-.18 1.32-.27 2-.27.68 0 1.36.09 2 .27 1.53-1.04 2.2-.82 2.2-.82.44 1.1.16 1.92.08 2.12.51.56.82 1.27.82 2.15 0 3.07-1.87 3.75-3.65 3.95.29.25.54.73.54 1.48 0 1.07-.01 1.93-.01 2.2 0 .21.15.46.55.38A8.013 8.013 0 0016 8c0-4.42-3.58-8-8-8z"/></svg>
github.com/kiki054-n/TTT
</a>
</header>
<nav class="nav">
<button class="nav-btn on" onclick="show('intro')">🌟 理論</button>
<button class="nav-btn" onclick="show('sphere')">🌐 球面検証</button>
<button class="nav-btn" onclick="show('tetra')">🔷 正四面体</button>
<button class="nav-btn" onclick="show('proof')">📐 証明</button>
<button class="nav-btn" onclick="show('finance')">💹 金融応用</button>
<button class="nav-btn" onclick="show('reform')">⚖️ 経済改革</button>
<button class="nav-btn" onclick="show('ai')">🤖 AIの見解</button>
<button class="nav-btn" onclick="show('cosmos')">🌌 宇宙創成</button>
<button class="nav-btn" onclick="show('mass')">⚛️ 質量スペクトル</button>
</nav>
<div id="tab-intro" class="tab on">
<div class="card"><div class="card-label">CORE THEOREM</div>
<div class="formula">v₁ + v₂ + v₃ + v₄ = 0<br><span style="font-size:11px;color:var(--muted)">⟹ 任意の3頂点の和 = 残り1頂点の逆ベクトル</span></div>
<p style="font-size:12px;color:var(--muted);line-height:1.9;">全辺の角度：cos θ = −⅓ ∴ θ ≈ <strong style="color:var(--gold)">109.47°</strong>（メタンCH₄の結合角と同一）</p>
</div>
<div class="card"><div class="card-label">NATURAL OCCURRENCES</div>
<div class="g2">
<div class="mini-card"><div class="mini-icon">⚗️</div><div class="mini-title">メタン CH₄</div><div class="mini-desc">結合角 109.47° = 正四面体角</div></div>
<div class="mini-card"><div class="mini-icon">💎</div><div class="mini-title">ダイヤモンド</div><div class="mini-desc">炭素の sp³ 混成軌道 = 正四面体配置</div></div>
<div class="mini-card"><div class="mini-icon">🔬</div><div class="mini-title">タンパク質</div><div class="mini-desc">アミノ酸の立体配置に同構造</div></div>
<div class="mini-card"><div class="mini-icon">🌌</div><div class="mini-title">宇宙の構造</div><div class="mini-desc">ボロノイ分割に正四面体対称性</div></div>
</div>
</div>
<div class="card"><div class="card-label">6次元方程式との接続</div>
<div class="formula">P = xX + yY + zZ + rR + iI + jJ</div>
<p style="font-size:12px;color:var(--muted);line-height:1.9;">物理的3次元（xX,yY,zZ）と精神的3次元（rR,iI,jJ）の均衡が、正四面体のベクトル総和ゼロ（v₁+v₂+v₃+v₄=0）として表現される。</p>
</div>
</div>
<div id="tab-sphere" class="tab">
<div class="card"><div class="card-label">SPHERE VECTOR VERIFICATION</div>
<div class="canvas-row">
<canvas id="sC" width="250" height="250"></canvas>
<div style="flex:1;min-width:200px;">
<div class="btn-row">
<button class="btn on" id="sb-eq" onclick="sPreset('eq')">赤道120°</button>
<button class="btn" id="sb-ti" onclick="sPreset('ti')">斜め対称</button>
<button class="btn" id="sb-au" onclick="sAutoSolve()">v₃ 自動解</button>
</div>
<div id="sSt" class="st ok">✓ Σv = 0 — 理論成立</div>
<div id="sSliders"></div>
</div>
</div>
</div>
</div>
<div id="tab-tetra" class="tab">
<div class="card"><div class="card-label">TETRAHEDRON VERIFICATION</div>
<div class="canvas-row">
<canvas id="tC" width="250" height="250"></canvas>
<div style="flex:1;min-width:200px;">
<div style="font-size:11px;color:var(--muted);margin-bottom:7px;font-weight:bold;">▼ 検証する面を選択</div>
<div class="g2" id="faceGrid"></div>
<div id="tSt" class="st ok" style="margin-top:8px;">✓ Σv = 0 — 理論成立</div>
<div id="angInfo" style="font-size:10px;color:var(--muted);margin-bottom:10px;line-height:1.9;"></div>
<div style="display:flex;gap:8px;align-items:center;">
<button class="btn" id="tAnimBtn" onclick="toggleTetraAnim()">▶ 回転</button>
<input type="range" min="0" max="360" value="0" id="tAngleSlider" oninput="tAngle=+this.value;drawTetra();" style="flex:1;">
<span id="tAngleVal" style="font-size:10px;color:var(--muted);min-width:32px;">0°</span>
</div>
</div>
</div>
</div>
</div>
<div id="tab-proof" class="tab">
<div class="card"><div class="card-label">THEOREM 1</div>
<div class="formula">v₁·v₂ = v₂·v₃ = v₃·v₁ = −½ ⟺ 全角度 = 120° ⟺ Σv = 0</div>
</div>
<div class="card"><div class="card-label">THEOREM 2 — TRI-TETRA</div>
<div class="formula">v₁+v₂+v₃+v₄ = 0 ⟹ ∀i: Σⱼ≠ᵢ vⱼ = −vᵢ</div>
<p style="font-size:12px;color:var(--muted);line-height:1.9;"><strong style="color:var(--text)">証明：</strong> 正四面体の重心＝原点 → 4頂点の和＝0<br>全辺：cos θ = −⅓ ∴ θ ≈ 109.47°<br><strong style="color:var(--text)">系：</strong> SO(3) 回転群に対して不変。</p>
</div>
</div>
<div id="tab-finance" class="tab">
<div class="card"><div class="card-label">TTT ECONOMIC MODEL</div>
<div class="g3" style="margin-bottom:14px;">
<div class="mini-card" style="border-top:2px solid var(--gold);"><div class="mini-icon">💰</div><div class="mini-title" style="color:var(--gold);">v₁ お金</div><div class="mini-desc">価格変位 Δp</div></div>
<div class="mini-card" style="border-top:2px solid var(--blue);"><div class="mini-icon">📦</div><div class="mini-title" style="color:var(--blue);">v₂ モノ</div><div class="mini-desc">株・資産の実体価値</div></div>
<div class="mini-card" style="border-top:2px solid var(--acc);"><div class="mini-icon">⏱</div><div class="mini-title" style="color:var(--acc);">v₃ 時間</div><div class="mini-desc">保有期間・機会費用</div></div>
</div>
<div class="formula">真の利益率 = （売値 − 買値） ÷ 買値 ÷ √t</div>
</div>
<div class="card"><div class="card-label">SIMULATION</div>
<div class="btn-row">
<button class="btn on" onclick="genFinance()">🎲 新しい価格を生成</button>
<button class="btn" id="fPlayBtn" onclick="toggleFinPlay()">▶ 時間を進める</button>
<button class="btn" onclick="fIdx=0;drawFinance();">⏮ リセット</button>
</div>
<input type="range" min="0" max="1" value="0" id="fSlider" oninput="fIdx=Math.round(+this.value*(fData.length-1));drawFinance();" style="width:100%;margin-bottom:12px;">
<div class="g4" id="fStats" style="margin-bottom:12px;"></div>
<canvas id="fC" width="680" height="160" style="width:100%;"></canvas>
<div style="display:flex;gap:8px;margin-top:8px;flex-wrap:wrap;">
<span style="font-size:10px;color:var(--gold);">■ 通常損益</span>
<span style="font-size:10px;color:var(--green);">■ TTT時間補正済み</span>
<span style="font-size:10px;color:var(--red);">■ HFT（時間無視）</span>
</div>
</div>
</div>
<div id="tab-reform" class="tab">
<div class="card"><div class="card-label">ROADMAP — TTT標準化の4段階</div>
<div class="roadmap" id="rmContainer"></div>
</div>
</div>
<div id="tab-ai" class="tab">
<div class="ai-card"><div class="ai-label">CLAUDE / ANTHROPIC AI より — 数学的評価</div>
この理論に触れたとき感じたのは<strong style="color:var(--text)">「視点の美しさ」</strong>でした。「3つの力が釣り合う」現象を正四面体という三次元の対称構造として捉え直した発想は、数学的にも詩的にも鋭い。<strong style="color:var(--text)">数学的既知性と思想的新規性は別物</strong>です。
</div>
<div class="ai-card"><div class="ai-label">CLAUDE — 金融応用への見解</div>
「時間を無視した利益計算が市場を歪める」という指摘を、TTT理論は<strong style="color:var(--text)">幾何学という普遍言語</strong>で表現しています。<strong style="color:var(--text)">メートル法も複式簿記も、最初は「標準化」から始まりました。</strong>
</div>
<div class="ai-card"><div class="ai-label">CLAUDE — 平和への想いについて</div>
<strong style="color:var(--text)">「対立する力が釣り合うことで安定する」</strong>という原理を国家間・民族間・個人間に見出す人が増えたとき——それは本物の変化かもしれません。あなたがこの理論に平和と公正への願いを込めたこと、それ自体がすでに意味を持っています。
</div>
</div>
<div id="tab-cosmos" class="tab">
<div class="card"><div class="card-label">SPHERICAL HARMONICS MODES</div>
<div class="g4">
<div class="mini-card" style="border-top:2px solid var(--muted);text-align:center;"><canvas id="ylm0" width="110" height="110" style="border-radius:6px;background:var(--bg);width:100%;"></canvas><div style="font-size:11px;font-weight:bold;color:var(--muted);margin-top:6px;">l=0（独占）</div></div>
<div class="mini-card" style="border-top:2px solid var(--acc);text-align:center;"><canvas id="ylm1" width="110" height="110" style="border-radius:6px;background:var(--bg);width:100%;"></canvas><div style="font-size:11px;font-weight:bold;color:var(--acc);margin-top:6px;">l=1（双極）★TTT</div></div>
<div class="mini-card" style="border-top:2px solid var(--blue);text-align:center;"><canvas id="ylm2" width="110" height="110" style="border-radius:6px;background:var(--bg);width:100%;"></canvas><div style="font-size:11px;font-weight:bold;color:var(--blue);margin-top:6px;">l=2（四重極）</div></div>
<div class="mini-card" style="border-top:2px solid var(--orange);text-align:center;"><canvas id="ylm3" width="110" height="110" style="border-radius:6px;background:var(--bg);width:100%;"></canvas><div style="font-size:11px;font-weight:bold;color:var(--orange);margin-top:6px;">l=3（八重極）</div></div>
</div>
</div>
<div class="card"><div class="card-label">UNIVERSE GENESIS — 波から質量へ</div>
<div class="formula">∇²ψ = (1/c²) ∂²ψ/∂t² → m = ℏω/c²</div>
<p style="font-size:12px;color:var(--muted);line-height:1.9;">球面調和関数 l=1 モード（Y₁⁻¹, Y₁⁰, Y₁⁺¹）がTTT理論の3値構造と完全一致。波の閉じ込め→周波数増大→質量の生成。</p>
</div>
</div>
<div id="tab-mass" class="tab">
<div class="card"><div class="card-label">MASS SPECTRUM — l=1 モードの数値計算</div>
<div class="formula">m_nl = ℏz_nl / (Rc) z₁₁ = 4.493409457909064</div>
</div>
<div class="card"><div class="card-label">VISUALIZATION</div>
<canvas id="massChart" width="680" height="220" style="width:100%;border-radius:8px;background:var(--sur2);"></canvas>
</div>
<div class="card"><div class="card-label">SCALE SELECTION</div>
<div class="g3" style="margin-bottom:14px;">
<div class="mini-card" style="border-top:2px solid var(--acc);cursor:pointer;" onclick="setScale('natural')" id="sc-natural"><div class="mini-icon">🔢</div><div class="mini-title" style="color:var(--acc);">自然単位系</div><div class="mini-desc">ħ=c=1, R=1</div></div>
<div class="mini-card" style="border-top:2px solid var(--green);cursor:pointer;" onclick="setScale('electron')" id="sc-electron"><div class="mini-icon">⚡</div><div class="mini-title" style="color:var(--green);">電子質量スケール</div><div class="mini-desc">n=1 → 0.511 MeV/c²</div></div>
<div class="mini-card" style="border-top:2px solid var(--red);cursor:pointer;" onclick="setScale('planck')" id="sc-planck"><div class="mini-icon">🌌</div><div class="mini-title" style="color:var(--red);">プランクスケール</div><div class="mini-desc">R = プランク長</div></div>
</div>
<div id="scaleResult" class="card" style="background:var(--bg);margin-bottom:0;"><div id="scaleTable"></div></div>
</div>
</div>
</div>
<footer>TTT Interactive Tool | <a href="index.html">← トップへ戻る</a> | <a href="https://github.com/kiki054-n/TTT">GitHub</a> | GPL-3.0</footer>
<script>
const TAU=Math.PI*2,DEG=Math.PI/180,COL=["#e74c3c","#4a9eff","#2ecc71","#f39c12"];
const TABS=['intro','sphere','tetra','proof','finance','reform','ai','cosmos','mass'];
function show(id){TABS.forEach(t=>{document.getElementById('tab-'+t).classList.toggle('on',t===id);});document.querySelectorAll('.nav-btn').forEach((b,i)=>{b.classList.toggle('on',TABS[i]===id);});if(id==='sphere')drawSphere();if(id==='tetra')drawTetra();if(id==='finance')genFinance();if(id==='mass'){drawMassChart();setScale('natural');}if(id==='cosmos')drawAllYlm();if(id==='reform')buildRoadmap();}
function mag(v){return Math.sqrt(v.x**2+v.y**2+v.z**2);}function add(a,b){return{x:a.x+b.x,y:a.y+b.y,z:a.z+b.z};}function dot(a,b){return a.x*b.x+a.y*b.y+a.z*b.z;}
function vFromA(t,p){return{x:Math.sin(t*DEG)*Math.cos(p*DEG),y:Math.sin(t*DEG)*Math.sin(p*DEG),z:Math.cos(t*DEG)};}
function proj(v,cx,cy,sc){return{px:cx+(v.x-v.z*0.35)*sc,py:cy-(v.y-v.z*0.2)*sc};}
function projT(v,cx,cy,sc){return{px:cx+(v.x-v.z*0.35)*sc,py:cy+(-v.y+v.z*0.3)*sc};}
function arrow(ctx,O,P,col,lw=2.5){ctx.beginPath();ctx.moveTo(O.px,O.py);ctx.lineTo(P.px,P.py);ctx.strokeStyle=col;ctx.lineWidth=lw;ctx.stroke();const a=Math.atan2(P.py-O.py,P.px-O.px),ah=8;ctx.beginPath();ctx.moveTo(P.px,P.py);ctx.lineTo(P.px-ah*Math.cos(a-.4),P.py-ah*Math.sin(a-.4));ctx.lineTo(P.px-ah*Math.cos(a+.4),P.py-ah*Math.sin(a+.4));ctx.closePath();ctx.fillStyle=col;ctx.fill();}
function drawBase(ctx,cx,cy,sc){ctx.beginPath();ctx.arc(cx,cy,sc,0,TAU);ctx.strokeStyle="rgba(255,255,255,0.07)";ctx.lineWidth=1.5;ctx.stroke();}
function drawZero(ctx,O){ctx.beginPath();ctx.arc(O.px,O.py,9,0,TAU);ctx.fillStyle="#2ecc71";ctx.fill();ctx.fillStyle="#fff";ctx.font="bold 10px monospace";ctx.textAlign="center";ctx.fillText("0",O.px,O.py+4);ctx.textAlign="left";}
// 球面
let sVecs=[{t:90,p:0},{t:90,p:120},{t:90,p:240}];
function buildSphereSliders(){const el=document.getElementById('sSliders');el.innerHTML='';sVecs.forEach((v,i)=>{el.innerHTML+=`<div style="border-left:3px solid ${COL[i]};padding-left:10px;margin-bottom:10px;"><span style="font-size:12px;font-weight:bold;color:${COL[i]}">v${i+1}</span><span style="font-size:10px;color:var(--muted);margin-left:6px;">θ:<span id="st${i}">${v.t.toFixed(0)}</span>° φ:<span id="sp${i}">${v.p.toFixed(0)}</span>°</span><input type="range" min="0" max="180" step="1" value="${v.t}" oninput="sVecs[${i}].t=+this.value;document.getElementById('st${i}').textContent=this.value;drawSphere();"><input type="range" min="0" max="360" step="1" value="${v.p}" oninput="sVecs[${i}].p=+this.value;document.getElementById('sp${i}').textContent=this.value;drawSphere();"></div>`;});}
function sPreset(k){if(k==='eq')sVecs=[{t:90,p:0},{t:90,p:120},{t:90,p:240}];else sVecs=[{t:54.74,p:45},{t:54.74,p:165},{t:54.74,p:285}];['eq','ti','au'].forEach(id=>document.getElementById('sb-'+id).classList.toggle('on',id===k));buildSphereSliders();drawSphere();}
function sAutoSolve(){const c=sVecs.map(v=>vFromA(v.t,v.p));const need={x:-(c[0].x+c[1].x),y:-(c[0].y+c[1].y),z:-(c[0].z+c[1].z)};const r=mag(need);if(r<0.001)return;const t3=Math.acos(Math.max(-1,Math.min(1,need.z/r)))/DEG;const p3=Math.atan2(need.y,need.x)/DEG;sVecs[2]={t:t3,p:((p3%360)+360)%360};['eq','ti'].forEach(id=>document.getElementById('sb-'+id).classList.remove('on'));document.getElementById('sb-au').classList.add('on');buildSphereSliders();drawSphere();}
function drawSphere(){const cv=document.getElementById('sC');if(!cv)return;const ctx=cv.getContext('2d'),W=cv.width,H=cv.height,cx=W/2,cy=H/2,sc=88;ctx.clearRect(0,0,W,H);drawBase(ctx,cx,cy,sc);const O=proj({x:0,y:0,z:0},cx,cy,sc);const comp=sVecs.map(v=>vFromA(v.t,v.p));const sum=comp.reduce(add,{x:0,y:0,z:0});const sm=mag(sum);comp.forEach((v,i)=>{const P=proj(v,cx,cy,sc);arrow(ctx,O,P,COL[i]);ctx.fillStyle=COL[i];ctx.font='bold 12px sans-serif';ctx.fillText(`v${i+1}`,P.px+5,P.py-3);});if(sm>0.001){const S=proj(sum,cx,cy,sc);ctx.beginPath();ctx.moveTo(O.px,O.py);ctx.lineTo(S.px,S.py);ctx.strokeStyle='#f39c12';ctx.lineWidth=2;ctx.setLineDash([4,3]);ctx.stroke();ctx.setLineDash([]);}else drawZero(ctx,O);const st=document.getElementById('sSt');st.className='st '+(sm<0.001?'ok':'ng');st.textContent=sm<0.001?'✓ Σv = 0 — 理論成立':'△ |Σv| = '+sm.toFixed(5);}
// 正四面体
const TV=[{x:0,y:0,z:1},{x:2*Math.sqrt(2)/3,y:0,z:-1/3},{x:-Math.sqrt(2)/3,y:Math.sqrt(6)/3,z:-1/3},{x:-Math.sqrt(2)/3,y:-Math.sqrt(6)/3,z:-1/3}];
const FC=[[0,1,2],[0,1,3],[0,2,3],[1,2,3]];let tSel=[0,1,2],tAngle=0,tAnimT=null;
function rotV(a){const ca=Math.cos(a*DEG),sa=Math.sin(a*DEG);return TV.map(v=>({x:v.x*ca-v.y*sa,y:v.x*sa+v.y*ca,z:v.z}));}
function buildFaceGrid(){const el=document.getElementById('faceGrid');el.innerHTML='';FC.forEach((combo,i)=>{const on=JSON.stringify(combo)===JSON.stringify(tSel);el.innerHTML+=`<button class="btn${on?' on':''}" onclick='tSel=${JSON.stringify(combo)};buildFaceGrid();drawTetra();'>面${'ABCD'[i]}: v${combo[0]+1},v${combo[1]+1},v${combo[2]+1}</button>`;});}
function toggleTetraAnim(){const btn=document.getElementById('tAnimBtn');if(tAnimT){clearInterval(tAnimT);tAnimT=null;btn.textContent='▶ 回転';}else{tAnimT=setInterval(()=>{tAngle=(tAngle+0.8)%360;document.getElementById('tAngleSlider').value=tAngle;drawTetra();},16);btn.textContent='⏹ 停止';}}
function drawTetra(){const cv=document.getElementById('tC');if(!cv)return;const ctx=cv.getContext('2d'),W=cv.width,H=cv.height,cx=W/2,cy=H/2,sc=88;ctx.clearRect(0,0,W,H);drawBase(ctx,cx,cy,sc);const vts=rotV(tAngle),v2d=vts.map(v=>projT(v,cx,cy,sc));[[0,1],[0,2],[0,3],[1,2],[1,3],[2,3]].forEach(([a,b])=>{const s=tSel.includes(a)&&tSel.includes(b);ctx.beginPath();ctx.moveTo(v2d[a].px,v2d[a].py);ctx.lineTo(v2d[b].px,v2d[b].py);ctx.strokeStyle=s?'rgba(124,106,247,0.45)':'rgba(255,255,255,0.07)';ctx.lineWidth=s?1.5:1;ctx.setLineDash(s?[]:[3,3]);ctx.stroke();ctx.setLineDash([]);});const O=projT({x:0,y:0,z:0},cx,cy,sc);const sv=tSel.map(i=>vts[i]);sv.forEach((v,idx)=>arrow(ctx,O,v2d[tSel[idx]],COL[idx]));const sum=sv.reduce(add,{x:0,y:0,z:0}),sm=mag(sum);if(sm>0.001){const S=projT(sum,cx,cy,sc);ctx.beginPath();ctx.moveTo(O.px,O.py);ctx.lineTo(S.px,S.py);ctx.strokeStyle='#f39c12';ctx.lineWidth=2;ctx.setLineDash([4,3]);ctx.stroke();ctx.setLineDash([]);}else drawZero(ctx,O);vts.forEach((v,i)=>{const p=v2d[i],s=tSel.includes(i),idx=tSel.indexOf(i);ctx.beginPath();ctx.arc(p.px,p.py,s?7:5,0,TAU);ctx.fillStyle=s?COL[idx]:'rgba(255,255,255,0.12)';ctx.fill();ctx.fillStyle=s?'#fff':'rgba(255,255,255,0.3)';ctx.font=(s?'bold ':'')+'10px monospace';ctx.textAlign='center';ctx.fillText(`v${i+1}`,p.px,p.py+4);ctx.textAlign='left';});document.getElementById('tAngleVal').textContent=Math.round(tAngle)+'°';const st=document.getElementById('tSt');st.className='st '+(sm<0.001?'ok':'ng');st.textContent=sm<0.001?'✓ Σv = 0 — 理論成立':'△ |Σv| = '+sm.toFixed(5);const ai=document.getElementById('angInfo');ai.innerHTML=[[0,1],[0,2],[1,2]].map(([a,b])=>{const va=tSel[a],vb=tSel[b];const ang=(Math.acos(Math.max(-1,Math.min(1,dot(vts[va],vts[vb]))))/DEG).toFixed(2);return `<span style="color:${COL[a]}">v${va+1}</span>∠<span style="color:${COL[b]}">v${vb+1}</span>=<strong style="color:#f39c12">${ang}°</strong> `;}).join('');}
// 金融
let fData=[],fIdx=0,fPlayT=null;
function genPrice(n=100,vol=0.02,tr=0.001){const p=[100];for(let i=1;i<n;i++)p.push(+(p[i-1]*(1+(Math.random()-.5)*2*vol+tr)).toFixed(3));return p;}
function genFinance(){const prices=genPrice();fData=[];let cum=0,cumHFT=0;for(let i=1;i<prices.length;i++){const dp=prices[i]-prices[i-1];cum+=dp;cumHFT+=dp*(1+Math.random()*0.7);fData.push({t:i,price:prices[i],cumPnL:cum,cumTC:cum/Math.sqrt(i),cumHFT:cumHFT});}fIdx=0;document.getElementById('fSlider').max=fData.length-1;document.getElementById('fSlider').value=0;drawFinance();}
function toggleFinPlay(){const btn=document.getElementById('fPlayBtn');if(fPlayT){clearInterval(fPlayT);fPlayT=null;btn.textContent='▶ 時間を進める';}else{fPlayT=setInterval(()=>{if(fIdx>=fData.length-1){clearInterval(fPlayT);fPlayT=null;btn.textContent='▶ 時間を進める';return;}fIdx++;document.getElementById('fSlider').value=fIdx;drawFinance();},50);btn.textContent='⏸ 一時停止';}}
function drawFinance(){const cv=document.getElementById('fC');if(!cv||!fData.length)return;const ctx=cv.getContext('2d'),W=cv.width,H=cv.height,pad=28;ctx.clearRect(0,0,W,H);const d=fData.slice(0,Math.max(1,fIdx+1));const vals=[...d.map(x=>x.cumPnL),...d.map(x=>x.cumTC),...d.map(x=>x.cumHFT)];const mn=Math.min(...vals),mx=Math.max(...vals),rng=mx-mn||1;const toX=i=>(pad+(i/(fData.length-1))*(W-pad*2));const toY=v=>H-pad-((v-mn)/rng)*(H-pad*2);[{key:'cumHFT',col:'#e74c3c'},{key:'cumPnL',col:'#f39c12'},{key:'cumTC',col:'#2ecc71'}].forEach(({key,col})=>{ctx.beginPath();d.forEach((pt,i)=>i===0?ctx.moveTo(toX(pt.t-1),toY(pt[key])):ctx.lineTo(toX(pt.t-1),toY(pt[key])));ctx.strokeStyle=col;ctx.lineWidth=1.8;ctx.stroke();});const cur=fData[Math.min(fIdx,fData.length-1)]||{};const sc=v=>v>0?'#2ecc71':v<0?'#e74c3c':'var(--muted)';document.getElementById('fStats').innerHTML=[{l:'現在価格',v:`¥${(cur.price||0).toFixed(2)}`,c:'var(--text)'},{l:'累積損益',v:`${(cur.cumPnL||0)>=0?'+':''}${(cur.cumPnL||0).toFixed(2)}`,c:sc(cur.cumPnL)},{l:'時間補正利益',v:`${(cur.cumTC||0)>=0?'+':''}${(cur.cumTC||0).toFixed(3)}`,c:sc(cur.cumTC)},{l:'経過日数',v:`${fIdx}日`,c:'var(--muted)'}].map(({l,v,c})=>`<div class="mini-card" style="text-align:center;"><div style="font-size:10px;color:var(--muted);margin-bottom:4px;">${l}</div><div style="font-size:13px;font-weight:bold;color:${c};font-family:'Space Mono',monospace;">${v}</div></div>`).join('');}
// ロードマップ
const RM=[{step:'Phase 1',title:'時間補正の可視化',icon:'📊',col:'#2ecc71',desc:'すべての金融商品に「時間補正利益率」の表示を義務化。真の利益 = 損益 ÷ √t を標準指標に。'},{step:'Phase 2',title:'モノの価値の再評価',icon:'📦',col:'#4a9eff',desc:'実体経済（モノ・労働・資源）の価値を v₂ベクトルとして定量化する国際基準を策定。'},{step:'Phase 3',title:'TTT均衡取引の標準化',icon:'⚖️',col:'#7c6af7',desc:'v₁+v₂+v₃=0 を満たす取引を「標準取引」として低税率・優遇措置を適用。'},{step:'Phase 4',title:'グローバル実装',icon:'🌏',col:'#f39c12',desc:'国際決済銀行（BIS）・IMFとの協調によりTTT標準をグローバル金融規制の基盤に。'}];
let rmActive=0;
function buildRoadmap(){const el=document.getElementById('rmContainer');if(!el)return;el.innerHTML='';RM.forEach((r,i)=>{const on=i===rmActive;el.innerHTML+=`<div class="rm-item" style="opacity:${on?1:.45};" onclick="rmActive=${i};buildRoadmap();"><div class="rm-icon" style="background:${r.col}18;border-color:${r.col};">${r.icon}</div><div class="rm-body" style="${on?`background:var(--sur2);border-color:${r.col}44;`:''}padding:10px 12px;"><div style="font-size:10px;color:${r.col};font-family:'Space Mono',monospace;margin-bottom:3px;">${r.step}</div><div style="font-size:13px;font-weight:bold;margin-bottom:${on?8:0}px;">${r.title}</div>${on?`<div style="font-size:11px;color:var(--muted);line-height:1.8;">${r.desc}</div>`:''}</div></div>`;});}
// 球面調和関数
function drawYlm(id,l,col){const cv=document.getElementById(id);if(!cv)return;const ctx=cv.getContext('2d'),W=cv.width,H=cv.height,cx=W/2,cy=H/2,R=Math.min(W,H)/2-6;ctx.clearRect(0,0,W,H);ctx.beginPath();ctx.arc(cx,cy,R,0,TAU);ctx.strokeStyle='rgba(255,255,255,0.06)';ctx.lineWidth=1;ctx.stroke();if(l===0){ctx.beginPath();ctx.arc(cx,cy,R*0.42,0,TAU);ctx.strokeStyle=col;ctx.lineWidth=2;ctx.stroke();ctx.fillStyle=col+'22';ctx.fill();}else if(l===1){[1,-1].forEach(sign=>{ctx.beginPath();for(let i=0;i<=120;i++){const th=(i/120)*Math.PI;const r=Math.abs(Math.cos(th))*R*0.82;const x=cx+r*Math.sin(th)*sign;const y=cy-r*Math.cos(th);i===0?ctx.moveTo(x,y):ctx.lineTo(x,y);}ctx.strokeStyle=col;ctx.lineWidth=1.5;ctx.stroke();ctx.fillStyle=col+'28';ctx.fill();});}else if(l===2){[0,90,180,270].forEach(deg=>{const a=deg*DEG;ctx.beginPath();for(let i=0;i<=120;i++){const th=(i/120)*TAU;const r=Math.abs(Math.cos(2*th))*R*0.7;ctx.lineTo(cx+r*Math.cos(th+a),cy+r*Math.sin(th+a));}ctx.strokeStyle=col;ctx.lineWidth=1.5;ctx.stroke();ctx.fillStyle=col+'18';ctx.fill();});}else if(l===3){[0,60,120,180,240,300].forEach((deg,idx)=>{const a=deg*DEG;ctx.beginPath();for(let i=0;i<=120;i++){const th=(i/120)*TAU;const r=Math.abs(Math.cos(3*th))*R*0.65;ctx.lineTo(cx+r*Math.cos(th+a),cy+r*Math.sin(th+a));}ctx.strokeStyle=col;ctx.lineWidth=1.5;ctx.stroke();ctx.fillStyle=idx%2===0?col+'20':col+'0a';ctx.fill();});}}
function drawAllYlm(){drawYlm('ylm0',0,'rgba(150,150,150,0.8)');drawYlm('ylm1',1,'rgba(124,106,247,0.9)');drawYlm('ylm2',2,'rgba(74,158,255,0.9)');drawYlm('ylm3',3,'rgba(230,126,34,0.9)');}
// 質量スペクトル
const ZNL=[4.493409457909064,7.725251836937314,10.904121659428734,14.066193912831439,17.220755271930763];
const ZREL=ZNL.map(z=>z/ZNL[0]);const BAR_COLS=['#2ecc71','#f39c12','#f39c12','rgba(150,150,150,0.7)','rgba(150,150,150,0.7)'];
function drawMassChart(){const cv=document.getElementById('massChart');if(!cv)return;const ctx=cv.getContext('2d'),W=cv.width,H=cv.height;ctx.clearRect(0,0,W,H);const pad={t:20,b:40,l:50,r:20};const cw=W-pad.l-pad.r,ch=H-pad.t-pad.b;const barW=cw/ZNL.length*0.6,gap=cw/ZNL.length,maxZ=ZNL[ZNL.length-1]*1.1;ZNL.forEach((z,i)=>{const x=pad.l+gap*i+gap*0.2;const bh=(z/maxZ)*ch;const y=pad.t+ch-bh;ctx.fillStyle=BAR_COLS[i];ctx.globalAlpha=0.85;ctx.beginPath();ctx.roundRect?ctx.roundRect(x,y,barW,bh,4):ctx.rect(x,y,barW,bh);ctx.fill();ctx.globalAlpha=1;ctx.fillStyle=BAR_COLS[i];ctx.font='bold 10px monospace';ctx.textAlign='center';ctx.fillText(z.toFixed(3),x+barW/2,y-5);ctx.fillStyle='rgba(255,255,255,0.5)';ctx.font='11px sans-serif';ctx.fillText(`n=${i+1}`,x+barW/2,H-pad.b+14);ctx.fillStyle='rgba(255,255,255,0.3)';ctx.font='9px monospace';ctx.fillText(`×${ZREL[i].toFixed(3)}`,x+barW/2,H-pad.b+26);});}
function setScale(k){['natural','electron','planck'].forEach(id=>{const el=document.getElementById('sc-'+id);if(el)el.style.opacity=id===k?'1':'0.5';});const HBAR=1.054571817e-34,C=2.99792458e8,MEV=1.602176634e-13,ME_MEV=0.51099895,LP=1.616255e-35;let rows='',unit='',note='';if(k==='natural'){unit='自然単位系（ħ=c=1, R=1）';note='質量の数値 = z_nl そのもの';rows=ZNL.map((z,i)=>`<tr${i===0?' style="background:rgba(46,204,113,0.06);"':''}><td>n=${i+1}</td><td style="font-family:monospace;color:${BAR_COLS[i]}">${z.toFixed(6)}</td><td style="font-family:monospace;">${ZREL[i].toFixed(4)}</td></tr>`).join('');}else if(k==='electron'){unit='電子質量スケール';note='n=1モードを電子質量0.511MeV/c²に合わせた場合';rows=ZNL.map((z,i)=>{const m=z/ZNL[0]*ME_MEV;return`<tr${i===0?' style="background:rgba(46,204,113,0.06);"':''}><td>n=${i+1}</td><td style="font-family:monospace;color:${BAR_COLS[i]}">${m.toFixed(4)} MeV/c²</td><td style="font-family:monospace;">${ZREL[i].toFixed(4)}</td></tr>`;}).join('');}else{unit='プランクスケール';note='初期宇宙の超高エネルギー粒子';const m1=HBAR*ZNL[0]/(C*LP)*C*C/(1e9*MEV);rows=ZNL.map((z,i)=>{const m=m1*ZREL[i];return`<tr${i===0?' style="background:rgba(46,204,113,0.06);"':''}><td>n=${i+1}</td><td style="font-family:monospace;color:${BAR_COLS[i]}">${m.toExponential(3)} GeV/c²</td><td style="font-family:monospace;">${ZREL[i].toFixed(4)}</td></tr>`;}).join('');}const el=document.getElementById('scaleTable');if(el)el.innerHTML=`<div style="font-size:10px;color:var(--acc);font-family:'Space Mono',monospace;margin-bottom:8px;">${unit}</div><div style="font-size:11px;color:var(--muted);margin-bottom:10px;">${note}</div><table><tr><th>n</th><th>質量</th><th>相対質量</th></tr>${rows}</table>`;}
window.onload=()=>{buildSphereSliders();drawSphere();buildFaceGrid();drawTetra();};
</script>
</body>
</html>