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ZiPingEightChar/评测/ai模型纬度得分/kimi-k3/with-skill/得分.html
T
moxiaonian 1a0eed1999 规则库 3.8.1 + 排盘修复 + 评测体系
- 规则库 3.6→3.8.1(542→548 条):剪枝上锁、R-杂-38 从格临界双轨、
  R-事-10~13 冲刑方向判别、R-禁-23 自造必要条件之禁
- 排盘修复随 3.6.2 已发:港澳时区夏令时双向误拨、晚子时双重换日
- 新增 评测/ 目录(BaziQA 题答分离、判分工具、记分卡、with/without-skill 对照)
  与 scripts/query_rules.py 条款检索;ZIPEC_EVAL 评测额度豁免
- manifest 重建并重新签名;VERSION 保持 3.6.2,不发版不打 tag
2026-10-13 12:34:36 +08:00

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<html lang="zh-CN">
<head>
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<meta name="viewport" content="width=device-width, initial-scale=1">
<meta http-equiv="Content-Security-Policy" content="default-src 'none'; img-src data:; style-src 'unsafe-inline'; font-src data:; base-uri 'none'; form-action 'none'">
<title>评测记分卡:kimi-k3(with-skill)</title>
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/* 灵爻妙解网站浅色主题(与盘面图同一套 root.css :root.light 变量) */
--ink: #222831;
--muted: rgba(27, 27, 27, .52);
--soft: rgba(27, 27, 27, .68);
--line: rgba(193, 188, 235, .55);
--card-line: rgba(193, 188, 235, .45);
--accent: #dc7b28;
--accent-2: #f97316;
--base-grey: #b9b3d9;
}
* { box-sizing: border-box; }
body {
margin: 0; padding: 28px 24px 32px; color: var(--ink);
font-family: -apple-system, "PingFang SC", "Microsoft YaHei", sans-serif;
background:
radial-gradient(ellipse 72% 58% at 78% 20%, rgba(150, 125, 245, .18), transparent 68%),
radial-gradient(ellipse 66% 48% at 20% 18%, rgba(112, 174, 255, .18), transparent 70%),
radial-gradient(ellipse 82% 52% at 52% 92%, rgba(84, 210, 200, .11), transparent 72%),
linear-gradient(135deg, #fbfcff 0%, #f5f8ff 42%, #f2edff 100%);
background-attachment: fixed;
}
.page { max-width: 900px; margin: 0 auto; }
/* 顶部品牌区:与盘面图一致的居中品牌头 */
.brand-head {
display: flex; align-items: center; justify-content: center;
gap: 14px; margin: 2px 0 20px;
}
.brand-logo { width: 52px; height: 52px; display: block; }
.brand-name {
font-family: 'LogoFont', 'Kaiti SC', 'STKaiti', 'KaiTi', serif;
font-weight: 500; font-size: 30px; line-height: 1.25;
color: var(--ink); letter-spacing: 1px;
}
.brand-slogan {
margin-top: 3px; font-size: 11px; letter-spacing: 3.5px;
color: var(--muted);
}
.panel {
border: 1px solid var(--line);
border-radius: 12px;
background: linear-gradient(135deg, rgba(255, 255, 255, 1), rgba(250, 252, 255, 1));
box-shadow: 0 16px 38px rgba(48, 56, 96, .12);
padding: 16px;
}
.card {
background: #fff; border: 1px solid var(--card-line);
border-radius: 8px; padding: 16px 18px; margin-bottom: 14px;
box-shadow: 0 2px 8px rgba(48, 56, 96, .05);
}
.card:last-child { margin-bottom: 0; }
/* 头部信息 */
.head { display: flex; align-items: center; gap: 10px; flex-wrap: wrap; }
.title {
font-size: 24px; font-weight: 700;
font-family: "Kaiti SC", "STKaiti", "KaiTi", serif;
}
.chip {
display: inline-block; padding: 2px 10px; border-radius: 999px;
border: 1px solid var(--accent); color: var(--accent); font-size: 13px;
}
.chip.grey { border-color: var(--base-grey); color: var(--soft); }
.meta { color: var(--muted); font-size: 13px; line-height: 1.9; margin-top: 6px; }
.meta b { color: var(--ink); font-weight: 600; }
/* 大数字 */
.hero { display: flex; align-items: flex-end; gap: 26px; flex-wrap: wrap; }
.big {
font-size: 64px; font-weight: 700; line-height: 1;
font-family: "Kaiti SC", "STKaiti", "KaiTi", serif;
color: var(--accent);
}
.big small { font-size: 26px; color: var(--accent-2); }
.hero .sub { font-size: 14px; color: var(--soft); line-height: 1.9; padding-bottom: 6px; }
.delta { font-weight: 700; }
.delta.up { color: #2e7d32; }
.delta.down { color: #c62828; }
/* 维度条形 */
.sect { font-size: 15px; font-weight: 700; margin: 2px 0 10px;
font-family: "Kaiti SC", "STKaiti", "KaiTi", serif; }
.sect .note { font-size: 12px; color: var(--muted); font-weight: 400; margin-left: 8px; }
.legend { font-size: 12px; color: var(--muted); margin: 0 0 10px; }
.legend i {
display: inline-block; width: 22px; height: 8px; border-radius: 4px;
vertical-align: middle; margin: 0 5px 1px 12px;
}
.legend i.ours { background: linear-gradient(90deg, var(--accent), var(--accent-2)); }
.legend i.base { background: var(--base-grey); }
.dimrow { display: flex; align-items: center; gap: 10px; margin: 7px 0; }
.dimname { width: 64px; text-align: right; font-size: 13px; color: var(--soft);
flex: none; }
.dimtrack { flex: 1; }
.bar { height: 10px; border-radius: 5px; }
.bar.ours { background: linear-gradient(90deg, var(--accent), var(--accent-2)); }
.bar.base { background: var(--base-grey); height: 4px; margin-top: 3px; opacity: .8; }
.dimval { width: 176px; flex: none; font-size: 12px; color: var(--soft);
white-space: nowrap; }
.dimval b { color: var(--ink); font-size: 13.5px; }
/* 分届表 */
table.contest { width: 100%; border-collapse: collapse; }
.contest th, .contest td {
border: 1px solid var(--card-line); text-align: center;
padding: 7px 4px; font-size: 13.5px;
}
.contest th { background: rgba(193, 188, 235, .18); color: var(--soft); font-weight: 600; }
.contest td.dim { text-align: left; padding-left: 12px; }
.foot {
margin-top: 14px; padding-top: 10px; font-size: 12px; color: var(--muted);
border-top: 1px dashed var(--card-line); line-height: 1.9;
}
</style>
</head>
<body>
<div class="page">
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" alt="灵爻妙解">
<div>
<div class="brand-name">灵爻妙解</div>
<div class="brand-slogan">传承易学智慧</div>
</div>
</div>
<div class="panel">
<div class="card">
<div class="head">
<span class="title">AI 评测记分卡</span>
<span class="chip">kimi-k3</span>
<span class="chip">加载技能</span>
<span class="chip grey">BaziQA-全球算命师大赛</span>
</div>
<div class="meta">
技能版本 <b>3.6.2-未发版(规则库 3.7)</b> ・ 评测日期 <b>2026-10-13</b> ・
判分 <b>run_eval.py 脚本判分</b>(非模型裁判)
</div>
</div>
<div class="card">
<div class="hero">
<div class="big">39.5<small>%</small></div>
<div class="sub">
总体准确率 <b>79/200</b>(未答 0)<br>
官方基线(Gemini) 34.5%
<span class="delta up">(+5.0pp)</span>
</div>
</div>
</div>
<div class="card">
<div class="sect">分维度准确率<span class="note">九维度,条下灰线为官方基线</span></div>
<div class="legend"><i class="ours"></i>本次评测 <i class="base"></i>官方基线</div>
<div class="dimrow"><div class="dimname">流年运势</div><div class="dimtrack"><div class="bar ours" style="width:35.1%"></div><div class="bar base" style="width:40.5%"></div></div><div class="dimval"><b>35.1%</b>(13/37) <span style="color:var(--muted)">基线 40.5%</span></div></div>
<div class="dimrow"><div class="dimname">感情</div><div class="dimtrack"><div class="bar ours" style="width:38.8%"></div><div class="bar base" style="width:36.7%"></div></div><div class="dimval"><b>38.8%</b>(19/49) <span style="color:var(--muted)">基线 36.7%</span></div></div>
<div class="dimrow"><div class="dimname">六亲</div><div class="dimtrack"><div class="bar ours" style="width:44.8%"></div><div class="bar base" style="width:27.6%"></div></div><div class="dimval"><b>44.8%</b>(13/29) <span style="color:var(--muted)">基线 27.6%</span></div></div>
<div class="dimrow"><div class="dimname">事业</div><div class="dimtrack"><div class="bar ours" style="width:40.0%"></div><div class="bar base" style="width:24.0%"></div></div><div class="dimval"><b>40.0%</b>(10/25) <span style="color:var(--muted)">基线 24.0%</span></div></div>
<div class="dimrow"><div class="dimname">性格</div><div class="dimtrack"><div class="bar ours" style="width:50.0%"></div><div class="bar base" style="width:45.0%"></div></div><div class="dimval"><b>50.0%</b>(10/20) <span style="color:var(--muted)">基线 45.0%</span></div></div>
<div class="dimrow"><div class="dimname">学业</div><div class="dimtrack"><div class="bar ours" style="width:50.0%"></div><div class="bar base" style="width:41.7%"></div></div><div class="dimval"><b>50.0%</b>(6/12) <span style="color:var(--muted)">基线 41.7%</span></div></div>
<div class="dimrow"><div class="dimname">财富</div><div class="dimtrack"><div class="bar ours" style="width:23.1%"></div><div class="bar base" style="width:30.8%"></div></div><div class="dimval"><b>23.1%</b>(3/13) <span style="color:var(--muted)">基线 30.8%</span></div></div>
<div class="dimrow"><div class="dimname">健康</div><div class="dimtrack"><div class="bar ours" style="width:38.5%"></div><div class="bar base" style="width:23.1%"></div></div><div class="dimval"><b>38.5%</b>(5/13) <span style="color:var(--muted)">基线 23.1%</span></div></div>
<div class="dimrow"><div class="dimname">其他</div><div class="dimtrack"><div class="bar ours" style="width:0.0%"></div><div class="bar base" style="width:50.0%"></div></div><div class="dimval"><b>0.0%</b>(0/2) <span style="color:var(--muted)">基线 50.0%</span></div></div>
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<div class="sect">分届准确率</div>
<table class="contest">
<tr><th>届别</th><th>本次</th><th>官方基线</th><th>差值</th></tr>
<tr><td class="dim">contest8_2021</td><td><b>47.5%</b>(19/40,未答 0)</td><td>27.5%</td><td><span class="delta up">+20.0pp</span></td></tr>
<tr><td class="dim">contest8_2022</td><td><b>35.0%</b>(14/40,未答 0)</td><td>40.0%</td><td><span class="delta down">-5.0pp</span></td></tr>
<tr><td class="dim">contest8_2023</td><td><b>30.0%</b>(12/40,未答 0)</td><td>27.5%</td><td><span class="delta up">+2.5pp</span></td></tr>
<tr><td class="dim">contest8_2024</td><td><b>42.5%</b>(17/40,未答 0)</td><td>35.0%</td><td><span class="delta up">+7.5pp</span></td></tr>
<tr><td class="dim">contest8_2025</td><td><b>42.5%</b>(17/40,未答 0)</td><td>42.5%</td><td><span class="delta up">+0.0pp</span></td></tr>
</table>
<div class="foot">
数据源:得分.json ・ 渲染:评测/工具/render_scorecard.py<br>
盲测纪律与复测方法见 评测/README.md 与 评测/测试规则.md。
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