<?xml version="1.0" encoding="utf-8"?><feed xmlns="http://www.w3.org/2005/Atom" ><generator uri="https://jekyllrb.com/" version="3.10.0">Jekyll</generator><link href="https://mxkfemkkk.github.io//feed.xml" rel="self" type="application/atom+xml" /><link href="https://mxkfemkkk.github.io//" rel="alternate" type="text/html" /><updated>2026-04-12T11:11:04+00:00</updated><id>https://mxkfemkkk.github.io//feed.xml</id><title type="html">mxkkkk blog</title><subtitle>男性主义的拥护者，性别平等的践行者</subtitle><author><name>mxkkkk</name><email>w19091@outlook.com</email></author><entry><title type="html">分性别 死亡年龄中位数变化趋势</title><link href="https://mxkfemkkk.github.io//2026/04/12/dead/" rel="alternate" type="text/html" title="分性别 死亡年龄中位数变化趋势" /><published>2026-04-12T00:00:00+00:00</published><updated>2026-04-12T00:00:00+00:00</updated><id>https://mxkfemkkk.github.io//2026/04/12/shouming</id><content type="html" xml:base="https://mxkfemkkk.github.io//2026/04/12/dead/"><![CDATA[<p>前些天看某乎的<a href="https://www.zhihu.com/question/2019780278885770428">一个问题</a>称「一半中国男性活不过67.7」。引发了我对男性和女性死亡年龄中位数以及AI查询数据的兴趣。正如<a href="https://www.zhihu.com/question/2019780278885770428/answer/2020968423262285971">@chenqin老师的回答</a>所言，这种问题<strong>在用AI之前，先了解数据在哪里找</strong>。这个数据有人扒出来来源是<a href="https://www.zhihu.com/question/2019780278885770428/answer/2020804741588861119">深圳第七次人口普查</a>的数据。这篇文章我将会基于国家统计局公开的全国数据正确计算按性别分的死亡年龄中位数。</p>

<h1 id="数据来源">数据来源</h1>
<ul>
  <li>（2010年和2020年）<a href="https://www.stats.gov.cn/sj/pcsj/rkpc/7rp/zk/indexch.htm">第七次人口普查</a>的<a href="https://www.stats.gov.cn/sj/pcsj/rkpc/7rp/zk/html/A0601.xls">表6-1</a><sup id="fnref:2" role="doc-noteref"><a href="#fn:2" class="footnote" rel="footnote">1</a></sup>以及[2010年人口普查资料]的<a href="https://www.stats.gov.cn/sj/pcsj/rkpc/6rp/excel/A0601.xls">表6-1</a><sup id="fnref:3" role="doc-noteref"><a href="#fn:3" class="footnote" rel="footnote">2</a></sup></li>
  <li>（其他年份）的数据来源则是<a href="https://www7.zzu.edu.cn/udrc/info/1010/1582.htm">中国人口和就业统计年鉴</a>的抽样数据<sup id="fnref:4" role="doc-noteref"><a href="#fn:4" class="footnote" rel="footnote">3</a></sup>。</li>
</ul>

<h1 id="数据查询和处理">数据查询和处理</h1>

<p><img src="https://picx.zhimg.com/v2-e3f160a18f808bbf002b46a8a441f007_1440w.jpg" alt="image" />
<u><center><sup>▲数据查询</sup></center></u></p>

<p>然后我将下载下来的Excel交给<a href="https://www.deepseek.com/">DeepSeek</a>，让其帮忙计算</p>

<p><img src="/assets/屏幕截图%202026-04-12%20100712.png" alt="image" />
<u><center><sup>▲与AI的对话截图</sup></center></u></p>

<h1 id="最终结果">最终结果</h1>

<h2 id="图表">图表</h2>

<p><img src="https://pica.zhimg.com/v2-843b9b30e8b36325afc32fdb338e7b56_r.jpg" alt="image" />
<u><center><sup>▲中国2001-2020年分性别，各年份死亡年龄中位数变化趋势</sup></center></u></p>

<p><img src="https://pica.zhimg.com/v2-bce458b2585389f3bbb235659e65363e_1440w.jpg" alt="image" />
<u><center><sup>▲男性和女性 寿命差距变化趋势2001-2020</sup></center></u></p>

<h2 id="详细数据">详细数据</h2>

<blockquote>
  <p><em>注意</em>：<strong>由于第七次和第六次人口普查没详细写各年龄死亡人数，所以2010年六普和2020年普查都是假设各年龄组内死亡人口均匀分布推算出来的</strong></p>
</blockquote>

<p><strong>根据第七次全国人口普查的死亡人口数据（2019.11.1-2020.10.31），计算全国男性和女性死亡年龄的中位数如下：</strong></p>

<p>男性死亡年龄中位数：约 73.05 岁</p>

<p>女性死亡年龄中位数：约 79.47 岁</p>

<p><strong>根据2016年11月1日至2017年10月31日的全国死亡人口抽样数据，计算得到分性别死亡年龄中位数如下：</strong></p>

<p>男性死亡年龄中位数：约 71.6 岁</p>

<p>女性死亡年龄中位数：约 78.0 岁</p>

<p><strong>根据2014年11月1日至2015年10月31日的全国死亡人口数据，计算得到分性别死亡年龄中位数如下：</strong></p>

<p>男性死亡年龄中位数：约 70.54 岁</p>

<p>女性死亡年龄中位数：约 76.43 岁</p>

<p><strong>根据2012年11月1日至2013年10月31日的全国死亡人口抽样数据，计算得到死亡年龄中位数如下：</strong></p>

<p>男性死亡年龄中位数：约 71.33 岁</p>

<p>女性死亡年龄中位数：约 76.39 岁</p>

<p><strong>根据第六次全国人口普查的死亡人口数据（2009.11.1-2010.10.31），计算全国男性和女性死亡年龄的中位数如下（假设各年龄组内死亡人口均匀分布）：</strong></p>

<p>男性死亡年龄中位数：约 70.85 岁</p>

<p>女性死亡年龄中位数：约 75.87 岁</p>

<p><strong>根据2004年11月1日至2005年10月31日的全国死亡人口抽样数据，计算得到分性别死亡年龄中位数如下：</strong></p>

<p>男性死亡年龄中位数：约 68.84 岁</p>

<p>女性死亡年龄中位数：约 73.50 岁</p>

<p><strong>根据2001-2002年全国死亡人口抽样数据（2001年11月1日至2002年10月31日），计算分性别死亡年龄中位数如下：</strong></p>

<p>男性死亡年龄中位数：约 67.29 岁</p>

<p>女性死亡年龄中位数：约 71.11 岁</p>

<h1 id="数据分析">数据分析</h1>

<p>通过上面的<a href="https://pica.zhimg.com/v2-843b9b30e8b36325afc32fdb338e7b56_r.jp">变化趋势图</a>来看，平均一半男性活不到67.7确实严重夸大，在2020年的时候男性死亡年龄中位数落在73.05岁。</p>

<p>同时，无论是女性还是男性死亡年龄中位数是正在后移的，就比如女性在2001年的时候死亡年龄中位数是71.11岁，到了2020年就接近80岁（79.47岁）。男性同理，只是增长速度比女性稍慢</p>

<p>值得一提的是，女性和男性之间的寿命差距一直在变大。</p>

<p>无一例外。2001年我国男性和女性之间的寿命差距是3.82年，2020年则是6.42年，20年之间翻了2倍。</p>

<p>这究竟是怎么了？《中国吸烟危害健康报告2020》显示，中国15岁及以上人群吸烟率从1984年的33.9%下降至2018年的26.6%。其中，男性吸烟率从61%降至50.5%<sup id="fnref:1" role="doc-noteref"><a href="#fn:1" class="footnote" rel="footnote">4</a></sup>。</p>

<h1 id="总结">总结</h1>

<p>男性女性死亡年龄中位数一直在后移，然而男性和女性死亡年龄差距一直在变大。在最新的人口普查中，<strong>男性死亡年龄中位数是73岁，女性79岁，相差6.42年</strong>。</p>

<h1 id="参考和注释">参考和注释</h1>

<div class="footnotes" role="doc-endnotes">
  <ol>
    <li id="fn:2" role="doc-endnote">
      <p><a href="https://www.stats.gov.cn/sj/pcsj/rkpc/7rp/zk/indexch.htm">第七次人口普查年鉴</a> <a href="#fnref:2" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:3" role="doc-endnote">
      <p><a href="https://www.stats.gov.cn/sj/pcsj/rkpc/6rp/indexce.htm">第六次人口普查</a> <a href="#fnref:3" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:4" role="doc-endnote">
      <p><a href="https://www7.zzu.edu.cn/udrc/info/1010/1582.htm">中国人口和就业统计年鉴</a> <a href="#fnref:4" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:1" role="doc-endnote">
      <p>央视网.<a href="https://news.cctv.com/2021/05/27/ARTIyL9qWztnkpzbhe9tB1Gu210527.shtml">中国发布吸烟危害健康报告：烟民数量超3亿，吸烟率仍处较高水平</a>  2021年05月27日 <a href="#fnref:1" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
  </ol>
</div>]]></content><author><name>mxkkkk</name><email>w19091@outlook.com</email></author><category term="理论" /><category term="数据" /><summary type="html"><![CDATA[前些天看某乎的一个问题称「一半中国男性活不过67.7」。引发了我对男性和女性死亡年龄中位数以及AI查询数据的兴趣。正如@chenqin老师的回答所言，这种问题在用AI之前，先了解数据在哪里找。这个数据有人扒出来来源是深圳第七次人口普查的数据。这篇文章我将会基于国家统计局公开的全国数据正确计算按性别分的死亡年龄中位数。]]></summary></entry><entry><title type="html">出生性别比的最新数据</title><link href="https://mxkfemkkk.github.io//2026/04/12/born/" rel="alternate" type="text/html" title="出生性别比的最新数据" /><published>2026-04-12T00:00:00+00:00</published><updated>2026-04-12T00:00:00+00:00</updated><id>https://mxkfemkkk.github.io//2026/04/12/xbb</id><content type="html" xml:base="https://mxkfemkkk.github.io//2026/04/12/born/"><![CDATA[<p>性别比已经是男女权争论的经典议题了，然而争论了半天，发现大家都在使用各种奇奇怪怪的不知来源老数据。本文将会基于<a href="https://www.stats.gov.cn/">国家统计局</a>的公开发布的数据进行详解。在生物学上，自然状态下的出生性别比并非1:1，而是约为105（即每100名女婴对应105名男婴），正常范围在103至107之间，这是因为男性在生命历程中的死亡率高于女性，自然进化使得出生时男婴略多，以维持成年后性别比的平衡。</p>

<h1 id="出生性别比">出生性别比</h1>

<p>事实上，最新数据我们完全可以在<a href="https://www.stats.gov.cn/xxgk/list2.html">国家统计局政府信息公开</a>里面查询到。如下图，最新的结果是2022年10月10日的结果</p>

<p><img src="/assets/屏幕截图%202026-04-12%20113150.png" alt="image" />
<u><center><sup>▲国家统计局政务信息公开搜索得出的结果</sup></center></u></p>

<p>在该国家统计局发布的<a href="https://www.stats.gov.cn/xxgk/jd/sjjd2020/202210/t20221010_1889061.html">文章</a>中指出：</p>

<blockquote>
  <p>从出生人口性别结构看，2021年出生人口性别比为108.3，比2012年降低9.4，出生人口性别结构改善明显。<sup id="fnref:1" role="doc-noteref"><a href="#fn:1" class="footnote" rel="footnote">1</a></sup></p>
</blockquote>

<p>再来看2020年第七次人口普查的数据：</p>

<blockquote>
  <p>2020年人口普查年鉴中，0岁性别比是111.22<sup id="fnref:8" role="doc-noteref"><a href="#fn:8" class="footnote" rel="footnote">2</a></sup></p>
</blockquote>

<h1 id="低年龄组性别比">低年龄组性别比</h1>

<p>0岁性别比目前国家统计局不会每年都公开相关数据，然而国家统计局会在每一年的<a href="https://www.stats.gov.cn/sj/ndsj/">中国统计年鉴</a>中公布0-4岁低年龄组的数据。</p>

<p><img src="/assets/屏幕截图%202026-04-12%20121209.png" alt="image" />
<u><center><sup>▲数据截图</sup></center></u></p>

<p>最终结果如下：</p>

<table>
  <thead>
    <tr>
      <th style="text-align: left">年份</th>
      <th style="text-align: left">0-4岁年龄组性别比</th>
    </tr>
  </thead>
  <tbody>
    <tr>
      <td style="text-align: left">2024</td>
      <td style="text-align: left">109.14<sup id="fnref:2" role="doc-noteref"><a href="#fn:2" class="footnote" rel="footnote">3</a></sup></td>
    </tr>
    <tr>
      <td style="text-align: left">2023</td>
      <td style="text-align: left">109.28<sup id="fnref:3" role="doc-noteref"><a href="#fn:3" class="footnote" rel="footnote">4</a></sup></td>
    </tr>
    <tr>
      <td style="text-align: left">2022</td>
      <td style="text-align: left">109.88<sup id="fnref:4" role="doc-noteref"><a href="#fn:4" class="footnote" rel="footnote">5</a></sup></td>
    </tr>
    <tr>
      <td style="text-align: left">2021</td>
      <td style="text-align: left">110.37<sup id="fnref:5" role="doc-noteref"><a href="#fn:5" class="footnote" rel="footnote">6</a></sup></td>
    </tr>
    <tr>
      <td style="text-align: left">2020</td>
      <td style="text-align: left">110.98<sup id="fnref:6" role="doc-noteref"><a href="#fn:6" class="footnote" rel="footnote">7</a></sup></td>
    </tr>
    <tr>
      <td style="text-align: left">2015</td>
      <td style="text-align: left">116.23<sup id="fnref:7" role="doc-noteref"><a href="#fn:7" class="footnote" rel="footnote">8</a></sup></td>
    </tr>
  </tbody>
</table>

<p>我们可以发现从2022年开始，我国低年龄组性别比就已经低于110，且逐年走低。</p>

<h1 id="常见误区">常见误区</h1>

<h2 id="我国自古性别比失衡">我国自古性别比失衡？</h2>

<p>1950年代和1980年代，中国的出生性别比处于正常范围。以下是各个人口普查的出生性别比数据<sup id="fnref:9" role="doc-noteref"><a href="#fn:9" class="footnote" rel="footnote">9</a></sup>，1990年我国性别比开始失衡。</p>

<table>
  <thead>
    <tr>
      <th style="text-align: left">年份</th>
      <th style="text-align: left">出生性别比</th>
    </tr>
  </thead>
  <tbody>
    <tr>
      <td style="text-align: left">1953</td>
      <td style="text-align: left">104.88</td>
    </tr>
    <tr>
      <td style="text-align: left">1964</td>
      <td style="text-align: left">103.83</td>
    </tr>
    <tr>
      <td style="text-align: left">1982</td>
      <td style="text-align: left">107.63</td>
    </tr>
    <tr>
      <td style="text-align: left">1990</td>
      <td style="text-align: left">114.18</td>
    </tr>
    <tr>
      <td style="text-align: left">2000</td>
      <td style="text-align: left">117.79</td>
    </tr>
    <tr>
      <td style="text-align: left">2010</td>
      <td style="text-align: left">117.90</td>
    </tr>
    <tr>
      <td style="text-align: left">2020</td>
      <td style="text-align: left">111.22</td>
    </tr>
  </tbody>
</table>

<h2 id="北京三胎性别比260">北京三胎性别比260？</h2>

<p>这个数据来源于<a href="https://nj.tjj.beijing.gov.cn/tjnj/rkpc-2010/e/lefte.htm">北京市第六次人口普查</a>，表中第三胎性别比是260。</p>

<p><strong>然而，当我们回归数据本身，会发现这个令人咋舌的数字背后，隐藏着一个统计学上极为基础的问题——样本量太小。</strong></p>

<p><img src="/assets/屏幕截图%202026-04-12%20125350.png" alt="image" />
<u><center><sup>▲北京市第七次人口普查</sup></center></u></p>

<p>答案藏在表格中一个很容易被忽略的细节里。如果你仔细看那个表格，在“第三胎”栏目的旁边，有一列标注为“小计”——它表示的是该组别的出生人口总数。北京三胎的“小计”是多少？<strong>144人</strong>。</p>

<p>144人的样本意味着什么？让我们做一个简单的计算：</p>

<p>如果这144人中，男孩数增加1个，性别比就会发生显著波动。如果男婴少1个（变成103），女婴多1个（变成41），性别比就会变为251，如果男婴多1个（变成105），女婴少1个（变成39），性别比就会变为105÷39×100≈269。</p>

<p><strong>在144人的小样本中，每1个婴儿的性别变动，就能让性别比上下浮动近10个点。 这意味着260这个数字本身就具有极大的统计不确定性——它完全可能只是样本量太少导致波动产生的偶然结果。</strong></p>

<p>事实上，统计学研究早已指出：规模比较小的样本（出生人口少于3000人），不宜单独计算出生性别比。</p>

<blockquote>
  <p>因此,如果仅以正态分布为理论基础作为分析、监测人口出生性别比变动趋势主要方法的话,将面临出生婴儿规模小于3000
人(如县级及以下区域单元)不适用的问题。<sup id="fnref:10" role="doc-noteref"><a href="#fn:10" class="footnote" rel="footnote">10</a></sup></p>
</blockquote>

<p><strong>北京三胎144人的样本，远远低于3000人的安全阈值，用它来计算性别比并得出“北京三胎性别比260”的结论，从统计学角度看是极不严谨的。</strong></p>

<p>综上所述，北京三胎性别比260这一数据虽然「确实存在于普查表格中」，<strong>但它在统计学上几乎没有任何实际意义。用144人的小样本来计算性别比，就像用抛10次硬币的结果来推断硬币的正反面概率一样——偶然性太大，结论不可靠。</strong></p>

<p>（以下内容2026年4月12日19:00更新）</p>

<h2 id="五胎性别比的数据可靠吗">五胎性别比的数据可靠吗？</h2>

<p><strong>答案是：也不可靠</strong></p>

<p>有人向我投稿了这样的<a href="https://pic1.zhimg.com/v2-2c6ea58c351ef94abe1b6e39b726ada7_r.jpg?source=1d2f5c51">一份表格</a>，我们先观察一下这个表，最低的出生性别比20多，最高的到130多去了，<strong>这合理吗</strong>？</p>

<p>首先我们需要回顾一点大家曾经都学过的的<a href="https://mxkfemkkk.github.io//2026/04/05/tjx/">统计学知识</a></p>

<p>第一步，将这个表格第五胎的平均值，得出结果是</p>

\[\bar{x}≈123\]

<p>第二步，计算其<strong>样本标准差</strong> ，得到</p>

\[\sigma = 51.07\]

<p>然后计算标准误，其中 n=31（31指的是31个省、直辖市以及自治区），那么计算可得</p>

\[\sigma_{\bar{x}}=\frac{\sigma}{\sqrt{n}} =\frac{51.07}{5.57} ≈9.17\]

<p>也就是说，如果反复从全国随机抽取 31 个省份来算均值，每次算出的结果会在真实均值上下 ±9.17 的范围内波动。我们在95%的置信区间内，计算可得：</p>

\[(\bar{x}±1.96)\sigma_{\bar{x}}=123.81 ± 1.96 × 9.17 ≈ 105.8 ~ 141.8\]

<p>即我们有 95% 的把握认为，全国第五孩的真实性别比落在这个区间内。</p>

<p>这个误差已经不小了，总的来说没啥参考意义。</p>

<h1 id="参考和注释">参考和注释</h1>

<div class="footnotes" role="doc-endnotes">
  <ol>
    <li id="fn:1" role="doc-endnote">
      <p><a href="https://www.stats.gov.cn/xxgk/jd/sjjd2020/202210/t20221010_1889061.html">国家统计局政府信息公开</a> <a href="#fnref:1" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:8" role="doc-endnote">
      <p><a href="https://www.stats.gov.cn/sj/pcsj/rkpc/7rp/zk/html/A0301.jpg">第七次人口普查年鉴：表3-1</a> <a href="#fnref:8" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:2" role="doc-endnote">
      <p><a href="https://www.stats.gov.cn/sj/ndsj/2025/indexch.htm">中国统计年鉴2025</a> <a href="#fnref:2" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:3" role="doc-endnote">
      <p><a href="https://www.stats.gov.cn/sj/ndsj/2024/indexch.htm">中国统计年鉴2024</a> <a href="#fnref:3" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:4" role="doc-endnote">
      <p><a href="https://www.stats.gov.cn/sj/ndsj/2023/indexch.htm">中国统计年鉴2023</a> <a href="#fnref:4" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:5" role="doc-endnote">
      <p><a href="https://www.stats.gov.cn/sj/ndsj/2022/indexch.htm">中国统计年鉴2022</a> <a href="#fnref:5" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:6" role="doc-endnote">
      <p><a href="https://www.stats.gov.cn/sj/ndsj/2021/indexch.htm">中国统计年鉴2021</a> <a href="#fnref:6" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:7" role="doc-endnote">
      <p><a href="https://www.stats.gov.cn/sj/ndsj/2016/indexch.htm">中国统计年鉴2016</a> <a href="#fnref:7" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:9" role="doc-endnote">
      <p>李智,张珊珊,等.1953-2010年中国出生人口性别比变化趋势及地理分布[J].中国生育健康杂志.2016.27(1):13-18 <a href="#fnref:9" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:10" role="doc-endnote">
      <p>王广州.人口出生性别比变动的监测方法研究[J].中国人口科学,2010,(04):2-12+111. <a href="#fnref:10" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
  </ol>
</div>]]></content><author><name>mxkkkk</name><email>w19091@outlook.com</email></author><category term="理论" /><category term="数据" /><summary type="html"><![CDATA[性别比已经是男女权争论的经典议题了，然而争论了半天，发现大家都在使用各种奇奇怪怪的不知来源老数据。本文将会基于国家统计局的公开发布的数据进行详解。在生物学上，自然状态下的出生性别比并非1:1，而是约为105（即每100名女婴对应105名男婴），正常范围在103至107之间，这是因为男性在生命历程中的死亡率高于女性，自然进化使得出生时男婴略多，以维持成年后性别比的平衡。]]></summary></entry><entry><title type="html">女权本质是畸形的父权</title><link href="https://mxkfemkkk.github.io//2026/04/11/fem/" rel="alternate" type="text/html" title="女权本质是畸形的父权" /><published>2026-04-11T00:00:00+00:00</published><updated>2026-04-11T00:00:00+00:00</updated><id>https://mxkfemkkk.github.io//2026/04/11/fembz</id><content type="html" xml:base="https://mxkfemkkk.github.io//2026/04/11/fem/"><![CDATA[<p>在4月5日，我在某乎写的<a href="https://www.zhihu.com/question/2023783996555896001/answer/2023866855731766911">一篇回答</a>中提到一个结论：<strong>女权主义明面上反父权，明面上「进步」，实则自身就是父权主义坚定的支持者，且比男性更加支持父权</strong>。</p>

<p>这篇文章，让我们从男性在父权社会中的义务和女权主义的矛盾诉求来谈一下我为什么能得出这个结论：</p>

<p>在婚恋方面，相信无数男性听到过「要对女性负责」「渣男可耻」之类的话。而面对女性，则变成了「女性具有性自主权」「荡妇的荡是闯荡的荡」。但是我们想想，前者「要对女性负责的论调」是哪里来的？</p>

<p>答案是：<strong>基督教抚养制</strong></p>

<blockquote>
  <p>εἰ δέ τις τῶν ἰδίων καὶ μάλιστα οἰκείων οὐ προνοεῖ, τὴν πίστιν ἤρνηται καὶ ἔστιν ἀπίστου χείρων.（但如果他不供养自己的家人，尤其是不供养自己的家人，他就背弃了信仰，比不信的人还不如。）<sup id="fnref:1" role="doc-noteref"><a href="#fn:1" class="footnote" rel="footnote">1</a></sup></p>
</blockquote>

<p>如果说《圣经》提供了精神上的指导，那么在中世纪达到鼎盛的教会法，则更是将这个「道德准则」化为「必须严格执行的规矩」</p>

<blockquote>
  <p>Coniuges habent officium et ius servandi convictum coniugalem, nisi legitima causa eos excuset.（中译：夫妻有义务并有权保持共同生活，除非有合法理由）<sup id="fnref:2" role="doc-noteref"><a href="#fn:2" class="footnote" rel="footnote">2</a></sup></p>
</blockquote>

<p>然而，<strong>后现代女性主义对于基督教的婚姻制度可谓是「仇家」</strong>，后现代女性主义认为，基督教婚姻制度从一开始就被设计来维系男性统治的工具，核心家庭也被视为将女性束缚于无偿家务劳动、使其难以实现经济独立的最直接场所<sup id="fnref:3" role="doc-noteref"><a href="#fn:3" class="footnote" rel="footnote">3</a></sup></p>

<p>那么问题来了：</p>

<p><strong>你是否见过女权者反对基督教这个「利女」的制度？</strong>，并没有。</p>

<p>女性主义并不反对“抚养”这种行为本身（即提供经济支持等），但女性主义强烈反对这项制度背后的父权逻辑与男性权<strong>利</strong>结构。</p>

<p>那么，一个显而易见的问题摆在面前：既然女性主义在理论上如此痛恨父权制下男性单方面供养的义务，<strong>为何在现实的话语争夺中，却极少看到女权主义者旗帜鲜明地反对“男性必须养家”这一具体规定？</strong></p>

<p>答案恰恰隐藏在女性主义话语的双重标准之中。</p>

<p>真正的女性解放，理应是彻底瓦解这种基于性别的权利—义务捆绑体系。</p>

<p>即：既然女性不再承担传统义务（顺从、持家），那么男性也理应被解除传统义务（供养、负责）。</p>

<p>如果用逻辑公式来表达，这个等式应该是：</p>

<div class="language-plaintext highlighter-rouge"><div class="highlight"><pre class="highlight"><code>女性解放 = 打破一切性别化的权利—义务捆绑
</code></pre></div></div>

<p>如果A被解除了，B也应该被解除。但现实中的女权主义实践，遵循的却是另一个等式：</p>

<div class="language-plaintext highlighter-rouge"><div class="highlight"><pre class="highlight"><code>女权实践 = 解除女性的义务 + 保留男性的义务
</code></pre></div></div>

<p>这就是我所说的「畸形的父权」——它不是对父权制的否定，而是对父权制的「选择性继承」：<strong>抛弃了父权制中约束女性的部分，却全力捍卫其中赋予女性利益的部分。</strong></p>

<p>看我国的婚姻法就知道了，无论是我国的《民法典》婚姻家庭编，还是西方国家的无过错离婚与配偶赡养费制度，即便在后现代性解放的浪潮下，法律依然顽固地保留了「强者（通常是男性）对弱者（通常是女性）的抚养义务」。中国的《民法典》明确规定夫妻在婚姻关系存续期间所得财产为共同财产，并在离婚时要求对生活困难一方给予帮助——在现实中，这几乎总是从男性流向女性。</p>

<p><strong>具有讽刺意味的是，女权主义法学派批判婚姻制度是压迫，但在法庭上，她们依然会用这套父权法律帮女性争夺房产和抚养费。</strong></p>

<p>再来看道德层面单向保留男性的「负责人」叙事</p>

<p>正如我在文章开头提到的，「渣男」会被网暴，但「渣女」则被美化为「独立女性」。这种舆论场的双标，本质上是用畸形的父权的道德绳索捆住男性的手脚，却放任女性自由来去。</p>

<p>这种双重标准并非偶然，而是女性主义内部理论张力的必然产物。当女性主义同时宣称”父权制是压迫”和”我们要保留父权制中对女性有利的部分”时，它实际上已经背离了自身的解放逻辑。</p>

<p>这种畸形的父权结构，不是空洞的理论推测，而是有着切实的社会数据和现象支撑。</p>

<p>刘爱玉在《男人养家观念的变迁：1990-2010》中提到</p>

<blockquote>
  <p>研究发现，各个群体在男人养家观念方面均出现了向传统回归的趋势，城镇男性尤甚。<sup id="fnref:5" role="doc-noteref"><a href="#fn:5" class="footnote" rel="footnote">4</a></sup></p>
</blockquote>

<p><strong>这意味着，在性别角色观念上，社会不但没有向”平等分担”的方向迈进，反而出现了”返祖”现象——男性被越来越牢固地锁定在”养家者”的角色中，而女性在职场和家庭之间的双重压力也在持续加剧。</strong></p>

<p>后现代女性主义大师朱迪斯·巴特勒的理论核心是”性别具有建构性与流动性”。。这套理论被广泛用于解构女性的生育责任、家务责任、忠贞责任。在巴特勒看来，性别、身份、制度都是可以被操演和被解构的社会建构物。</p>

<p>然而，当我们观察这套理论在现实中的具体应用时，一个惊人的选择性暴露无遗：</p>

<p>对于女性的传统义务——生育、家务、忠贞——后现代理论家们运用巴特勒的框架进行彻底的解构。生育不再是女性的天职，而是社会建构的母职神话；家务不再是女性的本分，而是性别分工的权力操作；忠贞不再是婚姻的核心，而是父权制对女性身体的规训。一切都可以被「操演」，一切都可以被「重新定义」。</p>

<p><strong>但是，当涉及到男性签下结婚证、支付彩礼、偿还房贷时，这套一切都是虚构的后现代话语突然失效了。男性供养家庭的「责任」不再被视为一种需要被解构的「社会建构」，而是变成了一种不言自明的「天经地义」。在离婚法庭上、在房产分割中、在彩礼谈判里，女权主义的理论武器突然被收入鞘中，取而代之的是对「男性应该负责」这一父权制叙事的全盘接受——甚至比父权社会本身更加强烈地捍卫。</strong></p>

<p>这种选择性应用，暴露出当下主流女权主义的一个根本性悖论：它在哲学上宣称要解构一切元叙事，但在利益分配上却坚定地捍卫着对自己有利的那部分元叙事。</p>

<p>它用后现代的锤子砸碎了所有约束女性的锁链，却用前现代的锁链将男性牢牢拴在供养者的位置上。</p>

<p><strong>由此我们可以得出结论：</strong></p>

<p>女权主义在当代的实践，本质上并非对父权制的否定，而是对父权制的一种「畸形继承」。</p>

<p>它抛弃了父权制中女性应承担顺从、持家义务的部分，却全力捍卫父权制中男性应承担供养、负责义务的部分。这种选择性继承的结果，不是性别平等，而是一种更为隐蔽、更难以言说的性别不公</p>

<p><strong>男性的传统义务被原封不动地保留甚至强化，而女性的传统义务则被逐一解构。</strong></p>

<p>当我们追问「女权主义为什么不反对男性供养制度」时，答案已经清晰：<strong>因为在这个问题上，女权主义并不是父权制的敌人，而是父权制最忠实的继承者。它只是把父权制这件旧衣服翻了一个面，将有补丁的那一面穿在了男人身上。</strong></p>

<h1 id="参考和注释">参考和注释</h1>

<div class="footnotes" role="doc-endnotes">
  <ol>
    <li id="fn:1" role="doc-endnote">
      <p>《圣经 提摩太前书》 <a href="#fnref:1" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:2" role="doc-endnote">
      <p>1983年《天主教法典》(Codex Iuris Canonici) <a href="#fnref:2" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:3" role="doc-endnote">
      <p>Daphne Nash. <a href="https://www.cambridge.org/core/journals/new-blackfriars/article/abs/womens-liberation-and-christian-marriage/BD160F1233CE8EC375542B7A82D1C8A6">Women’s Liberation and Christian Marriage</a>[J]. <em>New Blackfriars</em> .1972. 53(624). 196-205. <a href="#fnref:3" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:5" role="doc-endnote">
      <p>刘爱玉. <a href="https://www.pishu.com.cn/skwx_ps/manuPreview?SiteID=14&amp;ID=350">男人养家观念的变迁：1990-2010</a> <a href="#fnref:5" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
  </ol>
</div>]]></content><author><name>mxkkkk</name><email>w19091@outlook.com</email></author><category term="男性主义" /><category term="女权主义" /><category term="理论" /><summary type="html"><![CDATA[在4月5日，我在某乎写的一篇回答中提到一个结论：女权主义明面上反父权，明面上「进步」，实则自身就是父权主义坚定的支持者，且比男性更加支持父权。]]></summary></entry><entry><title type="html">随笔——身边统计学和统计学</title><link href="https://mxkfemkkk.github.io//2026/04/05/tjx/" rel="alternate" type="text/html" title="随笔——身边统计学和统计学" /><published>2026-04-05T00:00:00+00:00</published><updated>2026-04-05T00:00:00+00:00</updated><id>https://mxkfemkkk.github.io//2026/04/05/tjx</id><content type="html" xml:base="https://mxkfemkkk.github.io//2026/04/05/tjx/"><![CDATA[<blockquote>
  <p>身边统计学可以说是时时刻刻发生在身边的「盲人摸象」：每个人都摸到了大象的一部分，也就是自己的生活碎片，却都坚称自己掌握了整头大象的样子。</p>
</blockquote>

<h1 id="样本sample">样本（sample）</h1>

<p>指的是总体中抽取的一部分元素构成的集合。</p>

<p>假设某县人口数1919810人，不重复抽样114514人的话，那么你会有</p>

\[C_{1919810}^{114514} = \frac{1919810!}{114514!\times(1919810-114514)!}\]

<p>种方法进行抽样。</p>

<h1 id="样本统计量statistics">样本统计量（statistics）</h1>

<p>样本数据计算出来的一些量，是样本的函数</p>

<p>包括但不限于</p>

<ul>
  <li>
    <p>$\bar{x}$（平均值）</p>
  </li>
  <li>
    <p>$S$、 SD 或者  $\sigma$（标准差）</p>
  </li>
  <li>
    <p>$n$ 样本量</p>
  </li>
</ul>

<p>等……</p>

<h2 id="平均数">平均数</h2>

<p>平均数分为两种：</p>

<p>第一种：算术平均数，就是大众理解的平均数</p>

\[\bar{x} = \frac{x_1+x_i..+x_n}{n}\]

<p>第二种：加权平均数</p>

<p>相较于前者，它更考虑每个数据所占的权重。就像我们的部分大学的考试，会分为平时分和考试分。一般不会直接按照第一种方法直接计算平均值，而是会加权平均计算其平均数</p>

<p>计算方法</p>

\[\bar{x}_w = \frac{x_1w_1+x_iw_i+......x_nw_n}{w_1+w_i......+w_n}\]

<h2 id="方差">方差</h2>

<p>衡量一组数据离散程度或波动大小的统计指标，一般记为  或者  。</p>

<p>样本方差计算方法</p>

\[S^2 = \frac{\sum{(x_i-\bar{x}})^2}{n-1}\]

<p>总体方差的计算</p>

\[\sigma^2=\frac{\sum{(x_i-\bar{x}})^2}{n}\]

<h2 id="标准差">标准差</h2>

<p>和方差的作用一致，记为$S$或者$\sigma$</p>

<p>计算方法</p>

\[s=\sqrt{s^2}\]

<p>（样本标准差）</p>

<p>和</p>

\[\sigma=\sqrt{\sigma^2}\]

<p>（总体标准差）</p>

<p>当然光看这些你也许还不懂，仔细观察这个表格中的数据你就懂了</p>

<p><img src="data:image/png;base64,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" alt="" /></p>

<p><sup>▲Fig1.左列大学生收入，差别很大，所以得出的标准差也大，右列企业员工收入基本集中于3000左右，因此标准差小</sup></p>

<h2 id="标准误">标准误</h2>

<p>与标准差的区别是，标准误说的是：「样本统计量（如均值）的离散程度」</p>

<p>公式则是</p>

\[\sigma_{\bar{x}} = \frac{\sigma}{\sqrt{n}}\]

<p>或者</p>

\[SE=\frac{s}{\sqrt{n}}\]

<p>当总体标准差 $\sigma$未知时，我们用 $s$作为估计值，此时计算出的 $SE$是估计的标准误。</p>

<h2 id="中位数">中位数</h2>

<p>一组数据中按大小排序取最中间的值，一般记为$m_{50}$ 分位数，类似的还有$m_{75}$（位于一组从小到大排序的75%大小位置）和$m_{25}$分位数</p>

<p>和平均数的区别？</p>

<p>中位数相较于平均数来说不容易受到极端值影响。如下图，左列大学生收入可以看见明显低于D企业，只有少数样本收入极高（你是一个一个一个大学生啊恼），得到的平均值也很高，然而中位数确很难看，而D企业的收入平均值就正常很多，中位数和平均数一样。</p>

<h2 id="样本量">样本量</h2>

<p>指的是什么不用我多说了，一般记为$n$，重点来到了样本量的计算</p>

<p>一般情况下，样本量可以这么计算</p>

\[n = \frac{(Z_{\alpha/2})^{2}\sigma^{2}}{E^2}\]

<p>其中： $Z$对应的就是置信区间，这个值一般是1.96（对应95%的置信区间）， $\sigma$则是总体标准差（如果这个值不知道可以用$s$代替）， $E$则是允许存在的误差。 $\alpha$ 则是估计总体参数时，置信区间不包含真实参数的概率，也就是犯第一类错误（弃真错误）的概率。</p>

<p>置信区间和$Z$的对照表：</p>

<table>
  <thead>
    <tr>
      <th>置信度</th>
      <th>置信水平（Z）</th>
      <th>α/2</th>
      <th>对应的值</th>
    </tr>
  </thead>
  <tbody>
    <tr>
      <td>95%</td>
      <td>0.05</td>
      <td>0.025</td>
      <td>1.96</td>
    </tr>
    <tr>
      <td>99%</td>
      <td>0.01</td>
      <td>0.005</td>
      <td>2.576</td>
    </tr>
    <tr>
      <td>99.9%</td>
      <td>0.001</td>
      <td>0.0005</td>
      <td>3.291</td>
    </tr>
  </tbody>
</table>

<p>当然也有特例可以这么计算</p>

\[n = \frac{Z^2p\cdot(1-p)}{E^2}\]

<p>当研究的变量是“成功/失败”时（例如：合格率、支持率、患病率），常用 1 表示“成功”，0 表示“失败”。设总体成功比例为 $p$，则这个二元变量的总体方差为：</p>

\[\sigma^{2} = p(1-p)\]

<p>这就是这个「特例」 的由来</p>

<h1 id="身边统计学">身边统计学</h1>

<p>一般情况下，普通人（包括我自己也可能会犯类似错误）在日常生活、网络讨论中，如何不自觉地使用“伪抽样调查”得出荒谬结论。</p>

<p>先从随机抽样谈起</p>

<blockquote>
  <p>按照随机的原则，即保证总体中每一个对象都有已知的、非零的概率被选入作为研究的对象，保证样本的代表性</p>

  <p>——摘自<a href="https://baike.baidu.com/item/%E9%9A%8F%E6%9C%BA%E6%8A%BD%E6%A0%B7/6381136">百度百科</a></p>
</blockquote>

<p>随机抽样的第一步是定义总体，然后建立抽样框<sup id="fnref:1" role="doc-noteref"><a href="#fn:1" class="footnote" rel="footnote">1</a></sup> ，此时我们需要解答一个问题——<strong>身边统计学是否能够满足具有清晰的总体？</strong></p>

<p>答案显而易见：<strong>没有</strong></p>

<ul>
  <li>你身边的人是谁？总体是谁？全中国网民吗？还是你所在城市？你根本不知道。你的身边只是全国社交网络的一小部分。你甚至无法描述你的样本代表了哪一群人，更谈不上「推论总体」</li>
</ul>

<p>同时，随机抽样要求使用随机数表、抽签、计算机生成随机数等工具。然而身边统计学一般会存在以下情形</p>

<ol>
  <li>自愿响应抽样——调查者发出号召，让个体主动决定是否参与。然而这种抽样方式参与与否由受访者自己决定，而不是由调查者随机抽取。只有对话题有强烈兴趣、有极端观点、或者闲着没事干的人才会响应。这相当于你只听到了“嗓门大的人”的声音，而沉默的大多数被你自动忽略。<sup id="fnref:2" role="doc-noteref"><a href="#fn:2" class="footnote" rel="footnote">2</a></sup> 前几年微博就有人用这种错误的调查方法得出了「85%的女性遭遇过性骚扰」的离谱结论，如果这还不够的话——</li>
</ol>

<p>1936年《文学文摘》总统选举预测。该杂志寄出1000万份明信片，收回230万份，预测兰登胜选。结果罗斯福以压倒性优势获胜。为什么？因为明信片只寄给了该杂志的读者、电话用户、汽车注册者——这些人在大萧条时期属于相对富裕阶层，政治倾向偏共和党。而穷人、民主党支持者根本没有机会被“邀请”。这就是自愿响应（虽然这里是邮寄，但本质是“只有愿意回寄的人”才进入样本，且邀请框本身就有偏差）。</p>

<ol>
  <li>滚雪球抽样——先找到少数几个“种子”受访者，然后请他们介绍更多的人，如此层层扩散。样本依赖社交网络，而社交网络是高度同质化的。你的朋友的朋友，大概率和你朋友观点相似（物以类聚）。初始“种子”的选择本身就是非随机的，后续所有样本都带有初始偏差的“遗传基因”。</li>
</ol>

<p>而还有更阴的——无应答率</p>

<ul>
  <li>你明明按照随机抽样的方法发出了邀请，但有一部分人死活不搭理你，而你假装他们不存在，直接拿回答者的数据当全体。简单说：你问的是随机抽的100个人，但只有30个人回了你。你用这30个人的答案去代表那100个人，甚至代表整个总体——这就是无应答偏差。</li>
</ul>

<p>无应答不是随机的，它往往与调查的核心变量相关。 你越想知道的事，不回答的人可能越有“秘密”。</p>

<p>假设总体真实支持率是50%，无应答者的支持率与应答者相差d（例如应答者支持率70%，无应答者30%，则d=40%）。那么不同应答率下，你观测到的支持率会是多少？公式：真实总体支持率 = 应答率×70% + (1-应答率)×30%</p>

<p>应答率90%：真实=0.9×70%+0.1×30%=66% → 偏差+4%</p>

<p>应答率70%：真实=0.7×70%+0.3×30%=58% → 偏差+12%</p>

<p>应答率50%：真实=0.5×70%+0.5×30%=50% → 偏差+20%</p>

<p>应答率30%：真实=0.3×70%+0.7×30%=42% → 偏差+28%</p>

<p>应答率越低，同样的无应答差异导致的偏差越大。身边统计学的典型应答率（10%~30%）下，偏差可以大到完全颠倒结论。</p>

<p>有些人发了个问卷，回收率15%，然后自信满满地写「调查显示……」。我问他：那85%没填的人呢？</p>

<p>他说：</p>

<blockquote>
  <p>他们不填关我屁事</p>
</blockquote>

<p><strong>——关你的事大了。那85%可能恰恰是因为太不满意懒得说、太忙没空理你、太穷没网上。你把他们的沉默当成赞成，把他们的缺席当成弃权，把他们的不回答当成不存在。</strong></p>

<p>统计学里有一条铁律：</p>

<blockquote>
  <p>沉默的数据往往比说话的数据更重要。</p>
</blockquote>

<p>下次做调查，先问问自己：<strong>如果那80%没回我的人都和回了的人意见相反，我的结论还站得住脚吗？如果站不住，那就别发出来误导人了</strong>。</p>

<p><strong>说完了这些，我还没说最要命的</strong></p>

<p><strong>样本量</strong></p>

<p>你身边调查的结果真的有可能有足够的样本量吗？回顾前文——标准误的公式</p>

\[SE=\frac{s}{\sqrt{n}}\]

<p>其中$n$是样本量，依据除法的基本性质可得，当$s$不变，$n$缩小时，带来的误差就会越来越大。你的样本均值离总体均值可能差出十万八千里。</p>

<h1 id="注释">注释</h1>

<div class="footnotes" role="doc-endnotes">
  <ol>
    <li id="fn:1" role="doc-endnote">
      <p>抽样框又称“抽样框架”、“抽样结构”，是指对可以选择作为样本的总体单位列出名册或排序编号，以确定总体的抽样范围和结构。 <a href="#fnref:1" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:2" role="doc-endnote">
      <p>微博[@梁钰stacey](https://weibo.com/u/1306934677)在2019年主持的调查，这是[相关截图](https://pica.zhimg.com/v2-61c34e7fe2b5a497b02e13f68c71d974_r.jpg) <a href="#fnref:2" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
  </ol>
</div>]]></content><author><name>mxkkkk</name><email>w19091@outlook.com</email></author><category term="统计学" /><category term="数学" /><category term="理论" /><summary type="html"><![CDATA[身边统计学可以说是时时刻刻发生在身边的「盲人摸象」：每个人都摸到了大象的一部分，也就是自己的生活碎片，却都坚称自己掌握了整头大象的样子。]]></summary></entry><entry><title type="html">K228次列车月经弄脏卧铺事件研究</title><link href="https://mxkfemkkk.github.io//2026/03/26/wsjyanjiu/" rel="alternate" type="text/html" title="K228次列车月经弄脏卧铺事件研究" /><published>2026-03-26T00:00:00+00:00</published><updated>2026-03-26T00:00:00+00:00</updated><id>https://mxkfemkkk.github.io//2026/03/26/wsjyanjiu</id><content type="html" xml:base="https://mxkfemkkk.github.io//2026/03/26/wsjyanjiu/"><![CDATA[<p>针对此事，我在3月22日的时候写过一篇文章《<a href="https://mxkfemkkk.github.io/2026/03/22/huochewsj/">针对“卫生巾”事件对当事女方的部分质疑</a>》，对女方当事人的部分证据提出了质疑。现在各种大神网友扒出来了很多东西，我将会基于这些材料对此事作出评价。如果有其他的发现，您可以在<a href="https://github.com/mxkfemkkk/mxkfemkkk/issues">issues</a>投稿。</p>

<p><strong>本文推荐阅读顺序：【2.事发】→【4.张女士的澄清文本分析】→【3.事发后】→【5.证据核实】→【1.事发前】→【分析得失】和【总结】</strong></p>

<h1 id="1-事发之前">1. 事发之前</h1>

<p>在事发之前，张女士还对其他人进行过指控。</p>

<h2 id="11-前男友">1.1 前男友</h2>

<p>在2024年左右的时候，该女士曾经指控过自己的前男友多项「恶行」。包括「与前女友纠缠不清、 PUA、 被拿裸照敲诈、 骗炮」等。张女士还将这些「证据」整合成了一份PDF<sup id="fnref:1" role="doc-noteref"><a href="#fn:1" class="footnote" rel="footnote">1</a></sup>，而由另一位用户在微博上传的一期视频也佐证了这一点<sup id="fnref:2" role="doc-noteref"><a href="#fn:2" class="footnote" rel="footnote">2</a></sup>。</p>

<p>后续张女士称其已经胜诉<sup>注意这里，要考的！！！！</sup></p>

<p><img src="/files/屏幕截图%202026-04-11%20115056.png" alt="" /></p>

<p><sup>▲相关截图</sup></p>

<h2 id="12-跳楼风波">1.2 跳楼风波</h2>

<p>在其举报自己前男友的同时：</p>

<p>2024年5月15日，广东正佳广场A女士跳楼。随后张女士的一张截图在网上流传（为什么能确定是张女士？因为此时网上还流传着这么一张小红书评论区截图）<sup id="fnref:4" role="doc-noteref"><a href="#fn:4" class="footnote" rel="footnote">3</a></sup>。同一时间段内A女士跳楼了，然后张女士就传播自己写好的遗书，别人以为是那个跳楼的A女生写的（伪造遗书）。</p>

<p><img src="https://pic1.zhimg.com/80/v2-75ea5a5930907c008591784daf1b0dc9_720w.webp?source=d16d100b" alt="" /></p>

<p><img src="https://picx.zhimg.com/80/v2-80e9883f33894de58d54979d568f190a_720w.webp?source=d16d100b" alt="" /></p>

<p>本来此时已经告一段落，然而在2026年1月的时候，张女士发表视频，举报辟谣她跳楼的人造她黄谣<sup id="fnref:5" role="doc-noteref"><a href="#fn:5" class="footnote" rel="footnote">4</a></sup>。<strong>然而，辟谣她跳楼的那个人已经在2024年5月份退网</strong><sup id="fnref:6" role="doc-noteref"><a href="#fn:6" class="footnote" rel="footnote">5</a></sup></p>

<p><img src="https://picx.zhimg.com/80/v2-a8426bf104de7a1a56e1dbd9c1f968e6_720w.webp?source=d16d100b" alt="image-20260324233750602" /></p>

<p><sup>▲原视频</sup></p>

<p><img src="https://picx.zhimg.com/v2-5ab52a948187d58611782328e7f4739f_r.jpg?source=d16d100b" alt="image-20260324234047088" /></p>

<p><sup>▲原po退网的证据</sup></p>

<p>然而另外一个人代张女士在<a href="https://weibo.com/7723395415/OeUh4g93p">24-5-18 23:46</a>发布的一篇微博称「广州正佳广场的不是她，她不是想吃人血馒头，那几天她被关在医院（精神病院）里出不去」<sup id="fnref:7" role="doc-noteref"><a href="#fn:7" class="footnote" rel="footnote">6</a></sup>，并非是想吃人血馒头，并称指控张女士造谣的网友「造谣」，还认为是「刘崔源一党」。</p>

<p>在2026年3月25日，辟谣者再次回应<sup id="fnref:13" role="doc-noteref"><a href="#fn:13" class="footnote" rel="footnote">7</a></sup>。信息很多，我这里只截取自杀相关的内容</p>

<ul>
  <li>张女士将辟谣者的<a href="https://picx.zhimg.com/v2-5ab52a948187d58611782328e7f4739f_r.jpg?source=d16d100b">个人隐私散播到了个人组建的群里</a></li>
  <li>辟谣者<strong><a href="https://pic1.zhimg.com/80/v2-737078fd643d6f47beedc4d6c17a2614_720w.webp?source=d16d100b">因为辟谣张女士的生死状况，被张女士称「泄露隐私」</a></strong>（写完这一段的我：？？？？？？）</li>
  <li>张女士装作路人反诬辟谣者「造谣」</li>
</ul>

<p>而25日晚间十点多左右，辟谣者被对方举报封号</p>

<p><img src="https://pic1.zhimg.com/80/v2-bfbd4ee3426413296748eb694eb49005_720w.webp?source=d16d100b" alt="" /></p>

<h2 id="13-被精神病">1.3 被精神病</h2>

<p>当事女方在今年1月2日发表的一个视频公开了自己「被精神病」的遭遇，第一个视频是一个就诊抑郁的单子，称自己被「精神病」<sup id="fnref:8" role="doc-noteref"><a href="#fn:8" class="footnote" rel="footnote">8</a></sup>，在2月9日的另一期视频中则详细讲解了这段经历，但没有合适的证据<sup id="fnref:9" role="doc-noteref"><a href="#fn:9" class="footnote" rel="footnote">9</a></sup>。</p>

<p><img src="https://pic1.zhimg.com/80/v2-bfbd4ee3426413296748eb694eb49005_720w.webp?source=d16d100b" alt="" /></p>

<p><sup>▲出院证明</sup></p>

<h2 id="14-当事人张女士相关造假">1.4 当事人张女士相关造假</h2>

<h3 id="141-辟谣者被造黄谣">1.4.1 辟谣者被造黄谣</h3>

<p>辟谣者2026年3月25日被封禁第一个账号以后，她又在第二个账号详细公开了被张女士造黄谣的详细证据。</p>

<p>其中</p>

<ul>
  <li>恶意篡改辟谣者18岁被前男友入室强奸的经历，并称其为自愿</li>
  <li>值得一提的是原贴提到「个人信息已被全面曝光」？这一点我特别好奇是怎么回事。这是否为后文【事发后】一段张女士想侵犯其个人信息的一点证据呢？<sup id="fnref:19" role="doc-noteref"><a href="#fn:19" class="footnote" rel="footnote">10</a></sup></li>
</ul>

<h3 id="142-涉事女律师和女法官被造黄谣">1.4.2 涉事女律师和女法官被造黄谣</h3>

<ul>
  <li>造谣女律师和其下属关系「不一般」</li>
  <li>议论那个女律师一定是「处x」（原图被打码，看不清）<sup id="fnref:20" role="doc-noteref"><a href="#fn:20" class="footnote" rel="footnote">11</a></sup></li>
</ul>

<h3 id="143-造谣广州市互联网法院">1.4.3 造谣广州市互联网法院</h3>

<p>张女士在她的另一份PDF中<sup id="fnref:21" role="doc-noteref"><a href="#fn:21" class="footnote" rel="footnote">12</a></sup>指出「广州互联网法院法官袁某在承认事件真实的情况下， 以“ 家事” 不宜公开为由要求我给性骚扰我的崔徐江道歉赔偿」然而，广州市互联网法院主要审民事案件，还是审互联网的，<strong>性骚扰并不在其管辖范围之内</strong><sup id="fnref:22" role="doc-noteref"><a href="#fn:22" class="footnote" rel="footnote">13</a></sup></p>

<h3 id="144-伪造自己的胜诉经历">1.4.4 伪造自己的胜诉经历</h3>

<p><strong>首先是有关前男友的判决，她一直称已经胜诉</strong></p>

<ul>
  <li>前面提到，她起诉了自己的前男友，并声称已经胜诉。</li>
  <li>然而先不谈广州市互联网法院根本不审张女士这样的案件，在其一份十分相似的判决书——（2024）晋05民终1220号，该份判决书的结果是「驳回上诉，维持原判」<sup id="fnref:23" role="doc-noteref"><a href="#fn:23" class="footnote" rel="footnote">14</a></sup>。</li>
</ul>

<p>以上便是我能搜索到的事件之前的事，如果还有高手可以到<a href="https://github.com/mxkfemkkk/mxkfemkkk/issues">issues</a>投稿。</p>

<h1 id="2-事发">2. 事发</h1>

<h2 id="21-事件概述">2.1 事件概述</h2>

<p>2025年10月9日，该女士乘坐了K228次列车，列车晚上九点左右发车，从兰州出发。</p>

<p>在2025年10月10日中午11时左右，张女士因为来生理期滴血，弄脏了床铺，然后需要赔偿180元，张女士并未支付，后续张女士称自己「无力支付」<sup id="fnref:10" role="doc-noteref"><a href="#fn:10" class="footnote" rel="footnote">15</a></sup>，然后手洗了床铺。</p>

<p>2026年3月15日，张女士讲述了该经历</p>

<p>2026年3月20日，兰州铁路官方发布通告<sup id="fnref:12" role="doc-noteref"><a href="#fn:12" class="footnote" rel="footnote">16</a></sup></p>

<p>2026年3月21日，张女士发表微博，称该贴「不实」，有「春秋笔法」，并公布了该事件相关证据<sup id="fnref:11" role="doc-noteref"><a href="#fn:11" class="footnote" rel="footnote">17</a></sup></p>

<p>以下是官方通报原文</p>

<p><img src="https://pic3.zhimg.com/v2-6037cad42d4025457325832b88d352d6_1440w.jpg" alt="img" /></p>

<p>以下是当事人原澄清贴</p>

<p><img src="https://cdn.jsdelivr.net/gh/mxkfemkkk/mxkfemkkk.github.io@master/img/image-20260325001905241.png" alt="image-20260325001905241" /></p>

<h2 id="22-双方争议">2.2 双方争议</h2>

<ul>
  <li>已知张女士主张「通报存在春秋笔法」，再来看张女士的「澄清」的内容，仅1-3条跟官方通报内容有关，那么我们基于该博文前三条对比一下官方通报和这位女士说的异同点</li>
</ul>

<table>
  <thead>
    <tr>
      <th>事件\双方主张</th>
      <th>官方通报</th>
      <th>张女士</th>
      <th>本人疑问</th>
    </tr>
  </thead>
  <tbody>
    <tr>
      <td>180元赔偿</td>
      <td>按床单+被褥赔偿180元  、当事人未支付180元</td>
      <td>列车员说的是床单180元 、自己无力支付</td>
      <td>所以张女士到底是只污损了床单 还是污损了其他东西？</td>
    </tr>
    <tr>
      <td>在冷水中洗了很久</td>
      <td>列车厢卫生员接温水清洗</td>
      <td>自己洗完以后才出现一个温水桶</td>
      <td>无</td>
    </tr>
    <tr>
      <td>班组是否受到惩罚</td>
      <td>没有受罚</td>
      <td>有人私聊说全班组受罚</td>
      <td>所以这和通告有何干？这不是员工的事吗？为何说通告春秋笔法？</td>
    </tr>
  </tbody>
</table>

<h1 id="3-事发后">3. 事发后</h1>

<p>这些可能并非是张女士做出来的，有些是其粉丝做出来的</p>

<h2 id="31-侵犯个人信息">3.1 侵犯个人信息</h2>

<p>张女士在3月25日的时候发表过一篇微博（现在已经找不到了），<strong>要披露前文所提到的辟谣者个人信息</strong>。</p>

<p><img src="https://cdn.jsdelivr.net/gh/mxkfemkkk/mxkfemkkk.github.io@master/assets/屏幕截图%202026-04-11%20183256.png" alt="image" /></p>

<h2 id="32-伪造法律">3.2 伪造法律</h2>

<p>在事发后，有人称「<strong>在“《铁路客运服务质量规范》 第38条生理污染免责。《铁路客运运价规则》明确卧铺票价已包含卧具清洁更换成本。</strong>」</p>

<p><img src="https://cdn.jsdelivr.net/gh/mxkfemkkk/mxkfemkkk.github.io@master/assets/屏幕截图%202026-04-11%20183508.png" alt="image" /></p>

<p><sup>▲谣言原贴</sup></p>

<p><strong>然而实际上该规范并没有所谓的第三十八条</strong></p>

<p>在<a href="https://xxgk.mot.gov.cn/2020/jigou/fgs/202305/t20230519_3829906.html">交通运输部</a>公布的规定原文来看<sup id="fnref:14" role="doc-noteref"><a href="#fn:14" class="footnote" rel="footnote">18</a></sup>，中华人民共和国交通运输部令2023年第5号实际上只有三十七条。</p>

<p><img src="https://cdn.jsdelivr.net/gh/mxkfemkkk/mxkfemkkk.github.io@master/assets/屏幕截图%202026-04-11%20183636.png" alt="image" /></p>

<h2 id="33-伪造判决书">3.3 伪造判决书</h2>

<p>接着就是前文提到的辟谣者</p>

<ul>
  <li>张女士一篇博文指出自己起诉了辟谣者<sup id="fnref:24" role="doc-noteref"><a href="#fn:24" class="footnote" rel="footnote">19</a></sup>。然而我却在她的PDF中找到了一模一样的图片，起诉其前男友的<sup id="fnref:21:1" role="doc-noteref"><a href="#fn:21" class="footnote" rel="footnote">12</a></sup>。现在张女士删除了这个博文，但张女士删了，我可没删！</li>
</ul>

<p><img src="/files/伪造判决书01.png" alt="file" /></p>

<p><sup>▲对比图</sup></p>

<h1 id="4-张女士的澄清文本分析">4. 张女士的澄清文本分析</h1>

<h2 id="41-逻辑">4.1 逻辑</h2>

<p>张女士的这份澄清文本，表面上看条理清晰、证据充分，但细读之下，多处存在前言不搭后语、证据与主张脱节、以及典型的逻辑谬误。以下拆解：</p>

<p><strong>一边「无法精确回忆」，一边「非常确定」是否自相矛盾？</strong></p>

<p>她在开篇说：「特别琐碎的细节我无法做到精确回忆」。但紧接着，她对核心争议点（床单价格、水温、洗刷时间）却使用了「我非常确定」「我印象比较深刻」「我全程用照片记录」等绝对化表述。</p>

<ul>
  <li>如果「无法精确回忆」，那「非常确定」从何而来？</li>
  <li>如果「全程用照片记录」，那又为何需要「回忆」？照片本身已经记录了时间和过程，她本应能精确还原，却主动声明自己无法精确——这既削弱了她后续「确定」的可信度，也暴露了她试图用「模糊」来规避细节核验的策略。</li>
</ul>

<p><strong>照片无法证明「冷水」，所谓手掌照片也已被证伪</strong></p>

<p>她试图用照片上的「洗手台四周均匀的水渍」「裤子上的水渍」「冻得通红的手掌」来证明自己使用的是「自来水而非温水」。</p>

<ul>
  <li>水渍无法区分冷水和温水，任何水溅到台面都会形成水渍。</li>
  <li>裤子上的水渍只能证明她身体靠在水池上，与水温无关。</li>
  <li>「冻得通红的手掌」——结合事发当日河南段气温10-14℃，自来水水温约与气温相当，长时间浸泡确实可能让手发红、起皱，但这恰恰是冷水手洗的正常现象，并不能证明列车员没有提供温水。更关键的是，她声称「冻伤」，但照片中的手部状态与一度冻伤（需0℃以下）相距甚远，此前我已用其过往照片证伪（见后文）。</li>
</ul>

<p><strong>她用「结果」倒推「原因」，但该结果（手红、起皱）本身可以由多种原因造成，无法唯一指向「列车员未提供温水」。</strong></p>

<p><strong>桶的出现时间</strong></p>

<p>她写道：「我始终是在水池里泡着冷水洗的，在我把那块床单搓干净之后，我才看到有个人拎了个桶过来。这一点我印象比较深刻，因为我当时心里在想：『为啥我洗完了才出现了一个桶。」</p>

<p>然而，官方通报称列车员「用桶接了温水协助清洗」。如果她真的全程在水池洗，且洗完后才看到桶，那么列车员拎桶过来的时间点就变成了「事后」，而非「协助」。但这里存在逻辑问题：</p>

<ul>
  <li>如果她「洗完后」才看到桶，<strong>那桶里的温水是给谁用的？难不成还能用来泡脚吗？列车员为何要在她洗完后才送桶？</strong></li>
</ul>

<p>她试图用「桶出现得太晚」来偷换概念否定官方通报的「温水协助」，这一点十分可疑。</p>

<p><strong>对「180元」的叙述存在选择性呈现</strong></p>

<p>她提供了录音片段：「这个是180一条吗？」——列车员答：「对」。她据此认定「列车员反复告知我那条床单180」，并指责官方通报「曲解」。</p>

<p>但这里存在两个逻辑问题：</p>

<p><strong>「反复告知」与「一次问答」的矛盾。她的证据只有一次问答，却声称「反复告知」，属于夸大。</strong></p>

<p><strong>语境缺失。她只截取了问答，没有展示对话开头。列车员可能将「一条」理解为「一套」（床单+褥毯），因为日常工作中常以「一套」计价。她未提供完整对话，无法排除歧义。</strong></p>

<p><strong>逻辑论证谬误</strong></p>

<p>全文充斥着情绪化用语：「曲解和不实」「歪曲丑化」「铺天盖地的网暴」「利用我对基层员工的恻隐之心」「利用广大群众对官方通报的天然信任感」等。</p>

<p>她试图将事实争议转化为「弱女子对抗强大体制」的叙事，并用「我作为普通女生处于绝对举证弱势」来转移举证责任。但<strong>举证责任并不因身份而转移</strong>——她既然主动公开指控，就应承担证明责任。</p>

<p>而她在声明中一边说自己「无法精确回忆」，一边又拿出大量不可靠的「证据」，本质上是在用情感替代事实。</p>

<h2 id="42-这篇文为什么能让众多不明所以的网友不满">4.2 这篇文为什么能让众多不明所以的网友不满？</h2>

<p>分析完错误，再来分析这个文本的其他问题，这一段是自己的分析+借用Gemini帮助组织语言的<sup><del>（要不然我的语言表达能力几乎残废）</del></sup>，供参考。</p>

<p>整篇文本遵循了一个经典的情感动员剧本：</p>

<ul>
  <li>「我是当事女生」「处于绝对举证弱势」「普通乘客」。三个标签瞬间将她定位为「弱小的个体」，与「强大的兰州铁路」形成对立。</li>
  <li>用「曲解和不实」「抢占先机」「歪曲丑化」给官方通报定性。先入为主地让读者产生「官方在欺负人」的印象。</li>
  <li>穿插图片、录音、聊天记录，营造「我有实锤」的观感。但如后文所述，这些证据与主张之间其实存在脱节。</li>
  <li>用「冻得通红的手掌」「煎熬了整整3小时16分钟」「我感到很愧疚」「我道歉快说烂了」等细节，不断刺激读者的共情。</li>
  <li>从「被欺负的弱女子」转向「信守承诺保护基层员工的人」，最后再转向「对抗体制不公的斗士」。三段式人设升级，让读者从同情转向敬佩。</li>
  <li>「我保留追究其法律责任的权利」，既显示「我有底气」，又给读者一个「站队」的心理暗示。</li>
</ul>

<p><strong>这是一个经典的三幕剧结构：受害者 → 抗争者 → 英雄。读者被这个叙事带着走，情感上完成了从「同情」到「敬佩」再到「同仇敌忾」的完整闭环。</strong></p>

<p>为什么有效？ 人类大脑天生喜欢「故事」而非「数据」。一个有起承转合、有英雄反派的故事，比一份干巴巴的情况说明，更容易被记住、被传播、被相信。</p>

<details>
<sumury>插句题外话</sumury>
    科学家格伦·贝格利在Nature的文中指出，人类在讲故事时总有夸大倾向，但这种「非黑即白」的叙事反而更利于记忆——因为模式识别要求快速区分相似信息，模糊的统计数字很难被大脑当作独立的记忆标记
    而2024年，《The Quarterly Journal of Economics》发表的Stories, Statistics, and Memory一文中发现：统计数据的影响在一天内衰减73%，故事的影响在一天内仅衰减32%
</details>

<p>统计文本中的高频情绪化用语：</p>

<table>
  <thead>
    <tr>
      <th style="text-align: left">类别</th>
      <th style="text-align: left">词汇</th>
    </tr>
  </thead>
  <tbody>
    <tr>
      <td style="text-align: left"><strong>受害感</strong></td>
      <td style="text-align: left">曲解、不实、歪曲丑化、举证弱势、网暴、无端谩骂、身心俱疲</td>
    </tr>
    <tr>
      <td style="text-align: left"><strong>正义感</strong></td>
      <td style="text-align: left">保护、信守承诺、恻隐之心、自证清白、充分履行举证责任</td>
    </tr>
    <tr>
      <td style="text-align: left"><strong>对立感</strong></td>
      <td style="text-align: left">抢占先机、利用天然信任感、没有一句道歉、谩骂诋毁</td>
    </tr>
    <tr>
      <td style="text-align: left"><strong>情感渲染</strong></td>
      <td style="text-align: left">煎熬、惊讶、愧疚、道歉快说烂了、铺天盖地</td>
    </tr>
  </tbody>
</table>

<p>这些词汇的选择非常精准：它们不是中性的事实描述，而是带有强烈价值判断的「立场词」。读者在阅读时，大脑会被这些词汇持续激活情绪反应，而不是进入理性分析模式。</p>

<p><strong>这是典型的「情绪优先于事实」的语言策略。</strong></p>

<p>文本中最精妙的设计，是证据的「误导性呈现」（怎么个误导法见后文）：</p>

<ul>
  <li><strong>她用「有照片」来暗示「照片能证明我的主张」。但实际上，照片只能证明她确实洗了床单、手确实红了，无法证明水温、无法证明「反复告知」。</strong></li>
  <li><strong>她用「有录音」来暗示「录音支持我的全部说法」。但实际上，录音只有一句问答，无法证明「反复告知」，也无法排除歧义。</strong></li>
</ul>

<p>这种「展示证据」的动作本身，比「证据能证明什么」更重要。读者看到满屏的图片、录音、截图，第一反应是「她真有料」，而不是「这些料够不够硬」。</p>

<p><strong>这是一种「证据的仪式化」——重点不在于证据的质量，而在于「有证据」这个事实本身带来的心理暗示</strong></p>

<p>整篇文本中，她几乎从未正面回应官方通报的具体内容：</p>

<ul>
  <li>官方说「提供了温水」，她说「我确定是冷水」——但她的证据无法证明水温。</li>
  <li>官方说「未收取赔偿」，她说「他反复告知180」——但她的证据只有一次问答。</li>
</ul>

<p>她真正做的事，是不断质疑官方的「动机」：</p>

<ul>
  <li>「抢占先机」</li>
  <li>「利用我对基层员工的恻隐之心」</li>
  <li>「利用广大群众对官方通报的天然信任感」</li>
</ul>

<p>这是一种典型的「诉诸动机」谬误：不去反驳对方说了什么，而是暗示对方「为什么要这么说」。当读者被引导去怀疑「官方是不是在故意害人」时，就自然接受了「她说的才是真的」这个结论。</p>

<p><strong>这是用「动机质疑」替代「事实对质」的经典手法。</strong></p>

<p><strong>这份文本的目的，从来不是「澄清事实」，而是「动员情绪」。它不是在跟你讲道理，而是在求你站队。当你读完它感到「愤怒」或「心疼」时，它的目的就已经达到了——至于事实是什么，已经不重要了。</strong></p>

<h1 id="5-张女士的证据核实">5. 张女士的证据核实</h1>

<h2 id="51-关于冻伤">5.1 关于冻伤</h2>

<p><a href="https://www.zhihu.com/question/2018467512153580675/answer/2019569721998063248">这一段内容摘自我在知乎的回答</a></p>

<p>这里应该是张女士的回应帖中最离谱的桥段</p>

<p>这是女方当事人提供的「手部肿胀」的图片，结合其描述可以初步判定为一度冻伤（是否为真？往后看）</p>

<p><img src="https://picx.zhimg.com/v2-f73119255010957e363ea96f830fc143_r.jpg?source=2c26e567" alt="img" /></p>

<p>再看，当事人的这张截图，拍摄于10月10日上午11点左右，记住这个时间点。</p>

<p><img src="https://pic1.zhimg.com/v2-2c6463e1cda5749cac49c62f0257d2b5_r.jpg?source=2c26e567" alt="img" /></p>

<p>再来看这个车次表，此时该列车只能在灵宝站到三门峡站附近。考虑到洗衣服时间很长，根据当事人叙述，洗衣服应该持续到了14点左右，也就是洛阳到郑州之间。</p>

<p><img src="https://picx.zhimg.com/v2-2dd4b484c378ec4723044c6c14617656_r.jpg?source=2c26e567" alt="img" /></p>

<p>那么查询一下这一段区间的气温：</p>

<table>
  <thead>
    <tr>
      <th style="text-align: left">地区</th>
      <th style="text-align: left">最高温度</th>
      <th style="text-align: left">最低温度</th>
    </tr>
  </thead>
  <tbody>
    <tr>
      <td style="text-align: left">灵宝</td>
      <td style="text-align: left">12℃</td>
      <td style="text-align: left">13℃</td>
    </tr>
    <tr>
      <td style="text-align: left">三门峡</td>
      <td style="text-align: left">11℃</td>
      <td style="text-align: left">12℃</td>
    </tr>
    <tr>
      <td style="text-align: left">渑池</td>
      <td style="text-align: left">10℃</td>
      <td style="text-align: left">11℃</td>
    </tr>
    <tr>
      <td style="text-align: left">义马</td>
      <td style="text-align: left">10℃</td>
      <td style="text-align: left">11℃</td>
    </tr>
    <tr>
      <td style="text-align: left">洛阳</td>
      <td style="text-align: left">11℃</td>
      <td style="text-align: left">12℃</td>
    </tr>
    <tr>
      <td style="text-align: left">郑州</td>
      <td style="text-align: left">12℃</td>
      <td style="text-align: left">14℃</td>
    </tr>
  </tbody>
</table>

<p>这个温度远远达不到冻伤的程度。你们知道冻伤要多难吗？需要皮肤局部温度降到0℃以下<sup id="fnref:17" role="doc-noteref"><a href="#fn:17" class="footnote" rel="footnote">20</a></sup><sup>参考论文：Marc-James Hallam, Tania Cubison, Baljit Dheansa, Chris Imray. Managing frostbite[J]. THE BMJ. 2010. 341:c5864</sup></p>

<table>
  <thead>
    <tr>
      <th style="text-align: left">维度</th>
      <th style="text-align: left">正常标准</th>
      <th style="text-align: left">张女士情况</th>
      <th style="text-align: left">结论</th>
    </tr>
  </thead>
  <tbody>
    <tr>
      <td style="text-align: left"><strong>环境温度</strong></td>
      <td style="text-align: left">冻伤需&lt;0℃</td>
      <td style="text-align: left">10-14℃</td>
      <td style="text-align: left">不符合冻伤条件</td>
    </tr>
    <tr>
      <td style="text-align: left"><strong>损伤类型</strong></td>
      <td style="text-align: left">冻伤需组织冰晶形成</td>
      <td style="text-align: left">无冰晶形成可能</td>
      <td style="text-align: left">应为非冻结性冷伤</td>
    </tr>
    <tr>
      <td style="text-align: left"><strong>暴露时长</strong></td>
      <td style="text-align: left">浸渍足需&gt;12小时<sup id="fnref:18" role="doc-noteref"><a href="#fn:18" class="footnote" rel="footnote">21</a></sup></td>
      <td style="text-align: left">约3小时</td>
      <td style="text-align: left">远未达到浸渍足标准</td>
    </tr>
    <tr>
      <td style="text-align: left"><strong>典型症状</strong></td>
      <td style="text-align: left">冻伤需组织冰冻</td>
      <td style="text-align: left">手部发红、起皱</td>
      <td style="text-align: left">符合冷水浸泡正常反应</td>
    </tr>
  </tbody>
</table>

<p><strong><u>更有戏剧性的地方来了，她以前控诉前男友用的PDF出卖了她！</u></strong></p>

<p>在此之前，一位热心网友<a href="https://www.zhihu.com/people/f43483e743f7304b629de8676e367900">@周不要</a>向我提供了题为《NUS数学系刘崔源的累累恶行》<sup id="fnref:1:1" role="doc-noteref"><a href="#fn:1" class="footnote" rel="footnote">1</a></sup>的一份PDF，作者就是该当事人张女士</p>

<p>在PDF的第40页</p>

<p><img src="https://pic1.zhimg.com/80/v2-007461873f739163944c965c5932107b_720w.webp?source=2c26e567" alt="img" /></p>

<p><img src="https://picx.zhimg.com/v2-77a5183962d522b2b5febf179e75232a_r.jpg?source=2c26e567" alt="img" /></p>

<p><sup>▲对比图，左图是当事女方提供的证据，右图则是当事女方以前的图片</sup></p>

<p>综上所述：女方绝对在这件事上撒了谎。</p>

<h2 id="52-关于180元">5.2 关于180元</h2>

<p>“他确实反复告知我那条床单180？”我翻了一下官方通报</p>

<p>官方通报的表述则是「发现该铺床单、地毯已被血迹污染」。</p>

<p>女方当事人也没有提到自己除了床单是否还弄脏了其他东西，而是一直称「他确实反复告知我那条床单180」。这一点我也认为存疑，因为张女士一直称该通报「春秋笔法」，<strong>然而她自己的回应帖是否存在春秋笔法呢？</strong></p>

<p>录音中“这个是180一条吗？”——列车员回答“对”。但官方通报指出180元是<strong>床单+褥毯合计</strong>的定价</p>

<p>如果女方只询问“一条”，列车员可能理解为“一套”而回答“对”，这种口语歧义在事后难以还原。她未能展示完整对话上下文，比如是否提及“整套”或“褥毯”。</p>

<p><strong>同时我寻思着当事人也没真赔偿180元啊……</strong></p>

<h1 id="6-分析得失">6. 分析得失</h1>

<h2 id="61-张女士的得">6.1 张女士的“得”</h2>

<p>这里顺带着解答一下看我文章的读者可能产生的一个问题</p>

<blockquote>
  <p><strong>「我为什么要将事发之前的内容写上」</strong>？</p>
</blockquote>

<p>事实上，这些都是我文章这一部分的其中一环</p>

<ul>
  <li>因为在24年左右已经通过举报其前男友等人收获一定的粉丝，再加上卫生巾是一个经常被讨论的公共议题，所以很容易火起来。</li>
  <li>「被精神病」和「跳楼风波」中的遗书传播，虽然充满争议，但成功地在她的小众粉丝圈里构建了一个“被系统性迫害的弱女子”形象。这个形象在此次事件中被无缝衔接：<strong>列车员→兰州铁路局→支持我的网友</strong>，被自动归类为加害方或支持者。</li>
  <li><strong>事件的舆论发酵客观上推动了公共服务改进——自2025年12月1日起，兰州客运段已在具备销售资质的列车上线卫生巾销售服务</strong>，不管张女士想起号还是想干嘛，总的来讲还是有积极作用。</li>
</ul>

<p>在面对官方通报的时，她的反应模式也几乎perfect</p>

<ul>
  <li>她不去反驳「是否弄脏了褥毯」「是否又污染了下铺」，而是直接给官方通报贴上「春秋笔法」的标签，这是一种典型的诉诸动机谬误，旨在引导支持者不信任所有官方信息，从而将自己塑造成对抗谎言的唯一真相来源。</li>
  <li>她放出的「冻伤手」图片，即使被网友用气温数据和其过往照片证伪，但在她的核心支持者圈层中，这张图片所引发的「共情」远大于「求证」。图片是真实的痛苦，而数据是冰冷的，在情绪传播中，前者永远更具优势。</li>
</ul>

<p>而处理速度上，这位女士选择的时间也很巧妙</p>

<ul>
  <li>2026年3月15日投稿，距离事发已有5个月05天之久，监控很难保存那么长时间（一般是3个月，少有6个月以上的，看情况）此时大部分证据已经无法追溯。</li>
</ul>

<p>总的来说，张女士之所以能「赢」，还得是因为她的底子浓厚，在此之前因为涉足于「女性主义」常谈领域，这次又是「<strong>极端</strong>女权主义」挑拨间隙的常用话题</p>

<p><strong>所以——张女士短期内的赢，看起来已经注定！</strong></p>

<p>再来看回应帖，张女士真的高明（我认真的，冲浪那么多年从来没见过那么「完美」的回应帖，堪称教科书级别操作）</p>

<table>
  <thead>
    <tr>
      <th style="text-align: left">策略</th>
      <th style="text-align: left">具体做法</th>
      <th style="text-align: left">效果</th>
    </tr>
  </thead>
  <tbody>
    <tr>
      <td style="text-align: left"><strong>质疑动机而非事实</strong></td>
      <td style="text-align: left">给官方通报贴上「春秋笔法」标签，引导支持者不信任所有官方信息</td>
      <td style="text-align: left">将自己塑造成「对抗谎言的唯一真相来源」</td>
    </tr>
    <tr>
      <td style="text-align: left"><strong>诉诸情感覆盖事实</strong></td>
      <td style="text-align: left">放出「冻伤手」图片，即使被气温数据证伪，但在核心支持者圈层中，「共情」远大于「求证」</td>
      <td style="text-align: left">图片引发的情感共鸣，让数据质疑变得苍白</td>
    </tr>
    <tr>
      <td style="text-align: left"><strong>选择恰当时机</strong></td>
      <td style="text-align: left">2026年3月15日投稿，距离事发已有5个月，监控保存期（通常3个月）已过</td>
      <td style="text-align: left">大部分客观证据已无法追溯，形成「死无对证」的局面</td>
    </tr>
  </tbody>
</table>

<p><strong>然而，这种“得”是建立在“失”的基础之上的。 她的所有收益，都依赖于公众对部分事实的“不知情”或“不追究”。当官方通报和网友扒出的历史记录将事实拼图补全后，她的公信力已经出现裂痕。但对于一个深谙“后真相”传播逻辑的人来说，只要核心支持者不散，只要“为女性发声”的大旗还在手中，这些裂痕就暂时不会影响她已获得的“收益”。</strong></p>

<h2 id="62-兰州铁路的失">6.2 兰州铁路的失</h2>

<ol>
  <li>
    <p>失去了「叙事定义权」，让对手定义了「这是一个什么故事」</p>

    <p>在舆论战中，「谁先定义故事，谁就赢了八成」。而兰州铁路局在这件事上，整整把「定义权」让渡了五天。</p>

    <p>在张女士定义的叙事框架中「一个贫困女性在生理期被冷漠列车员强迫在冷水中手洗床单，手被冻伤，却无力支付180元赔偿」。这个框架里有「受害者」（她）、「加害者」（列车员/铁路局）、「悲剧元素」（冻伤的手）、「社会议题」（女性贫困与生理期尊严）。完完整整，情感饱满，传播力极强。</p>

    <p>而兰州铁路局想定义的叙事框架：「一起列车卧具污损事件的合规处置说明」。这个框架里有「程序」、「合规」、「澄清事实」，唯独没有「人」。</p>

    <p>等到官方通报在五天之后姗姗来迟，舆论的「第一印象」已经完成锚定。通报中再详细的「温水协助」、「未收取赔偿」、「班组未受处罚」，在公众眼里都变成了「狡辩」和「推卸责任」。因为人们早就接受了那个「冰冷列车员欺压弱女子」的故事版本，后续的所有信息都会被这个框架「过滤」——符合框架的留下，不符合的被视为「洗地」。</p>
  </li>
  <li>
    <p>兰州铁路局的通报，从事实核查的角度看，比张女士的澄清可信度高了不少。但问题恰恰在于：公众不是在「读报告」，而是在「感受故事」。</p>

    <p>张女士冻伤的手部特写照片、录音中「180一条吗？——对」的对话、对「无力支付」的描述。这些素材哪怕部分失真，但它们是「可感的」——你能想象那双在冷水里搓洗床单的手，你能想象那个窘迫的场景。</p>
  </li>
</ol>

<h2 id="63-关于公共服务的迷思">6.3 关于公共服务的迷思</h2>

<p>我个人<strong>反对售卖卫生巾，而是作为一个免费的公益项目出现</strong>，每一列车可以免费提供<strong>少量</strong>卫生巾。</p>
<ul>
  <li>如果售卖，显然——我国7亿女性，13-49岁妇女3.5亿人，而我国妇女月经周期正常为21-35天，平均 28天，就按照1个月计算，时长正常为 3-7天，平均约5天<sup id="fnref:25" role="doc-noteref"><a href="#fn:25" class="footnote" rel="footnote">22</a></sup>。</li>
</ul>

<p>在这，给大家展示随机一天处于生理期的概率计算公式</p>

<p>$P(A)=\frac{经期天数}{月经周期}$</p>

<p>那么计算可得，我国每年有17%的妇女处于生理期期间。</p>

<p>把这个数据带到列车上：一列火车1000人，其中女性500人，13-49岁女性250人，来生理期的17%，四舍五入按照43人来算，再假设有10%的人记性不好忘带卫生巾，再有50%的人忘带卫生巾的同时还忘记从列车的车站购买。整列车就只有2-3个人有这个需求。所以一列车配上4-5片卫生巾足够，根本不需要大规模进货购买（过期了怎么处理？）。</p>

<h1 id="总结">总结</h1>

<p>从短期看，张女士无疑是这场舆论战的「战术赢家」。</p>

<p>她成功地将一起普通的列车服务纠纷，升维为「女性生理期尊严」的公共议题；她用一个「冻伤的手」的照片，在舆论场中完成了情感动员；她利用官方通报的「冷硬」和「滞后」，将自己塑造成「对抗体制的孤勇者」。最终，她收获了流量、关注度，甚至在一定程度上推动了铁路服务的改进——自2025年12月1日起，兰州客运段上线卫生巾销售服务。</p>

<p><strong>但这一切的「得」，都建立在一个极其脆弱的基石上——公众的「不知情」。</strong></p>

<p>当网友扒出她与前男友的PDF、当「冻伤手」与她过往照片中的双手形成对比、当官方通报的细节与她自己的说法出现出入时，她的公信力已经开始不可逆地流失。而「跳楼风波」的后续更让人不寒而栗：</p>

<p>辟谣者仅仅因为说出真相，就被她就指控「泄露隐私」</p>

<p>这种「我指控别人可以，别人澄清我就是造谣」的特殊申辩谬误（大白话：双标），暴露了她操作舆论的真实底色。</p>

<p>在「后真相」时代，叙事可以暂时压倒事实，但「暂时」不等于「永远」。对于一个以「揭露真相」为人设的博主来说，被证实「撒过一次谎」，就意味着她未来所有「揭露」的信用成本都将被无限拉高。</p>

<p><strong>张女士赢了一场战斗，但她正在输掉自己的信用护城河。</strong></p>

<p>同时，这起事件最值得反思的地方，在于它清晰地揭示了当下舆论场的运行规则：</p>

<ul>
  <li><strong>事实很重要，但事实需要「叙事」才能被感知。 张女士的「冻伤手」图片，哪怕与气温数据矛盾，也比官方通报里的「温水协助」更具传播力，因为它「可感」。</strong></li>
  <li><strong>速度很重要，但「第一定义权」比速度更关键。 五天的时间差，足以让一个版本的故事完成全网锚定，后续的「辟谣」再正确，也只能是「狡辩」。</strong></li>
  <li>**态度很重要，但「共情」比「清白」更有力量。 **</li>
</ul>

<p>这不是说事实不重要了，而是说：<strong>在社交媒体时代，公共机构必须具备「把事实讲成故事」的能力。 只会「发通报」的机构，注定在舆论场上被「会讲故事」的个体降维打击。</strong></p>

<h1 id="参考">参考</h1>

<div class="footnotes" role="doc-endnotes">
  <ol>
    <li id="fn:1" role="doc-endnote">
      <p><a href="/files/NUS数学系刘崔源的累累恶行.pdf">张女士提供的PDF</a> <a href="#fnref:1" class="reversefootnote" role="doc-backlink">&#8617;</a> <a href="#fnref:1:1" class="reversefootnote" role="doc-backlink">&#8617;<sup>2</sup></a></p>
    </li>
    <li id="fn:2" role="doc-endnote">
      <p><a href="https://weibo.com/tv/show/1034:5035068746301464?from=old_pc_videoshow">微博视频</a> <a href="#fnref:2" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:4" role="doc-endnote">
      <p><a href="https://weibo.com/7263553536/QxCJjaaem">微博网贴</a> <a href="#fnref:4" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:5" role="doc-endnote">
      <p><a href="https://weibo.com/tv/show/1034:5254716008104034?from=old_pc_videoshow">微博视频</a> <a href="#fnref:5" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:6" role="doc-endnote">
      <p><a href="https://weibo.com/1015932322/OeGX6sLlR">微博网贴</a> <a href="#fnref:6" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:7" role="doc-endnote">
      <p><a href="https://weibo.com/7723395415/OeUh4g93p">微博网贴</a> <a href="#fnref:7" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:13" role="doc-endnote">
      <p><a href="https://weibo.com/1015932322/QxIJBvHZd">微博网贴</a> <a href="#fnref:13" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:8" role="doc-endnote">
      <p><a href="https://www.bilibili.com/video/BV111vfB8EP5/">被精神病的证据</a> <a href="#fnref:8" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:9" role="doc-endnote">
      <p><a href="https://www.bilibili.com/video/BV1SvcMzsEFt">被精神病的遭遇讲解</a> <a href="#fnref:9" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:19" role="doc-endnote">
      <p><a href="/files/张女士制造辟谣者黄谣的证据.rar">张女士制造辟谣者黄谣的证据</a> <a href="#fnref:19" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:20" role="doc-endnote">
      <p><a href="/files/张女士造女律师黄谣的证据.rar">张女士造女法官和女律师谣的证据</a> <a href="#fnref:20" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:21" role="doc-endnote">
      <p><a href="/files/广州恶霸刘崔源及其父母的滔天恶行.pdf">另一份PDF</a> <a href="#fnref:21" class="reversefootnote" role="doc-backlink">&#8617;</a> <a href="#fnref:21:1" class="reversefootnote" role="doc-backlink">&#8617;<sup>2</sup></a></p>
    </li>
    <li id="fn:22" role="doc-endnote">
      <p><a href="https://news.qq.com/rain/a/20251027A05VCC00">广州互联网法院官微发布关于管辖范围调整的公告</a> <a href="#fnref:22" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
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    <li id="fn:23" role="doc-endnote">
      <p>（2024）晋05民终1220号 <a href="#fnref:23" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
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      <p><a href="https://weibo.com/6269477225/Qx0CAjVZ2">微博网贴</a> <a href="#fnref:10" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
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      <p><a href="https://pic3.zhimg.com/v2-6037cad42d4025457325832b88d352d6_1440w.jpg">兰州铁路公报</a> <a href="#fnref:12" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
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    <li id="fn:11" role="doc-endnote">
      <p><a href="https://weibo.com/6269477225/Qx4Iy0YX3">微博网帖</a> <a href="#fnref:11" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
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    <li id="fn:14" role="doc-endnote">
      <p>中华人民共和国交通运输部令2023年第5号 <a href="#fnref:14" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
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    <li id="fn:24" role="doc-endnote">
      <p><a href="/files/伪造判决书01.png">伪造判决书</a> <a href="#fnref:24" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
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    <li id="fn:17" role="doc-endnote">
      <p>Marc-James Hallam, Tania Cubison, Baljit Dheansa, Chris Imray. Managing frostbite[J]. THE BMJ. 2010. 341:c5864 <a href="#fnref:17" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
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    <li id="fn:18" role="doc-endnote">
      <p>康思宁, 吴斗, 刘强, 等. 综合治疗透水矿难幸存者”浸渍足”28例 [J] . 中华创伤杂志,2011,27( 07 ): 581-582. <a href="#fnref:18" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
    <li id="fn:25" role="doc-endnote">
      <p><a href="https://www.aysyy.com.cn/newsinfo/8897638.html">安阳市第三人民医院 2025-12-29文《身体的自律与智慧——重新认识你的月经周期》</a> <a href="#fnref:25" class="reversefootnote" role="doc-backlink">&#8617;</a></p>
    </li>
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</div>]]></content><author><name>mxkkkk</name><email>w19091@outlook.com</email></author><category term="热点事件辟谣" /><category term="【持续追踪】K228次列车卫生巾事件" /><summary type="html"><![CDATA[针对此事，我在3月22日的时候写过一篇文章《针对“卫生巾”事件对当事女方的部分质疑》，对女方当事人的部分证据提出了质疑。现在各种大神网友扒出来了很多东西，我将会基于这些材料对此事作出评价。如果有其他的发现，您可以在issues投稿。]]></summary></entry></feed>