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            <title><![CDATA[python环境迁移到离线环境]]></title>
            <link>https://www.asahimoon.top/article/cea1ae84-de24-4717-9215-7ffe796d1514</link>
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            <pubDate>Tue, 01 Mar 2022 00:00:00 GMT</pubDate>
            <description><![CDATA[通过导出whl和安装whl迁移环境]]></description>
            <content:encoded><![CDATA[<div id="notion-article" class="mx-auto overflow-hidden "><main class="notion light-mode notion-page notion-block-cea1ae84de24471792157ffe796d1514"><div class="notion-viewport"></div><div class="notion-collection-page-properties"></div><h3 class="notion-h notion-h2 notion-h-indent-0 notion-block-f5eb7ff3e99d41fc85652f42a338346e" data-id="f5eb7ff3e99d41fc85652f42a338346e"><span><div id="f5eb7ff3e99d41fc85652f42a338346e" class="notion-header-anchor"></div><a class="notion-hash-link" href="#f5eb7ff3e99d41fc85652f42a338346e" title="使用绿色版python"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>使用绿色版python</b></span></span></h3><div class="notion-text notion-block-631097149a0f452a9532535568d29053">比较方便打包用于直接运行的程序，以及在新环境中使用</div><h4 class="notion-h notion-h3 notion-h-indent-1 notion-block-14163d13fed24799aa12db18b0e21d1c" data-id="14163d13fed24799aa12db18b0e21d1c"><span><div id="14163d13fed24799aa12db18b0e21d1c" class="notion-header-anchor"></div><a class="notion-hash-link" href="#14163d13fed24799aa12db18b0e21d1c" title="下载"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>下载</b></span></span></h4><ul class="notion-list notion-list-disc notion-block-29af9820da414801928fa4b36ba5986d"><li>官网下载embed版本（Windows embeddable package (64-bit)）</li></ul><h4 class="notion-h notion-h3 notion-h-indent-1 notion-block-0d1ce63c456d4ecd8732472d31c90f1a" data-id="0d1ce63c456d4ecd8732472d31c90f1a"><span><div id="0d1ce63c456d4ecd8732472d31c90f1a" class="notion-header-anchor"></div><a class="notion-hash-link" href="#0d1ce63c456d4ecd8732472d31c90f1a" title="不使用pip，只用原来用到的库"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>不使用pip，只用原来用到的库</b></span></span></h4><ul class="notion-list notion-list-disc notion-block-5a210e0151cb4e719cb63321b6ba59bf"><li>最好的做法是每个项目在开发的时候都有个单独的venv，与原有的环境隔离开来</li><ul class="notion-list notion-list-disc notion-block-5a210e0151cb4e719cb63321b6ba59bf"><hr class="notion-hr notion-block-38451a12ef3a498dbcd8b7dbcb0fd0b7"/></ul></ul><ul class="notion-list notion-list-disc notion-block-6ed0062d0fe44de08883e9f197accbeb"><li>部署的时候直接用原来venv里面的Lib文件夹替换新环境的python embed中的Lib文件夹即可</li></ul><h4 class="notion-h notion-h3 notion-h-indent-1 notion-block-2b5e2430677f41dbb1e2233c9f059486" data-id="2b5e2430677f41dbb1e2233c9f059486"><span><div id="2b5e2430677f41dbb1e2233c9f059486" class="notion-header-anchor"></div><a class="notion-hash-link" href="#2b5e2430677f41dbb1e2233c9f059486" title="安装pip"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>安装pip</b></span></span></h4><h4 class="notion-h notion-h3 notion-h-indent-1 notion-block-259055048b414ab7a2626ef378a17c45" data-id="259055048b414ab7a2626ef378a17c45"><span><div id="259055048b414ab7a2626ef378a17c45" class="notion-header-anchor"></div><a class="notion-hash-link" href="#259055048b414ab7a2626ef378a17c45" title="有网的情况下"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>有网的情况下</b></span></span></h4><ul class="notion-list notion-list-disc notion-block-74ef1ddfe1d84159b7b399731eadd2f9"><li>下载<a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://bootstrap.pypa.io/get-pip.py">get-pip.py</a></li></ul><ul class="notion-list notion-list-disc notion-block-f3dcb3c720124e0691ecab819891c833"><li>执行<code class="notion-inline-code">python get-pip.py</code></li></ul><h4 class="notion-h notion-h3 notion-h-indent-1 notion-block-2e0b00bb35d24e81b9ef2532f262a67d" data-id="2e0b00bb35d24e81b9ef2532f262a67d"><span><div id="2e0b00bb35d24e81b9ef2532f262a67d" class="notion-header-anchor"></div><a class="notion-hash-link" href="#2e0b00bb35d24e81b9ef2532f262a67d" title="离线情况下"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>离线情况下</b></span></span></h4><ul class="notion-list notion-list-disc notion-block-62fb25f1821f48ecb180d1ff9b1940e6"><li>下载<a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://bootstrap.pypa.io/get-pip.py">get-pip.py</a></li></ul><ul class="notion-list notion-list-disc notion-block-27a43aa8574847a1a2c882043e1ebd4a"><li>从<a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://pypi.org/">pypi</a>下载<code class="notion-inline-code">pip,wheel,setuptools</code>三个whl文件放到<code class="notion-inline-code">whl</code>文件夹下,例如</li><ul class="notion-list notion-list-disc notion-block-27a43aa8574847a1a2c882043e1ebd4a"><li>wheel-0.37.1-py2.py3-none-any.whl</li><li>pip-22.0.4-py3-none-any.whl</li><li>setuptools-62.1.0-py3-none-any.whl</li></ul></ul><ul class="notion-list notion-list-disc notion-block-1deb08ebcd924d4f828785617a64dba4"><li>执行<code class="notion-inline-code">python get-pip.py --no-index --find-links=whl</code></li></ul><h4 class="notion-h notion-h3 notion-h-indent-1 notion-block-0ed12d70988b419c9047c1d0f07c7ef3" data-id="0ed12d70988b419c9047c1d0f07c7ef3"><span><div id="0ed12d70988b419c9047c1d0f07c7ef3" class="notion-header-anchor"></div><a class="notion-hash-link" href="#0ed12d70988b419c9047c1d0f07c7ef3" title="修改python37._pth"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>修改python37._pth</b></span></span></h4><ul class="notion-list notion-list-disc notion-block-3e7a1a22f03b48f996b86a1333a162f6"><li>根据注释，去掉import site前面的# (uncomment)</li></ul><h3 class="notion-h notion-h2 notion-h-indent-0 notion-block-50249a99afba4fa6ace7a0dc3a1ae7d1" data-id="50249a99afba4fa6ace7a0dc3a1ae7d1"><span><div id="50249a99afba4fa6ace7a0dc3a1ae7d1" class="notion-header-anchor"></div><a class="notion-hash-link" href="#50249a99afba4fa6ace7a0dc3a1ae7d1" title="已有python环境，新增库及依赖"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>已有python环境，新增库及依赖</b></span></span></h3><h4 class="notion-h notion-h3 notion-h-indent-1 notion-block-c0bbe0d34ea34adf8565d5f908b0e588" data-id="c0bbe0d34ea34adf8565d5f908b0e588"><span><div id="c0bbe0d34ea34adf8565d5f908b0e588" class="notion-header-anchor"></div><a class="notion-hash-link" href="#c0bbe0d34ea34adf8565d5f908b0e588" title="安装pipdeptree"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>安装pipdeptree</b></span></span></h4><div class="notion-text notion-block-fb34960ab81241e8bfde16473ef744b5"><code class="notion-inline-code">pip install pipdeptree</code></div><h4 class="notion-h notion-h3 notion-h-indent-1 notion-block-6591c7b126ea4a62a9b95ff50bb2b751" data-id="6591c7b126ea4a62a9b95ff50bb2b751"><span><div id="6591c7b126ea4a62a9b95ff50bb2b751" class="notion-header-anchor"></div><a class="notion-hash-link" href="#6591c7b126ea4a62a9b95ff50bb2b751" title="导出依赖"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>导出依赖</b></span></span></h4><ul class="notion-list notion-list-disc notion-block-c81fd9570e5b4cbb803a11ad3803cf20"><li>导出所有依赖<code class="notion-inline-code">pipdeptree -f &gt; requirement.txt</code></li></ul><ul class="notion-list notion-list-disc notion-block-9bf70ee3e7d745f08375bded46a915d9"><li>导出某个包的依赖（比如selenium）<code class="notion-inline-code">pipdeptree -p selenium &gt; requirement.txt</code></li></ul><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-15fadee3b7f446738eafc25d447a2203"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:544px;max-width:100%;flex-direction:column"><img style="object-fit:cover" src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2Fb5041e74-1341-466f-a590-0f2dc3e4c373%2FUntitled.png?table=block&amp;id=15fadee3-b7f4-4673-8eaf-c25d447a2203" alt="notion image" loading="lazy" decoding="async"/></div></figure><h4 class="notion-h notion-h3 notion-h-indent-1 notion-block-2cdc0e5143644a899dae800ac6b5b93e" data-id="2cdc0e5143644a899dae800ac6b5b93e"><span><div id="2cdc0e5143644a899dae800ac6b5b93e" class="notion-header-anchor"></div><a class="notion-hash-link" href="#2cdc0e5143644a899dae800ac6b5b93e" title="下载依赖中的whl文件"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>下载依赖中的whl文件</b></span></span></h4><div class="notion-text notion-block-b2de7984d7ca4c2d8d87518279c25ac8"><code class="notion-inline-code">pip download -d whl -r requirement.txt</code></div><div class="notion-text notion-block-04c9172490274667ba575bf5a9e25cb0">whl为目标文件夹名</div><h4 class="notion-h notion-h3 notion-h-indent-1 notion-block-11005de81b284e9d8103d68773e47838" data-id="11005de81b284e9d8103d68773e47838"><span><div id="11005de81b284e9d8103d68773e47838" class="notion-header-anchor"></div><a class="notion-hash-link" href="#11005de81b284e9d8103d68773e47838" title="通过requirement.txt和whl文件夹安装依赖"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>通过requirement.txt和whl文件夹安装依赖</b></span></span></h4><div class="notion-text notion-block-d6ccc23ea7134929a32fa5b5d41ee1ba"><code class="notion-inline-code">pip install --no-index --find-links=d:\whl -r requirement.txt</code></div></main></div>]]></content:encoded>
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            <title><![CDATA[hyperv 显卡虚拟化配置]]></title>
            <link>https://www.asahimoon.top/article/ba5916a4-5408-4b77-815a-8b8019954f10</link>
            <guid>https://www.asahimoon.top/article/ba5916a4-5408-4b77-815a-8b8019954f10</guid>
            <pubDate>Fri, 23 Sep 2022 00:00:00 GMT</pubDate>
            <description><![CDATA[在hyperv的win11虚拟机中配置显卡使用]]></description>
            <content:encoded><![CDATA[<div id="notion-article" class="mx-auto overflow-hidden "><main class="notion light-mode notion-page notion-block-ba5916a454084b77815a8b8019954f10"><div class="notion-viewport"></div><div class="notion-collection-page-properties"></div><h2 class="notion-h notion-h1 notion-h-indent-0 notion-block-c5bbb59b10774d568641965af0cdf525" data-id="c5bbb59b10774d568641965af0cdf525"><span><div id="c5bbb59b10774d568641965af0cdf525" class="notion-header-anchor"></div><a class="notion-hash-link" href="#c5bbb59b10774d568641965af0cdf525" title="hyperv 显卡虚拟化配置"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title">hyperv 显卡虚拟化配置</span></span></h2><div class="notion-text notion-block-ff9403af7627479498cb9984b9322804">参考</div><div class="notion-row"><a target="_blank" rel="noopener noreferrer" class="notion-bookmark notion-block-908801ccdc50404fbc38c0045ffed1db" href="https://www.bilibili.com/video/BV1JY4y1C7Bn/"><div><div class="notion-bookmark-title">[全网独家]最强显卡虚拟化，多项功能第一次解锁，其它教程都是残废_哔哩哔哩_bilibili</div><div class="notion-bookmark-description">显卡虚拟化保姆级教程，爆肝3天，需要的小伙伴可以领走了, 视频播放量 71332、弹幕量 108、点赞数 2969、投硬币枚数 3143、收藏人数 4663、转发人数 316, 视频作者 技术狂想曲, 作者简介 没有做不到，只有想不到，相关视频：3分钟 VM虚拟机去虚拟化 VMware 一键去虚拟化 最简单 教程  最新教程 感谢高美男，VMware虚拟机去虚拟化过游戏检测过VMPSE鲁大师各种盾检测过环境检测去虚拟化教程，一键修改过检测。，Vmware虚拟机VM17 游戏防封 WIN10  一键去虚拟化 永久驱动过VMP、SE、TMD、GK盾、TP等强壳 过鲁大师，&lt;全网首发&gt;家用显卡虚拟化vGPU，微软Hyper-V独有免费功能，虚拟机去虚拟化\过检测\正常玩游戏\多开，最强虚拟机！ Hyper-V 显卡直通教程，vGPU虚拟化，用途广，速度贼快！支持秒开！| 零度解说，【AI翻唱/SoVITS 4.1】手把手教你老婆唱歌给你听~无需配置环境的本地训练/推理教程[懒人整合包]，原神虚拟机流畅运行用虚拟机玩原神虚拟机多开原神虚拟机过检测虚拟机去虚拟化，GPU 虚拟化技术分享 - 王老师，过检测 VM工作室虚拟机 安装系统 去虚拟化 一键修改 硬件 主板 cup 大话 梦幻 DNF吊打某购物平台几十 几百元的虚拟机</div><div class="notion-bookmark-link"><div class="notion-bookmark-link-icon"><img src="https://www.notion.so//i0.hdslb.com/bfs/archive/2cd81dafa73382d199f9f8c5eac5b3dfa5b4aa4e.jpg@100w_100h_1c.png@57w_57h_1c.png" alt="[全网独家]最强显卡虚拟化，多项功能第一次解锁，其它教程都是残废_哔哩哔哩_bilibili" loading="lazy" decoding="async"/></div><div class="notion-bookmark-link-text">https://www.bilibili.com/video/BV1JY4y1C7Bn/</div></div></div><div class="notion-bookmark-image"><img style="object-fit:cover" src="https://i0.hdslb.com/bfs/archive/2cd81dafa73382d199f9f8c5eac5b3dfa5b4aa4e.jpg@100w_100h_1c.png" alt="[全网独家]最强显卡虚拟化，多项功能第一次解锁，其它教程都是残废_哔哩哔哩_bilibili" loading="lazy" decoding="async"/></div></a></div><h2 class="notion-h notion-h1 notion-h-indent-0 notion-block-4c4103bcd83e4fedb595b442381def08" data-id="4c4103bcd83e4fedb595b442381def08"><span><div id="4c4103bcd83e4fedb595b442381def08" class="notion-header-anchor"></div><a class="notion-hash-link" href="#4c4103bcd83e4fedb595b442381def08" title="设置 hyperv 显卡虚拟化的命令"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title">设置 hyperv 显卡虚拟化的命令</span></span></h2><div class="notion-text notion-block-b13e7ab8fe0649e49899d0e5067e46ac">上述命令后，进入 hyperv 可以在设备管理器看到显卡了，不过还没有驱动，有个感叹号</div><h2 class="notion-h notion-h1 notion-h-indent-0 notion-block-324d9eabb6f6477d8af2a236b85b54a8" data-id="324d9eabb6f6477d8af2a236b85b54a8"><span><div id="324d9eabb6f6477d8af2a236b85b54a8" class="notion-header-anchor"></div><a class="notion-hash-link" href="#324d9eabb6f6477d8af2a236b85b54a8" title="添加驱动"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title">添加驱动</span></span></h2><div class="notion-text notion-block-96004da0bec84e5488eb7d96b4764e50">通过共享的 E 盘从主机 <code class="notion-inline-code">C:\Windows\System32\DriverStore\FileRepository</code>目录下复制以 nv(英伟达)或 igd 开头(intels 显卡)的文件夹，AMD 没用过，复制到虚拟机 <code class="notion-inline-code">C:\Windows\System32\HostDriverStore\FileRepository</code>文件夹下，<code class="notion-inline-code">HostDriverStore</code>要自己创建</div><div class="notion-text notion-block-10b0c6304ace46a7a0fcfae9a3ab5eda">（也许在虚拟机重新下个 nvidia 驱动安装程序也能解决？ 补：测试了下无法安装上去）</div><h2 class="notion-h notion-h1 notion-h-indent-0 notion-block-a65bcfb754654fba97dc242795e4f88c" data-id="a65bcfb754654fba97dc242795e4f88c"><span><div id="a65bcfb754654fba97dc242795e4f88c" class="notion-header-anchor"></div><a class="notion-hash-link" href="#a65bcfb754654fba97dc242795e4f88c" title="其他问题"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title">其他问题</span></span></h2><ul class="notion-list notion-list-disc notion-block-388439e50b4144a1b0cf0dfb3c69c045"><li>检查点是能用的，但是自动检查点必须关掉</li><ul class="notion-list notion-list-disc notion-block-388439e50b4144a1b0cf0dfb3c69c045"><ol start="1" class="notion-list notion-list-numbered notion-block-195d20aedd0548a99e27177ef73b4283"><li>关闭 gpu 分区</li></ol><ol start="1" class="notion-list notion-list-numbered notion-block-7d112ace2a9e4a15b5a156bf15043f01"><li>在 hyper-v 管理器应用之前设置的检查点</li></ol><ol start="2" class="notion-list notion-list-numbered notion-block-6a91c84c48a3425ca58eb598e2bf7186"><li>再次设置 gpu 分区（不用 add 了，否则会出现两个显卡）</li></ol><ol start="1" class="notion-list notion-list-numbered notion-block-45fcadd374064f6f94734efc16a491c3"><li>开机</li></ol></ul></ul><h2 class="notion-h notion-h1 notion-h-indent-0 notion-block-5c75812d76004a45aa72b4270664282f" data-id="5c75812d76004a45aa72b4270664282f"><span><div id="5c75812d76004a45aa72b4270664282f" class="notion-header-anchor"></div><a class="notion-hash-link" href="#5c75812d76004a45aa72b4270664282f" title="性能优化"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title">性能优化</span></span></h2><h3 class="notion-h notion-h2 notion-h-indent-1 notion-block-6aeb1c6a98484cdf911293d132b644fa" data-id="6aeb1c6a98484cdf911293d132b644fa"><span><div id="6aeb1c6a98484cdf911293d132b644fa" class="notion-header-anchor"></div><a class="notion-hash-link" href="#6aeb1c6a98484cdf911293d132b644fa" title="1.启用远程桌面独显加速"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title">1.启用远程桌面独显加速</span></span></h3><div class="notion-text notion-block-8de39cfa1bd047b698707c6e321c3dc7">在组策略管理器 <code class="notion-inline-code">gpedit.msc</code> 中，<code class="notion-inline-code">计算机配置-管理模板-Windows组件-远程桌面服务-远程桌面会话主机-远程桌面会话环境</code> ，按下图开启</div><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-2172740045a54d05b19363df447e8570"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column;height:100%"><img style="object-fit:cover" src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F0c2f0fa8-8029-4d27-8fc7-66f4d4626d65%2FUntitled.png?table=block&amp;id=21727400-45a5-4d05-b193-63df447e8570" alt="notion image" loading="lazy" decoding="async"/></div></figure><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-be10b1ac18e14c91bee6149383d31872"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column;height:100%"><img style="object-fit:cover" src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F076301d7-9fde-4ed6-80ef-bf1ee3958c75%2FUntitled.png?table=block&amp;id=be10b1ac-18e1-4c91-bee6-149383d31872" alt="notion image" loading="lazy" decoding="async"/></div></figure><h3 class="notion-h notion-h2 notion-h-indent-1 notion-block-688d2649afaa4d3f983a6ca90db512d9" data-id="688d2649afaa4d3f983a6ca90db512d9"><span><div id="688d2649afaa4d3f983a6ca90db512d9" class="notion-header-anchor"></div><a class="notion-hash-link" href="#688d2649afaa4d3f983a6ca90db512d9" title="2.解除 30 帧限制"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title">2.解除 30 帧限制</span></span></h3><div class="notion-text notion-block-9c0d2d4ff3ce4ab9a051f62a4c6f31a3">解除注册表限制</div><blockquote class="notion-quote notion-block-0f866fbab438431eb10b6749b68be2c9"><div>出处：https://learn.microsoft.com/zh-cn/troubleshoot/windows-server/remote/frame-rate-limited-to-30-fps</div></blockquote><ol start="1" class="notion-list notion-list-numbered notion-block-a5f002fa2a404304b02e3eca9a0162c1"><li>打开注册表<code class="notion-inline-code">regedit</code></li></ol><ol start="2" class="notion-list notion-list-numbered notion-block-ed6a14d31e4a4e8eae140fadbbacfb55"><li>找到计算机\HKEY_LOCAL_MACHINE\SYSTEM\CurrentControlSet\Control\Terminal Server\WinStations</li></ol><ol start="3" class="notion-list notion-list-numbered notion-block-86b6a7e0cc1a46029bd97af28b1b87b8"><li>创建 DWORD(32 位），名称为<code class="notion-inline-code">DWMFRAMEINTERVAL</code></li></ol><ol start="4" class="notion-list notion-list-numbered notion-block-74f771872e1548749dbef745d0254b73"><li>设置值为十进制的 15 或者 16 进制的 F</li></ol><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-538795d238af41cea5406b74988ee9ae"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column;height:100%"><img style="object-fit:cover" src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F6c9e0316-6836-4a0a-ab9c-8db367d991ea%2FUntitled.png?table=block&amp;id=538795d2-38af-41ce-a540-6b74988ee9ae" alt="notion image" loading="lazy" decoding="async"/></div></figure><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-3b103a72fab8499fb490b50c10df5cd6"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column;height:100%"><img style="object-fit:cover" src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F072cba6c-8a56-422b-acbd-05a5980c65b6%2FUntitled.png?table=block&amp;id=3b103a72-fab8-499f-b490-b50c10df5cd6" alt="notion image" loading="lazy" decoding="async"/></div></figure><h2 class="notion-h notion-h1 notion-h-indent-0 notion-block-6bf71fb57eec488ea6849e183ded62d7" data-id="6bf71fb57eec488ea6849e183ded62d7"><span><div id="6bf71fb57eec488ea6849e183ded62d7" class="notion-header-anchor"></div><a class="notion-hash-link" href="#6bf71fb57eec488ea6849e183ded62d7" title="多张显卡或者显卡顺序不对的测试问题"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title">多张显卡或者显卡顺序不对的测试问题</span></span></h2><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-fcb959dc21dc4657b335c70f597514d3"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column;height:100%"><img style="object-fit:cover" src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2Fb8f36beb-49eb-4cca-bc6a-3bb4f12de25c%2FUntitled.png?table=block&amp;id=fcb959dc-21dc-4657-b335-c70f597514d3" alt="notion image" loading="lazy" decoding="async"/></div></figure><div class="notion-text notion-block-07ff9e38507d4c75b44ede51384e6e9b">这一步显卡 id 对应上一步获取的 <code class="notion-inline-code">NAME的值</code></div><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-eb641ef62de140fdbfbb64a9705b8525"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column;height:100%"><img style="object-fit:cover" src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F3830231d-9dcc-43b2-83c5-c8647be0eeb3%2FUntitled.png?table=block&amp;id=eb641ef6-2de1-40fd-bfbb-64a9705b8525" alt="notion image" loading="lazy" decoding="async"/></div></figure><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-7ac97282b8e046618dddd0bd00e428bf"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column;height:100%"><img style="object-fit:cover" src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F1890badb-3898-4517-b8eb-576393454c39%2FUntitled.png?table=block&amp;id=7ac97282-b8e0-4661-8ddd-d0bd00e428bf" alt="notion image" loading="lazy" decoding="async"/></div></figure></main></div>]]></content:encoded>
        </item>
        <item>
            <title><![CDATA[正则表达式记录]]></title>
            <link>https://www.asahimoon.top/article/200ffb90-97f2-4ade-b068-ae9fa52ccac9</link>
            <guid>https://www.asahimoon.top/article/200ffb90-97f2-4ade-b068-ae9fa52ccac9</guid>
            <pubDate>Tue, 19 Apr 2022 00:00:00 GMT</pubDate>
            <description><![CDATA[简单的正则表达式速查记录]]></description>
            <content:encoded><![CDATA[<div id="notion-article" class="mx-auto overflow-hidden "><main class="notion light-mode notion-page notion-block-200ffb9097f24adeb068ae9fa52ccac9"><div class="notion-viewport"></div><div class="notion-collection-page-properties"></div><div class="notion-blank notion-block-6d22e9b0f474429784f26293038329eb"> </div><div class="notion-blank notion-block-24da7bbb030741acac1fcaa6698ccf90"> </div><hr class="notion-hr notion-block-b4caff99bc884fbbb4a94c254ff315ae"/><h2 class="notion-h notion-h1 notion-h-indent-0 notion-block-1de017aa2df64db1869c23f82894f7b9" data-id="1de017aa2df64db1869c23f82894f7b9"><span><div id="1de017aa2df64db1869c23f82894f7b9" class="notion-header-anchor"></div><a class="notion-hash-link" href="#1de017aa2df64db1869c23f82894f7b9" title="使用到的正则表达式记录"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>使用到的正则表达式记录</b></span></span></h2><h2 class="notion-h notion-h1 notion-h-indent-0 notion-block-9f2123d2e9f848e983b1984147d6a79a" data-id="9f2123d2e9f848e983b1984147d6a79a"><span><div id="9f2123d2e9f848e983b1984147d6a79a" class="notion-header-anchor"></div><a class="notion-hash-link" href="#9f2123d2e9f848e983b1984147d6a79a" title="基本规则记录"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>基本规则记录</b></span></span></h2><div class="notion-text notion-block-2e4a549684a6499e9feb2ca134a1d7d7">来源： <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/regular-expression-language-quick-reference">Regular Expression Language - Quick Reference</a></div><h3 class="notion-h notion-h2 notion-h-indent-1 notion-block-8b1e00b54e304fdbb463c9eb9c172352" data-id="8b1e00b54e304fdbb463c9eb9c172352"><span><div id="8b1e00b54e304fdbb463c9eb9c172352" class="notion-header-anchor"></div><a class="notion-hash-link" href="#8b1e00b54e304fdbb463c9eb9c172352" title="Character Escapes"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>Character Escapes</b></span></span></h3><div class="notion-text notion-block-df78712f750b446a8472f312fbab56c9">The backslash character (\) in a regular expression indicates that the character that follows it either is a special character (as shown in the following table), or should be interpreted literally. For more information, see <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-escapes-in-regular-expressions">Character Escapes</a>.</div><table class="notion-simple-table notion-block-5779fdbb04dd497ea8b345a29ed90668"><tbody><tr class="notion-simple-table-row notion-block-2e5d9534385f4e2587fcf8a597232ed8"><td class="" style="width:120px"><div class="notion-simple-table-cell">Escaped character</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Description</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Pattern</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches</div></td></tr><tr class="notion-simple-table-row notion-block-d2f9711e5c3b408aac95aec031c9f5d1"><td class="" style="width:120px"><div class="notion-simple-table-cell">\a</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches a bell character, \u0007.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\a</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;\u0007&quot;<!-- --> in <!-- -->&quot;Error!&quot; + &#x27;\u0007&#x27;</div></td></tr><tr class="notion-simple-table-row notion-block-5c6eda5b04434deea851348b2aed0ee3"><td class="" style="width:120px"><div class="notion-simple-table-cell">\b</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">In a character class, matches a backspace, \u0008.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">[\b]{3,}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;\b\b\b\b&quot;<!-- --> in <!-- -->&quot;\b\b\b\b&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-af8dcae6f2524bfdbbb4b519ba6066a7"><td class="" style="width:120px"><div class="notion-simple-table-cell">\t</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches a tab, \u0009.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">(\w+)\t</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;item1\t&quot;<!-- -->, <!-- -->&quot;item2\t&quot;<!-- --> in <!-- -->&quot;item1\titem2\t&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-56d8040ca8bc4aa68345f14b7712cd60"><td class="" style="width:120px"><div class="notion-simple-table-cell">\r</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches a carriage return, \u000D. (<!-- -->\r<!-- --> is not equivalent to the newline character, <!-- -->\n<!-- -->.)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\r\n(\w+)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;\r\nThese&quot;<!-- --> in <!-- -->&quot;\r\nThese are\ntwo lines.&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-90da3d0410d24153aba65b7e3cbd06e9"><td class="" style="width:120px"><div class="notion-simple-table-cell">\v</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches a vertical tab, \u000B.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">[\v]{2,}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;\v\v\v&quot;<!-- --> in <!-- -->&quot;\v\v\v&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-ef385c7ca10245289f64d0f136a2f977"><td class="" style="width:120px"><div class="notion-simple-table-cell">\f</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches a form feed, \u000C.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">[\f]{2,}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;\f\f\f&quot;<!-- --> in <!-- -->&quot;\f\f\f&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-f4132a0e3759460685abe0b2a2f4ffdc"><td class="" style="width:120px"><div class="notion-simple-table-cell">\n</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches a new line, \u000A.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\r\n(\w+)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;\r\nThese&quot;<!-- --> in <!-- -->&quot;\r\nThese are\ntwo lines.&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-34449c37e3f04247b4e6a99f4d441384"><td class="" style="width:120px"><div class="notion-simple-table-cell">\e</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches an escape, \u001B.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\e</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;\x001B&quot;<!-- --> in <!-- -->&quot;\x001B&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-357bd43585144845860533eb25d3f83f"><td class="" style="width:120px"><div class="notion-simple-table-cell">\<!-- --> <em>nnn</em></div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Uses octal representation to specify a character (<em>nnn</em> consists of two or three digits).</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\w\040\w</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;a b&quot;<!-- -->, <!-- -->&quot;c d&quot;<!-- --> in <!-- -->&quot;a bc d&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-5ca0354b341c41c7b704424bb76be34e"><td class="" style="width:120px"><div class="notion-simple-table-cell">\x<!-- --> <em>nn</em></div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Uses hexadecimal representation to specify a character (<em>nn</em> consists of exactly two digits).</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\w\x20\w</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;a b&quot;<!-- -->, <!-- -->&quot;c d&quot;<!-- --> in <!-- -->&quot;a bc d&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-fa6bead521034039a4b773d4b1fa7821"><td class="" style="width:120px"><div class="notion-simple-table-cell">\c<!-- --> <em>X</em>\c<!-- --> <em>x</em></div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches the ASCII control character that is specified by <em>X</em> or <em>x</em> , where <em>X</em> or <em>x</em> is the letter of the control character.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\cC</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;\x0003&quot;<!-- --> in <!-- -->&quot;\x0003&quot;<!-- --> (Ctrl-C)</div></td></tr><tr class="notion-simple-table-row notion-block-8e4472e6c3b949deabdfadac72642b4d"><td class="" style="width:120px"><div class="notion-simple-table-cell">\u<!-- --> <em>nnnn</em></div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches a Unicode character by using hexadecimal representation (exactly four digits, as represented by <em>nnnn</em> ).</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\w\u0020\w</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;a b&quot;<!-- -->, <!-- -->&quot;c d&quot;<!-- --> in <!-- -->&quot;a bc d&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-5b5373fce44a4efebd08b3b300bedb37"><td class="" style="width:120px"><div class="notion-simple-table-cell">\</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">When followed by a character that is not recognized as an escaped character in this and other tables in this topic, matches that character. For example, <!-- -->\*<!-- --> is the same as <!-- -->\x2A<!-- -->, and <!-- -->\.<!-- --> is the same as <!-- -->\x2E<!-- -->. This allows the regular expression engine to disambiguate language elements (such as * or ?) and character literals (represented by <!-- -->\*<!-- --> or <!-- -->\?<!-- -->).</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\d+[\+-x\*]\d+</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;2+2&quot;<!-- --> and <!-- -->&quot;3*9&quot;<!-- --> in <!-- -->&quot;(2+2) * 3*9&quot;</div></td></tr></tbody></table><h3 class="notion-h notion-h2 notion-h-indent-1 notion-block-c40d949ac5824d8aa9c9dc4c3d78289e" data-id="c40d949ac5824d8aa9c9dc4c3d78289e"><span><div id="c40d949ac5824d8aa9c9dc4c3d78289e" class="notion-header-anchor"></div><a class="notion-hash-link" href="#c40d949ac5824d8aa9c9dc4c3d78289e" title="Character Classes"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>Character Classes</b></span></span></h3><div class="notion-text notion-block-9369b0cca5f8498a82157512759ef36a">A character class matches any one of a set of characters. Character classes include the language elements listed in the following table. For more information, see <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-classes-in-regular-expressions">Character Classes</a>.</div><table class="notion-simple-table notion-block-72cea5a736e34b82bd477d439c693ff6"><tbody><tr class="notion-simple-table-row notion-block-993a2e9941e745f0af66554dd7db7ab8"><td class="" style="width:120px"><div class="notion-simple-table-cell">Character class</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Description</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Pattern</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches</div></td></tr><tr class="notion-simple-table-row notion-block-af91489f50f441f8afd6f277a2a13676"><td class="" style="width:120px"><div class="notion-simple-table-cell">[<!-- --> <em>character_group</em> <!-- -->]</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches any single character in <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-classes-in-regular-expressions#positive-character-group--"><em>character_group</em></a>. By default, the match is case-sensitive.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">[ae]</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;a&quot;<!-- --> in <!-- -->&quot;gray&quot;``&quot;a&quot;<!-- -->, <!-- -->&quot;e&quot;<!-- --> in <!-- -->&quot;lane&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-a54a6389c05d4082b06455bc9b02d101"><td class="" style="width:120px"><div class="notion-simple-table-cell">[^<!-- --> <em>character_group</em> <!-- -->]</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Negation: Matches any single character that is not in <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-classes-in-regular-expressions#negative-character-group-"><em>character_group</em></a>. By default, characters in <em>character_group</em> are case-sensitive.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">[^aei]</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;r&quot;<!-- -->, <!-- -->&quot;g&quot;<!-- -->, <!-- -->&quot;n&quot;<!-- --> in <!-- -->&quot;reign&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-0a35dc584d3b4f569d2261ae41a66acd"><td class="" style="width:120px"><div class="notion-simple-table-cell">[<!-- --> <em>first</em> <!-- -->-<!-- --> <em>last</em> <!-- -->]</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Character range: Matches any single character in the range from <em>first</em> to <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-classes-in-regular-expressions#positive-character-group--"><em>last</em></a>.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">[A-Z]</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;A&quot;<!-- -->, <!-- -->&quot;B&quot;<!-- --> in <!-- -->&quot;AB123&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-a990356e139040fd835d33330ca67c1b"><td class="" style="width:120px"><div class="notion-simple-table-cell">.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Wildcard: Matches any single character except <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-classes-in-regular-expressions#any-character-">\n</a>.To match a literal period character (. or <!-- -->\u002E<!-- -->), you must precede it with the escape character (<!-- -->\.<!-- -->).</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">a.e</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;ave&quot;<!-- --> in <!-- -->&quot;nave&quot;``&quot;ate&quot;<!-- --> in <!-- -->&quot;water&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-74a6f5ab16b14ca7bd2e4f32f6de18a2"><td class="" style="width:120px"><div class="notion-simple-table-cell">\p{<!-- --> <em>name</em> <!-- -->}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches any single character in the Unicode general category or named block specified by <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-classes-in-regular-expressions#unicode-category-or-unicode-block-p"><em>name</em></a>.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\p{Lu}``\p{IsCyrillic}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;C&quot;<!-- -->, <!-- -->&quot;L&quot;<!-- --> in <!-- -->&quot;City Lights&quot;``&quot;Д&quot;<!-- -->, <!-- -->&quot;Ж&quot;<!-- --> in <!-- -->&quot;ДЖem&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-f511f80639c94735881da21838855253"><td class="" style="width:120px"><div class="notion-simple-table-cell">\P{<!-- --> <em>name</em> <!-- -->}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches any single character that is not in the Unicode general category or named block specified by <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-classes-in-regular-expressions#negative-unicode-category-or-unicode-block-p"><em>name</em></a>.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\P{Lu}``\P{IsCyrillic}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;i&quot;<!-- -->, <!-- -->&quot;t&quot;<!-- -->, <!-- -->&quot;y&quot;<!-- --> in <!-- -->&quot;City&quot;``&quot;e&quot;<!-- -->, <!-- -->&quot;m&quot;<!-- --> in <!-- -->&quot;ДЖem&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-6e4a2ea0a36641a6932e4ea1b2662810"><td class="" style="width:120px"><div class="notion-simple-table-cell">\w</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches any <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-classes-in-regular-expressions#word-character-w">word character</a>.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\w</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;I&quot;<!-- -->, <!-- -->&quot;D&quot;<!-- -->, <!-- -->&quot;A&quot;<!-- -->, <!-- -->&quot;1&quot;<!-- -->, <!-- -->&quot;3&quot;<!-- --> in <!-- -->&quot;ID A1.3&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-63ad33e39e7b46aa9ea46ebcaa03b46d"><td class="" style="width:120px"><div class="notion-simple-table-cell">\W</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches any <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-classes-in-regular-expressions#non-word-character-w">non-word character</a>.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\W</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot; &quot;<!-- -->, <!-- -->&quot;.&quot;<!-- --> in <!-- -->&quot;ID A1.3&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-664f275854934b92af249fb0dfc7a903"><td class="" style="width:120px"><div class="notion-simple-table-cell">\s</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches any <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-classes-in-regular-expressions#whitespace-character-s">white-space character</a>.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\w\s</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;D &quot;<!-- --> in <!-- -->&quot;ID A1.3&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-d8ea3deb75b546db924935a77557de5f"><td class="" style="width:120px"><div class="notion-simple-table-cell">\S</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches any <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-classes-in-regular-expressions#non-whitespace-character-s">non-white-space character</a>.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\s\S</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot; _&quot;<!-- --> in <!-- -->&quot;int __ctr&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-35c2a6dde29c44a7b8ae46895afd29f3"><td class="" style="width:120px"><div class="notion-simple-table-cell">\d</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches any <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-classes-in-regular-expressions#decimal-digit-character-d">decimal digit</a>.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\d</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;4&quot;<!-- --> in <!-- -->&quot;4 = IV&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-0ea4e2f737444ccab2e74dab8e72d329"><td class="" style="width:120px"><div class="notion-simple-table-cell">\D</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches any <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/character-classes-in-regular-expressions#non-digit-character-d">character other than a decimal digit</a>.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\D</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot; &quot;<!-- -->, <!-- -->&quot;=&quot;<!-- -->, <!-- -->&quot; &quot;<!-- -->, <!-- -->&quot;I&quot;<!-- -->, <!-- -->&quot;V&quot;<!-- --> in <!-- -->&quot;4 = IV&quot;</div></td></tr></tbody></table><h3 class="notion-h notion-h2 notion-h-indent-1 notion-block-ac05032e76834accb94bd11834b633c1" data-id="ac05032e76834accb94bd11834b633c1"><span><div id="ac05032e76834accb94bd11834b633c1" class="notion-header-anchor"></div><a class="notion-hash-link" href="#ac05032e76834accb94bd11834b633c1" title="Anchors"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>Anchors</b></span></span></h3><div class="notion-text notion-block-2527d65cc21e4ea99ad7b0f293ebe64b">Anchors, or atomic zero-width assertions, cause a match to succeed or fail depending on the current position in the string, but they do not cause the engine to advance through the string or consume characters. The metacharacters listed in the following table are anchors. For more information, see <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/anchors-in-regular-expressions">Anchors</a>.</div><table class="notion-simple-table notion-block-24ba48e96ae244f1bcf8f999d9dfc11a"><tbody><tr class="notion-simple-table-row notion-block-c7feac6f0cf041b98ca7c5e203662fa0"><td class="" style="width:120px"><div class="notion-simple-table-cell">Assertion</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Description</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Pattern</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches</div></td></tr><tr class="notion-simple-table-row notion-block-25c91fef6036483c808328456cff6431"><td class="" style="width:120px"><div class="notion-simple-table-cell">^</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">By default, the match must start at the beginning of the string; in multiline mode, it must start at the beginning of the line.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">^\d{3}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;901&quot;<!-- --> in <!-- -->&quot;901-333-&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-fa2a6fd2cb2b4f49af4b93180c12db41"><td class="" style="width:120px"><div class="notion-simple-table-cell">$</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">By default, the match must occur at the end of the string or before <!-- -->\n<!-- --> at the end of the string; in multiline mode, it must occur before the end of the line or before <!-- -->\n<!-- --> at the end of the line.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">-\d{3}$</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;-333&quot;<!-- --> in <!-- -->&quot;-901-333&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-444260141d65485b9c6d1cef5cc045b8"><td class="" style="width:120px"><div class="notion-simple-table-cell">\A</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">The match must occur at the start of the string.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\A\d{3}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;901&quot;<!-- --> in <!-- -->&quot;901-333-&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-8223d12682e444f2920f7532e7d5b719"><td class="" style="width:120px"><div class="notion-simple-table-cell">\Z</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">The match must occur at the end of the string or before <!-- -->\n<!-- --> at the end of the string.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">-\d{3}\Z</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;-333&quot;<!-- --> in <!-- -->&quot;-901-333&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-ef96b2b95e6541fb80e12f50ee3c9c62"><td class="" style="width:120px"><div class="notion-simple-table-cell">\z</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">The match must occur at the end of the string.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">-\d{3}\z</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;-333&quot;<!-- --> in <!-- -->&quot;-901-333&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-d8429344afad49878fbcd72f3589179a"><td class="" style="width:120px"><div class="notion-simple-table-cell">\G</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">The match must occur at the point where the previous match ended.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\G\(\d\)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;(1)&quot;<!-- -->, <!-- -->&quot;(3)&quot;<!-- -->, <!-- -->&quot;(5)&quot;<!-- --> in <!-- -->&quot;(1)(3)(5)[7](9)&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-42f5881c1bfe43da9b65d2bff86e2019"><td class="" style="width:120px"><div class="notion-simple-table-cell">\b</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">The match must occur on a boundary between a <!-- -->\w<!-- --> (alphanumeric) and a <!-- -->\W<!-- --> (nonalphanumeric) character.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\b\w+\s\w+\b</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;them theme&quot;<!-- -->, <!-- -->&quot;them them&quot;<!-- --> in <!-- -->&quot;them theme them them&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-c986f9301c77450d90b43b87a7bf1815"><td class="" style="width:120px"><div class="notion-simple-table-cell">\B</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">The match must not occur on a <!-- -->\b<!-- --> boundary.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\Bend\w*\b</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;ends&quot;<!-- -->, <!-- -->&quot;ender&quot;<!-- --> in <!-- -->&quot;end sends endure lender&quot;</div></td></tr></tbody></table><h3 class="notion-h notion-h2 notion-h-indent-1 notion-block-cb191d15faac4beaac9ee786a698eb11" data-id="cb191d15faac4beaac9ee786a698eb11"><span><div id="cb191d15faac4beaac9ee786a698eb11" class="notion-header-anchor"></div><a class="notion-hash-link" href="#cb191d15faac4beaac9ee786a698eb11" title="Grouping Constructs"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>Grouping Constructs</b></span></span></h3><div class="notion-text notion-block-2c05add89e774959a1da8e1df84bd302">Grouping constructs delineate subexpressions of a regular expression and typically capture substrings of an input string. Grouping constructs include the language elements listed in the following table. For more information, see <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/grouping-constructs-in-regular-expressions">Grouping Constructs</a>.</div><table class="notion-simple-table notion-block-5b573bafaf644e0a88904cfa2d5565a0"><tbody><tr class="notion-simple-table-row notion-block-a6c5ec668b1f4fc39bebda8229dc6548"><td class="" style="width:120px"><div class="notion-simple-table-cell">Grouping construct</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Description</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Pattern</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches</div></td></tr><tr class="notion-simple-table-row notion-block-c9754a6eecc64437b2e6141c42680a44"><td class="" style="width:120px"><div class="notion-simple-table-cell">(<!-- --> <em>subexpression</em> <!-- -->)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Captures the matched subexpression and assigns it a one-based ordinal number.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">(\w)\1</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;ee&quot;<!-- --> in <!-- -->&quot;deep&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-99ea41e82a7e477aa3043be6ade51ab2"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?&lt;<!-- --> <em>name</em> <!-- -->&gt;<!-- --> <em>subexpression</em> <!-- -->)<!-- -->or<!-- -->(?&#x27;<!-- --> <em>name</em> <!-- -->&#x27;<!-- --> <em>subexpression</em> <!-- -->)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Captures the matched subexpression into a named group.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">(?\w)\k</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;ee&quot;<!-- --> in <!-- -->&quot;deep&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-16f6c181d8f740a88b49a4c66d2ae3d3"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?&lt;<!-- --> <em>name1</em> <!-- -->-<!-- --> <em>name2</em> <!-- -->&gt;<!-- --> <em>subexpression</em> <!-- -->)<!-- -->or<!-- -->(?&#x27;<!-- --> <em>name1</em> <!-- -->-<!-- --> <em>name2</em> <!-- -->&#x27;<!-- --> <em>subexpression</em> <!-- -->)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Defines a balancing group definition. For more information, see the &quot;Balancing Group Definition&quot; section in <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/grouping-constructs-in-regular-expressions">Grouping Constructs</a>.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">(((?&#x27;Open&#x27;\()[^\(\)]*)+((?&#x27;Close-Open&#x27;\))[^\(\)]*)+)*(?(Open)(?!))$</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;((1-3)*(3-1))&quot;<!-- --> in <!-- -->&quot;3+2^((1-3)*(3-1))&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-c7bcaa08401b4dc5ac3f35636024c001"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?:<!-- --> <em>subexpression</em> <!-- -->)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Defines a noncapturing group.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Write(?:Line)?</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;WriteLine&quot;<!-- --> in <!-- -->&quot;Console.WriteLine()&quot;``&quot;Write&quot;<!-- --> in <!-- -->&quot;Console.Write(value)&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-2bbc34f996554844a9cd2383fb2a9340"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?imnsx-imnsx:<!-- --> <em>subexpression</em> <!-- -->)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Applies or disables the specified options within <em>subexpression</em> . For more information, see <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/regular-expression-options">Regular Expression Options</a>.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">A\d{2}(?i:\w+)\b</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;A12xl&quot;<!-- -->, <!-- -->&quot;A12XL&quot;<!-- --> in <!-- -->&quot;A12xl A12XL a12xl&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-6fcabadc30c646a199e8fb2ef335a6df"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?=<!-- --> <em>subexpression</em> <!-- -->)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Zero-width positive lookahead assertion.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\b\w+\b(?=.+and.+)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;cats&quot;<!-- -->, <!-- -->&quot;dogs&quot;<!-- -->in<!-- -->&quot;cats, dogs and some mice.&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-18047041f31348cca124c25a815a5e19"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?!<!-- --> <em>subexpression</em> <!-- -->)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Zero-width negative lookahead assertion.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\b\w+\b(?!.+and.+)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;and&quot;<!-- -->, <!-- -->&quot;some&quot;<!-- -->, <!-- -->&quot;mice&quot;<!-- -->in<!-- -->&quot;cats, dogs and some mice.&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-2b250bab8f554ec4ae9416a937a99fb7"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?&lt;=<!-- --> <em>subexpression</em> <!-- -->)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Zero-width positive lookbehind assertion.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\b\w+\b(?&lt;=.+and.+)<!-- -->———————————<!-- -->\b\w+\b(?&lt;=.+and.*)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;some&quot;<!-- -->, <!-- -->&quot;mice&quot;<!-- -->in<!-- -->&quot;cats, dogs and some mice.&quot;<!-- -->————————————<!-- -->&quot;and&quot;<!-- -->, <!-- -->&quot;some&quot;<!-- -->, <!-- -->&quot;mice&quot;<!-- -->in<!-- -->&quot;cats, dogs and some mice.&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-22e60c4ad0af44c7993fcdde5314685b"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?———————————<!-- -->\b\w+\b(?in<!-- -->&quot;cats, dogs and some mice.&quot;<!-- -->————————————<!-- -->&quot;cats&quot;<!-- -->, <!-- -->&quot;dogs&quot;<!-- -->in<!-- -->&quot;cats, dogs and some mice.&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell"></div></td><td class="" style="width:120px"><div class="notion-simple-table-cell"></div></td><td class="" style="width:120px"><div class="notion-simple-table-cell"></div></td></tr><tr class="notion-simple-table-row notion-block-6e57b273be5d4036a42c7b2210c425b7"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?&gt;<!-- --> <em>subexpression</em> <!-- -->)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Atomic group.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">(?&gt;a\|ab)c</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;ac&quot;<!-- --> in<!-- -->&quot;ac&quot;<em>nothing</em> in<!-- -->&quot;abc&quot;</div></td></tr></tbody></table><h4 class="notion-h notion-h3 notion-h-indent-2 notion-block-9b9da80f5bdd40ef8f5800b4c1476414" data-id="9b9da80f5bdd40ef8f5800b4c1476414"><span><div id="9b9da80f5bdd40ef8f5800b4c1476414" class="notion-header-anchor"></div><a class="notion-hash-link" href="#9b9da80f5bdd40ef8f5800b4c1476414" title="Lookarounds at a glance"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>Lookarounds at a glance</b></span></span></h4><div class="notion-text notion-block-3a9229ccc7434487855226357f1eff40">When the regular expression engine hits a <b>lookaround expression</b> , it takes a substring reaching from the current position to the start (lookbehind) or end (lookahead) of the original string, and then runs <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/api/system.text.regularexpressions.regex.ismatch">Regex.IsMatch</a> on that substring using the lookaround pattern. Success of this subexpression&#x27;s result is then determined by whether it&#x27;s a positive or negative assertion.</div><table class="notion-simple-table notion-block-d9ae12359037479b9c9c948c34642c7e"><tbody><tr class="notion-simple-table-row notion-block-93d6224d079040dab5aae70ec0f261b2"><td class="" style="width:120px"><div class="notion-simple-table-cell">Lookaround</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Name</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Function</div></td></tr><tr class="notion-simple-table-row notion-block-8f4e9c3eead74a3999f3bf9bdf3a5144"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?=check)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Positive Lookahead</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Asserts that what immediately follows the current position in the string is &quot;check&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-8bf722526f0d4f2788cf783cf669bbe6"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?&lt;=check)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Positive Lookbehind</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Asserts that what immediately precedes the current position in the string is &quot;check&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-64447a3ceeb14b95a52a32af95253829"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?!check)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Negative Lookahead</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Asserts that what immediately follows the current position in the string is not &quot;check&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-93ee452ddbcb4949b91a8e78a93ea6ba"><td class="" style="width:120px"><div class="notion-simple-table-cell">`(?</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell"></div></td><td class="" style="width:120px"><div class="notion-simple-table-cell"></div></td></tr></tbody></table><div class="notion-text notion-block-2e66c4623beb43a194d80007ec9dcdf1">Once they have matched, <b>atomic groups</b> won&#x27;t be re-evaluated again, even when the remainder of the pattern fails due to the match. This can significantly improve performance when quantifiers occur within the atomic group or the remainder of the pattern.</div><h3 class="notion-h notion-h2 notion-h-indent-1 notion-block-6724013c713445c79056b3aad089a6e8" data-id="6724013c713445c79056b3aad089a6e8"><span><div id="6724013c713445c79056b3aad089a6e8" class="notion-header-anchor"></div><a class="notion-hash-link" href="#6724013c713445c79056b3aad089a6e8" title="Quantifiers"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>Quantifiers</b></span></span></h3><div class="notion-text notion-block-bfdeaf7686094fd4ac91a4f5767a648b">A quantifier specifies how many instances of the previous element (which can be a character, a group, or a character class) must be present in the input string for a match to occur. Quantifiers include the language elements listed in the following table. For more information, see <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/quantifiers-in-regular-expressions">Quantifiers</a>.</div><table class="notion-simple-table notion-block-f86d4cc5d5cd4c5f9bdd9952be4b85e8"><tbody><tr class="notion-simple-table-row notion-block-6cb2ea38492c4cfd836f42a0bfaafb72"><td class="" style="width:120px"><div class="notion-simple-table-cell">Quantifier</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Description</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Pattern</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches</div></td></tr><tr class="notion-simple-table-row notion-block-b5b40f2e127e40a1b8ab7eccf894f6d9"><td class="" style="width:120px"><div class="notion-simple-table-cell">*</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches the previous element zero or more times.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\d*\.\d</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;.0&quot;<!-- -->, <!-- -->&quot;19.9&quot;<!-- -->, <!-- -->&quot;219.9&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-0e30c2ded53e4ab1b009c052012304ed"><td class="" style="width:120px"><div class="notion-simple-table-cell">+</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches the previous element one or more times.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;be+&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;bee&quot;<!-- --> in <!-- -->&quot;been&quot;<!-- -->, <!-- -->&quot;be&quot;<!-- --> in <!-- -->&quot;bent&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-21706f5f85dc4687af19eaee59ea8b5f"><td class="" style="width:120px"><div class="notion-simple-table-cell">?</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches the previous element zero or one time.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;rai?n&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;ran&quot;<!-- -->, <!-- -->&quot;rain&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-9a99fdf05631459497e4f12f7cadeeef"><td class="" style="width:120px"><div class="notion-simple-table-cell">{<!-- --> <em>n</em> <!-- -->}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches the previous element exactly <em>n</em> times.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;,\d{3}&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;,043&quot;<!-- --> in <!-- -->&quot;1,043.6&quot;<!-- -->, <!-- -->&quot;,876&quot;<!-- -->, <!-- -->&quot;,543&quot;<!-- -->, and <!-- -->&quot;,210&quot;<!-- --> in <!-- -->&quot;9,876,543,210&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-e44f1ec3c46b48328903cea18617e980"><td class="" style="width:120px"><div class="notion-simple-table-cell">{<!-- --> <em>n</em> <!-- -->,}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches the previous element at least <em>n</em> times.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;\d{2,}&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;166&quot;<!-- -->, <!-- -->&quot;29&quot;<!-- -->, <!-- -->&quot;1930&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-5f5a0b72c79b49778956328cc4120e93"><td class="" style="width:120px"><div class="notion-simple-table-cell">{<!-- --> <em>n</em> <span style="padding:0.5em"></span> <em>m</em> <!-- -->}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches the previous element at least <em>n</em> times, but no more than <em>m</em> times.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;\d{3,5}&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;166&quot;<!-- -->, <!-- -->&quot;17668&quot;``&quot;19302&quot;<!-- --> in <!-- -->&quot;193024&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-8e4aecfc6bd44fcf8bf381dd720ba553"><td class="" style="width:120px"><div class="notion-simple-table-cell">*?</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches the previous element zero or more times, but as few times as possible.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\d*?\.\d</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;.0&quot;<!-- -->, <!-- -->&quot;19.9&quot;<!-- -->, <!-- -->&quot;219.9&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-33c160aa1d494a16818116ca2dd05a41"><td class="" style="width:120px"><div class="notion-simple-table-cell">+?</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches the previous element one or more times, but as few times as possible.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;be+?&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;be&quot;<!-- --> in <!-- -->&quot;been&quot;<!-- -->, <!-- -->&quot;be&quot;<!-- --> in <!-- -->&quot;bent&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-d7acfdcf277c4ff6a8d902c910f2b075"><td class="" style="width:120px"><div class="notion-simple-table-cell">??</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches the previous element zero or one time, but as few times as possible.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;rai??n&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;ran&quot;<!-- -->, <!-- -->&quot;rain&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-50ab67e0d92e4be09850a3a9f29af137"><td class="" style="width:120px"><div class="notion-simple-table-cell">{<!-- --> <em>n</em> <!-- -->}?</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches the preceding element exactly <em>n</em> times.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;,\d{3}?&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;,043&quot;<!-- --> in <!-- -->&quot;1,043.6&quot;<!-- -->, <!-- -->&quot;,876&quot;<!-- -->, <!-- -->&quot;,543&quot;<!-- -->, and <!-- -->&quot;,210&quot;<!-- --> in <!-- -->&quot;9,876,543,210&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-61b788dfec7c412089aa6e0fad79ce0a"><td class="" style="width:120px"><div class="notion-simple-table-cell">{<!-- --> <em>n</em> <!-- -->,}?</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches the previous element at least <em>n</em> times, but as few times as possible.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;\d{2,}?&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;166&quot;<!-- -->, <!-- -->&quot;29&quot;<!-- -->, <!-- -->&quot;1930&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-fb3adf13623241cd9c531ee33c02897b"><td class="" style="width:120px"><div class="notion-simple-table-cell">{<!-- --> <em>n</em> <span style="padding:0.5em"></span> <em>m</em> <!-- -->}?</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches the previous element between <em>n</em> and <em>m</em> times, but as few times as possible.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;\d{3,5}?&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;166&quot;<!-- -->, <!-- -->&quot;17668&quot;``&quot;193&quot;<!-- -->, <!-- -->&quot;024&quot;<!-- --> in <!-- -->&quot;193024&quot;</div></td></tr></tbody></table><h3 class="notion-h notion-h2 notion-h-indent-1 notion-block-8c23490bfb05473fb90feed8f6e84fe8" data-id="8c23490bfb05473fb90feed8f6e84fe8"><span><div id="8c23490bfb05473fb90feed8f6e84fe8" class="notion-header-anchor"></div><a class="notion-hash-link" href="#8c23490bfb05473fb90feed8f6e84fe8" title="Backreference Constructs"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>Backreference Constructs</b></span></span></h3><div class="notion-text notion-block-bdc8dc826eb74a77af023c2ba11e1618">A backreference allows a previously matched subexpression to be identified subsequently in the same regular expression. The following table lists the backreference constructs supported by regular expressions in .NET. For more information, see <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/backreference-constructs-in-regular-expressions">Backreference Constructs</a>.</div><table class="notion-simple-table notion-block-da391990128540b99056a0575cef3a04"><tbody><tr class="notion-simple-table-row notion-block-ff56cafd371d4d8b86b204b99d62ae37"><td class="" style="width:120px"><div class="notion-simple-table-cell">Backreference construct</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Description</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Pattern</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches</div></td></tr><tr class="notion-simple-table-row notion-block-2eb4257b8e3648a499e22947a338c9a3"><td class="" style="width:120px"><div class="notion-simple-table-cell">\<!-- --> <em>number</em></div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Backreference. Matches the value of a numbered subexpression.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">(\w)\1</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;ee&quot;<!-- --> in <!-- -->&quot;seek&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-f7a7195bc8284e4caddb2f57cb6bd8f4"><td class="" style="width:120px"><div class="notion-simple-table-cell">\k&lt;<!-- --> <em>name</em> <!-- -->&gt;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Named backreference. Matches the value of a named expression.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">(?\w)\k</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;ee&quot;<!-- --> in <!-- -->&quot;seek&quot;</div></td></tr></tbody></table><h3 class="notion-h notion-h2 notion-h-indent-1 notion-block-9e73b79dc5ee42228487ce843c49618d" data-id="9e73b79dc5ee42228487ce843c49618d"><span><div id="9e73b79dc5ee42228487ce843c49618d" class="notion-header-anchor"></div><a class="notion-hash-link" href="#9e73b79dc5ee42228487ce843c49618d" title="Alternation Constructs"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>Alternation Constructs</b></span></span></h3><div class="notion-text notion-block-85684982429d424eb1436a4ce3c8977d">Alternation constructs modify a regular expression to enable either/or matching. These constructs include the language elements listed in the following table. For more information, see <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/alternation-constructs-in-regular-expressions">Alternation Constructs</a>.</div><table class="notion-simple-table notion-block-98e700dcaefc4323b824cd1e0a8f0729"><tbody><tr class="notion-simple-table-row notion-block-b929082f7d5c4f07ba1f4a8684073225"><td class="" style="width:120px"><div class="notion-simple-table-cell">Alternation construct</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Description</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Pattern</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches</div></td></tr><tr class="notion-simple-table-row notion-block-ea1e873867ee4a119b93322088574e84"><td class="" style="width:120px"><div class="notion-simple-table-cell">\|</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches any one element separated by the vertical bar (<!-- -->\|<!-- -->) character.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">th(e\|is\|at)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;the&quot;<!-- -->, <!-- -->&quot;this&quot;<!-- --> in <!-- -->&quot;this is the day.&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-846df9f0297b460ba85e7719c9328ce3"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?(<!-- --> <em>expression</em> <!-- -->)<!-- --> <em>yes</em> <!-- -->\|<!-- --> <em>no</em> <!-- -->)<!-- -->or<!-- -->(?(<!-- --> <em>expression</em> <!-- -->)<!-- --> <em>yes</em> <!-- -->)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches <em>yes</em> if the regular expression pattern designated by <em>expression</em> matches; otherwise, matches the optional <em>no</em> part. <em>expression</em> is interpreted as a zero-width assertion.To avoid ambiguity with a named or numbered capturing group, you can optionally use an explicit assertion, like this:<!-- -->(?( (?=<!-- --> <em>expression</em> <!-- -->) )<!-- --> <em>yes</em> <!-- -->\|<!-- --> <em>no</em> <!-- -->)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">(?(A)A\d{2}\b\|\b\d{3}\b)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;A10&quot;<!-- -->, <!-- -->&quot;910&quot;<!-- --> in <!-- -->&quot;A10 C103 910&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-59aae591ab634fd5aef5ee1c1817eb45"><td class="" style="width:120px"><div class="notion-simple-table-cell">(?(<!-- --> <em>name</em> <!-- -->)<!-- --> <em>yes</em> <!-- -->\|<!-- --> <em>no</em> <!-- -->)<!-- -->or<!-- -->(?(<!-- --> <em>name</em> <!-- -->)<!-- --> <em>yes</em> <!-- -->)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Matches <em>yes</em> if <em>name</em> , a named or numbered capturing group, has a match; otherwise, matches the optional <em>no</em> .</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">(?&quot;)?(?(quoted).+?&quot;\|\S+\s)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;Dogs.jpg &quot;<!-- -->, <!-- -->&quot;\&quot;Yiska playing.jpg\&quot;&quot;<!-- --> in <!-- -->&quot;Dogs.jpg \&quot;Yiska playing.jpg\&quot;&quot;</div></td></tr></tbody></table><h3 class="notion-h notion-h2 notion-h-indent-1 notion-block-2d7420ebce874b0ab6229f8104224567" data-id="2d7420ebce874b0ab6229f8104224567"><span><div id="2d7420ebce874b0ab6229f8104224567" class="notion-header-anchor"></div><a class="notion-hash-link" href="#2d7420ebce874b0ab6229f8104224567" title="Substitutions"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>Substitutions</b></span></span></h3><div class="notion-text notion-block-32301394106b4db596231deb247a19cc">Substitutions are regular expression language elements that are supported in replacement patterns. For more information, see <a target="_blank" rel="noopener noreferrer" class="notion-link" href="https://docs.microsoft.com/en-us/dotnet/standard/base-types/substitutions-in-regular-expressions">Substitutions</a>. The metacharacters listed in the following table are atomic zero-width assertions.</div><table class="notion-simple-table notion-block-18be1f9766334f48b6d0ec2a05ab9691"><tbody><tr class="notion-simple-table-row notion-block-e88147b0cf724626bbb399f80717af0e"><td class="" style="width:120px"><div class="notion-simple-table-cell">Character</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Description</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Pattern</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Replacement pattern</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Input string</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Result string</div></td></tr><tr class="notion-simple-table-row notion-block-bf49c38b458e4136b0335dadef41b800"><td class="" style="width:120px"><div class="notion-simple-table-cell">$<!-- --> <em>number</em></div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Substitutes the substring matched by group <em>number</em> .</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\b(\w+)(\s)(\w+)\b</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">$3$2$1</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;one two&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;two one&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-1413a1de6727460bad1d5cab5db64bce"><td class="" style="width:120px"><div class="notion-simple-table-cell">${<!-- --> <em>name</em> <!-- -->}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Substitutes the substring matched by the named group <em>name</em> .</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\b(?\w+)(\s)(?\w+)\b</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">${word2} ${word1}</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;one two&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;two one&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-2b96f0728fc84e04ae968ad6350c9c4c"><td class="" style="width:120px"><div class="notion-simple-table-cell">$$</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Substitutes a literal &quot;$&quot;.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\b(\d+)\s?USD</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">$$$1</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;103 USD&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;$103&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-4c0720f0f8354b54a5741f332e17d905"><td class="" style="width:120px"><div class="notion-simple-table-cell">$&amp;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Substitutes a copy of the whole match.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">\$?\d*\.?\d+</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">**$&amp;**</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;$1.30&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;**$1.30**&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-f84cc532d3914ae5a7251a9909cb8672"><td class="" style="width:120px"><div class="notion-simple-table-cell">`$``</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Substitutes all the text of the input string before the match.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">B+</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">`$``</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;AABBCC&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;AAAACC&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-f8c8ea13605d4b56a264424ed45427d9"><td class="" style="width:120px"><div class="notion-simple-table-cell">$&#x27;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Substitutes all the text of the input string after the match.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">B+</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">$&#x27;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;AABBCC&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;AACCCC&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-ed289fdccef04e1d903f8111265d3236"><td class="" style="width:120px"><div class="notion-simple-table-cell">$+</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Substitutes the last group that was captured.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">B+(C+)</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">$+</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;AABBCCDD&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;AACCDD&quot;</div></td></tr><tr class="notion-simple-table-row notion-block-ec99e864a727482cbb260551904ea257"><td class="" style="width:120px"><div class="notion-simple-table-cell">$_</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">Substitutes the entire input string.</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">B+</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">$_</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;AABBCC&quot;</div></td><td class="" style="width:120px"><div class="notion-simple-table-cell">&quot;AAAABBCCCC&quot;</div></td></tr></tbody></table></main></div>]]></content:encoded>
        </item>
        <item>
            <title><![CDATA[工具和资料]]></title>
            <link>https://www.asahimoon.top/article/534d4335-ead1-43d5-9139-d9a384293de7</link>
            <guid>https://www.asahimoon.top/article/534d4335-ead1-43d5-9139-d9a384293de7</guid>
            <pubDate>Wed, 30 Mar 2022 00:00:00 GMT</pubDate>
        </item>
        <item>
            <title><![CDATA[chrome dev 修改网页 JS]]></title>
            <link>https://www.asahimoon.top/article/1026beba-947a-4f61-9828-854dd1d440d9</link>
            <guid>https://www.asahimoon.top/article/1026beba-947a-4f61-9828-854dd1d440d9</guid>
            <pubDate>Thu, 17 Mar 2022 00:00:00 GMT</pubDate>
            <description><![CDATA[通过修改js文件方便对网页做调试]]></description>
            <content:encoded><![CDATA[<div id="notion-article" class="mx-auto overflow-hidden "><main class="notion light-mode notion-page notion-block-1026beba947a4f619828854dd1d440d9"><div class="notion-viewport"></div><div class="notion-collection-page-properties"></div><div class="notion-blank notion-block-72507006f52742279b5836ed6f7dd9e0"> </div><div class="notion-blank notion-block-ac6d329603ef410292096f823f31eb7a"> </div><hr class="notion-hr notion-block-e26639c60d3e455f8a78933d24a1a6f0"/><div class="notion-blank notion-block-2d8fe1c539564138b8847865905d7437"> </div><div class="notion-text notion-block-b82ce9d28f254063a8499b27059ce915">以百度搜索为例</div><hr class="notion-hr notion-block-a4927307363a4c82ad916a33d8efd3ab"/><h3 class="notion-h notion-h2 notion-h-indent-0 notion-block-f283f3cd04ad46b1929a332550689334" data-id="f283f3cd04ad46b1929a332550689334"><span><div id="f283f3cd04ad46b1929a332550689334" class="notion-header-anchor"></div><a class="notion-hash-link" href="#f283f3cd04ad46b1929a332550689334" title="找到要修改的 js 所在的地方"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>找到要修改的 js 所在的地方</b></span></span></h3><blockquote class="notion-quote notion-block-8fa8dec3c7b44d8facc8d3da13cb14d4"><div>通过 XHR 断点，点击搜索框后暂停在了发出提示关键词的请求之前</div></blockquote><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-1b33844a9fa54ab294badfb51defecf2"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column;height:100%"><img style="object-fit:cover" src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F33a615a4-a1b2-42a9-ab1c-832f73309a01%2FUntitled.png?table=block&amp;id=1b33844a-9fa5-4ab2-94ba-dfb51defecf2" alt="notion image" loading="lazy" decoding="async"/></div></figure><h3 class="notion-h notion-h2 notion-h-indent-0 notion-block-c07a39c014c345e8825228ba97a1c8b4" data-id="c07a39c014c345e8825228ba97a1c8b4"><span><div id="c07a39c014c345e8825228ba97a1c8b4" class="notion-header-anchor"></div><a class="notion-hash-link" href="#c07a39c014c345e8825228ba97a1c8b4" title="找到 js 文件所在路径"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>找到 js 文件所在路径</b></span></span></h3><blockquote class="notion-quote notion-block-f167b1aa4be94ede8222230456c74b81"><div>在 js 文件右键会有《在边栏中显示》的选项，会在侧边栏看到 js 文件的路径位置</div></blockquote><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-2cc6116a3c7b428887a087ce4e87a466"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column;height:100%"><img style="object-fit:cover" src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2Fd8ce404b-0824-4bfe-b79f-0a8c87f6e51a%2FUntitled.png?table=block&amp;id=2cc6116a-3c7b-4288-87a0-87ce4e87a466" alt="notion image" loading="lazy" decoding="async"/></div></figure><h3 class="notion-h notion-h2 notion-h-indent-0 notion-block-a06eecf4000841ee98803fa679b1458b" data-id="a06eecf4000841ee98803fa679b1458b"><span><div id="a06eecf4000841ee98803fa679b1458b" class="notion-header-anchor"></div><a class="notion-hash-link" href="#a06eecf4000841ee98803fa679b1458b" title="新建替换目录"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>新建替换目录</b></span></span></h3><blockquote class="notion-quote notion-block-69c28d3518e1493ea94fd11e02fb172d"><div>在 替换（override） 处选择任意一个本地目录</div></blockquote><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-ebd8a99ad5b849f6ae328504174172e1"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:351px;max-width:100%;flex-direction:column"><img style="object-fit:cover" src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2Fb8746d79-a7d5-4e2a-974d-d66ffb2952e2%2FUntitled.png?table=block&amp;id=ebd8a99a-d5b8-49f6-ae32-8504174172e1" alt="notion image" loading="lazy" decoding="async"/></div></figure><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-fb120f94aa0b4761bb1399f435cac3e3"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column"><img src="data:image/png;base64, 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" alt="notion image" loading="lazy" decoding="async"/></div></figure><h3 class="notion-h notion-h2 notion-h-indent-0 notion-block-eeee5de7f94b4280bbdd263962999f80" data-id="eeee5de7f94b4280bbdd263962999f80"><span><div id="eeee5de7f94b4280bbdd263962999f80" class="notion-header-anchor"></div><a class="notion-hash-link" href="#eeee5de7f94b4280bbdd263962999f80" title="添加 js 文件到替换目录"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>添加 js 文件到替换目录</b></span></span></h3><div class="notion-text notion-block-a55245b25cc5446592fec3fc860a0f34">点击保存并覆盖</div><figure 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" alt="notion image" loading="lazy" decoding="async"/></div></figure><hr class="notion-hr notion-block-0cbe9ce221614bb1be913e0e2dfe982f"/><div class="notion-text notion-block-83fdd5346f4f4a25a2fa7ab0bf9e6700">会在替换处以及本地文件中看到该文件</div><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-7a2fd55d2cdc4f088fbc228b79e050ea"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column;height:100%"><img style="object-fit:cover" src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F50981843-b391-4866-aabb-09b8caafb165%2FUntitled.png?table=block&amp;id=7a2fd55d-2cdc-4f08-8fbc-228b79e050ea" alt="notion image" loading="lazy" decoding="async"/></div></figure><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-e693e0672b124ec687b7da3c8a726702"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column"><img src="data:image/png;base64, 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" alt="notion image" loading="lazy" decoding="async"/></div></figure><h3 class="notion-h notion-h2 notion-h-indent-0 notion-block-adc783b6784f4d6f86b2679e26221893" data-id="adc783b6784f4d6f86b2679e26221893"><span><div id="adc783b6784f4d6f86b2679e26221893" class="notion-header-anchor"></div><a class="notion-hash-link" href="#adc783b6784f4d6f86b2679e26221893" title="修改 js 文件"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title"><b>修改 js 文件</b></span></span></h3><div class="notion-text notion-block-56e1352d76b842e08b3fafd518cc5453">修改 js</div><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-e263287ac2ab40559c5520a431aa5f26"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column;height:100%"><img style="object-fit:cover" src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F52ac6073-3f57-4faf-aba5-dc7a1ec6d5b8%2FUntitled.png?table=block&amp;id=e263287a-c2ab-4055-9c55-20a431aa5f26" alt="notion image" loading="lazy" decoding="async"/></div></figure><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-d85d5782e545443588181b524a228991"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column"><img src="data:image/png;base64, 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" alt="notion image" loading="lazy" decoding="async"/></div></figure><div class="notion-text notion-block-bfb6073bf54948d2ad835f7c9039ef2f">会在浏览器覆盖原有的 js 文件，执行 alert(1)</div><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-01264861a4ac41a598674006c6f3fc19"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column"><img src="data:image/png;base64, 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" alt="notion image" loading="lazy" decoding="async"/></div></figure></main></div>]]></content:encoded>
        </item>
        <item>
            <title><![CDATA[BUUCTF-ciscn_2019_n_1]]></title>
            <link>https://www.asahimoon.top/article/c8a411cf-7de4-4cde-bf57-8f31a53e392d</link>
            <guid>https://www.asahimoon.top/article/c8a411cf-7de4-4cde-bf57-8f31a53e392d</guid>
            <pubDate>Mon, 28 Mar 2022 00:00:00 GMT</pubDate>
            <description><![CDATA[BUUCTF-ciscn_2019_n_1解题过程和思路]]></description>
            <content:encoded><![CDATA[<div id="notion-article" class="mx-auto overflow-hidden "><main class="notion light-mode notion-page notion-block-c8a411cf7de44cdebf578f31a53e392d"><div class="notion-viewport"></div><div class="notion-collection-page-properties"></div><blockquote class="notion-quote notion-block-5348d906983e4202be73adb90bf6dd79"><div>实际上直接确定溢出位置在 exp 里写 payload 发送就好了 #### 检查下保护情况</div></blockquote><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-f39a693c16034d2ab01e19f5141e5609"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column"><img src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2Fe5de2d88-d2f2-4ba1-af08-a64236747569%2FassetsBUUCTF-ciscn_2019_n_12022-03-28-21-02-01.png?table=block&amp;id=f39a693c-1603-4d2a-b01e-19f5141e5609" alt="notion image" loading="lazy" decoding="async"/></div></figure><h4 class="notion-h notion-h3 notion-h-indent-0 notion-block-35f2ea66faa74803a34ce16d95dc39d5" data-id="35f2ea66faa74803a34ce16d95dc39d5"><span><div id="35f2ea66faa74803a34ce16d95dc39d5" class="notion-header-anchor"></div><a class="notion-hash-link" href="#35f2ea66faa74803a34ce16d95dc39d5" title="放进 ida 分析，搜索字符串，定位到主要函数的位置"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title">放进 ida 分析，搜索字符串，定位到主要函数的位置</span></span></h4><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-eb14832fa1c94d2a8c3615120dde3303"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column"><img src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2Fbdf4c1da-39a5-46e6-abfb-8cd3aeefb5ec%2FassetsBUUCTF-ciscn_2019_n_12022-03-28-21-02-42.png?table=block&amp;id=eb14832f-a1c9-4d2a-8c36-15120dde3303" alt="notion image" loading="lazy" decoding="async"/></div></figure><div class="notion-text notion-block-1bc41139dfdc4d5cbce936880495c8f4">可以看到当 v2 等于 11.28125 时就会输出 flag，而且 v2 为 float 类型。 - 只有一个输入点 gets(v1)，没对输入进行限制，存在溢出点 [[python]] 可以判断出本题是通过输入 v1 溢出覆盖 v2 的值为 11.28125 获取 flag。</div><h4 class="notion-h notion-h3 notion-h-indent-0 notion-block-71da476240d741f3abc334f7d206b53e" data-id="71da476240d741f3abc334f7d206b53e"><span><div id="71da476240d741f3abc334f7d206b53e" class="notion-header-anchor"></div><a class="notion-hash-link" href="#71da476240d741f3abc334f7d206b53e" title="v1 位置为 rbp-30h,v2 为 rbp-4h,距离为"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title">v1 位置为 rbp-30h,v2 为 rbp-4h,距离为</span></span></h4><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-ced008496bab447abe5231f8d1cc16b7"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column"><img src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F8a9bc849-dd23-4c82-9781-d50fbbfa9a07%2FassetsBUUCTF-ciscn_2019_n_12022-03-28-21-03-20.png?table=block&amp;id=ced00849-6bab-447a-be52-31f8d1cc16b7" alt="notion image" loading="lazy" decoding="async"/></div></figure><div class="notion-text notion-block-9da50e9e72574aa79710fa076aac00ed">与 char v1[44]中的 44 相等，所以 v1 填充完 44 后溢出就直接会覆盖到 v2 的位置，只需要在 44 字节后填充浮点数 11.28125 即可 （可以先打断点在 if 处，然后在 ida 中动态调试 Hex-view 中按 F2 对溢出位置进行修改为对应数值看下是否可行）</div><h4 class="notion-h notion-h3 notion-h-indent-0 notion-block-3229350e9b6e4dad9127d1b9ec5670ea" data-id="3229350e9b6e4dad9127d1b9ec5670ea"><span><div id="3229350e9b6e4dad9127d1b9ec5670ea" class="notion-header-anchor"></div><a class="notion-hash-link" href="#3229350e9b6e4dad9127d1b9ec5670ea" title="python 中的 pwntool 打开 gdb 调试(方便发送不可输入的字符和查看 stack 变化)"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title">python 中的 pwntool 打开 gdb 调试(方便发送不可输入的字符和查看 stack 变化)</span></span></h4><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-9d0b45d473e54bfd9ea87dc08e38f777"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column"><img src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F017b5235-ed97-43ba-aab2-0a6a2a9d3ac9%2FassetsBUUCTF-ciscn_2019_n_12022-03-28-21-03-44.png?table=block&amp;id=9d0b45d4-73e5-4bfd-9ea8-7dc08e38f777" alt="notion image" loading="lazy" decoding="async"/></div></figure><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-e3fd069aa43741c49dd238d558783c3a"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column"><img src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F867916e9-dd25-499c-8d14-282463546ffb%2FassetsBUUCTF-ciscn_2019_n_12022-03-28-21-03-55.png?table=block&amp;id=e3fd069a-a437-41c4-9dd2-38d558783c3a" alt="notion image" loading="lazy" decoding="async"/></div></figure><h4 class="notion-h notion-h3 notion-h-indent-0 notion-block-2716e4bae9cd468097b374dfb7c3fa0c" data-id="2716e4bae9cd468097b374dfb7c3fa0c"><span><div id="2716e4bae9cd468097b374dfb7c3fa0c" class="notion-header-anchor"></div><a class="notion-hash-link" href="#2716e4bae9cd468097b374dfb7c3fa0c" title="发送 payload 后"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title">发送 payload 后</span></span></h4><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-0992b51b456a4baa84d22d4ff17919dc"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column"><img src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F7c4dbd05-0b82-49e3-9c8f-6f55f5f42bc9%2FassetsBUUCTF-ciscn_2019_n_12022-03-28-21-04-10.png?table=block&amp;id=0992b51b-456a-4baa-84d2-2d4ff17919dc" alt="notion image" loading="lazy" decoding="async"/></div></figure><h4 class="notion-h notion-h3 notion-h-indent-0 notion-block-ae67a28ec3ed4369825f8ff8d4452215" data-id="ae67a28ec3ed4369825f8ff8d4452215"><span><div id="ae67a28ec3ed4369825f8ff8d4452215" class="notion-header-anchor"></div><a class="notion-hash-link" href="#ae67a28ec3ed4369825f8ff8d4452215" title="可以看到指定位置已经被覆盖为我们需要的字节,然后在 gdb 中继续执行"><svg viewBox="0 0 16 16" width="16" height="16"><path fill-rule="evenodd" d="M7.775 3.275a.75.75 0 001.06 1.06l1.25-1.25a2 2 0 112.83 2.83l-2.5 2.5a2 2 0 01-2.83 0 .75.75 0 00-1.06 1.06 3.5 3.5 0 004.95 0l2.5-2.5a3.5 3.5 0 00-4.95-4.95l-1.25 1.25zm-4.69 9.64a2 2 0 010-2.83l2.5-2.5a2 2 0 012.83 0 .75.75 0 001.06-1.06 3.5 3.5 0 00-4.95 0l-2.5 2.5a3.5 3.5 0 004.95 4.95l1.25-1.25a.75.75 0 00-1.06-1.06l-1.25 1.25a2 2 0 01-2.83 0z"></path></svg></a><span class="notion-h-title">可以看到指定位置已经被覆盖为我们需要的字节,然后在 gdb 中继续执行</span></span></h4><figure class="notion-asset-wrapper notion-asset-wrapper-image notion-block-9f5c2bec82f146909d154fe95107786d"><div style="position:relative;display:flex;justify-content:center;align-self:center;width:100%;max-width:100%;flex-direction:column"><img src="https://www.notion.so/image/https%3A%2F%2Fprod-files-secure.s3.us-west-2.amazonaws.com%2F036d96e1-da35-4811-9e53-1ee575b79d86%2F9cafd274-97dd-4f34-9651-6f71f6f13f8d%2FassetsBUUCTF-ciscn_2019_n_12022-03-28-21-04-28.png?table=block&amp;id=9f5c2bec-82f1-4690-9d15-4fe95107786d" alt="notion image" loading="lazy" decoding="async"/></div></figure><div class="notion-text notion-block-4361a3b854834a2db21635e8967eaba5">执行完后可以看到 pwntool 中的交互模式出现了 cat 指令的执行。</div><div class="notion-text notion-block-4f3460cd3ecf45fa86c63adebc5e3ffc">基于以上本地实验，可以写出如下 exp:</div></main></div>]]></content:encoded>
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