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*/ </script> <meta charset="utf-8" /> <title data-rh="true">Chris Krebs, Ex-Trump Official, Sues the Campaign and Joe DiGenova - The New York Times</title> <meta data-rh="true" name="robots" content="noarchive, max-image-preview:large"/><meta data-rh="true" name="description" content=""/><meta data-rh="true" property="twitter:url" content="https://www.nytimes.com/2020/12/08/briefing/chris-krebs-defamation-lawsuit.html"/><meta data-rh="true" property="twitter:title" content="Christopher Krebs, a fired Trump official, sues the campaign and the lawyer who said he should be shot. 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When we have confirmed access, the full article content will load.</div></div><div class="css-lagce6"><h1 class="css-1fyu99 e1h9rw200" data-testid="headline">Christopher Krebs, a fired Trump official, sues the campaign and the lawyer who said he should be shot.</h1><p class="css-cb4rkw"></p><div class="css-j3uhc5"><div role="toolbar" data-testid="share-tools" aria-label="Social Media Share buttons, Save button, and Comments Panel with current comment count" class="css-yomkvi"><div></div><div class="css-1h3kpp2"><ul class="css-1atjma0"><li class="css-1c5ewvl"><div class="css-vxcmzt"><div class="css-79elbk"><button type="button" aria-label="" aria-expanded="false" class="css-1eeh360 actionbar-button" data-testid="gift-article-button"><span class="css-10d8k1f"><svg aria-hidden="true" width="19" height="19" viewBox="0 0 19 19"><path d="M18.04 5.293h-2.725c.286-.34.493-.74.606-1.17a2.875 2.875 0 0 0-.333-2.322A2.906 2.906 0 0 0 13.64.48a3.31 3.31 0 0 0-2.372.464 3.775 3.775 0 0 0-1.534 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srcSet="https://static01.nyt.com/images/2020/12/08/us/politics/08virus-brief-krebs/08virus-brief-krebs-mobileMasterAt3x.jpg?quality=75&amp;auto=webp&amp;disable=upscale&amp;width=1800"/><source media="(max-width: 599px) and (min-device-pixel-ratio: 2),(max-width: 599px) and (min-resolution: 2dppx),(max-width: 599px) and (min-resolution: 192dpi)" srcSet="https://static01.nyt.com/images/2020/12/08/us/politics/08virus-brief-krebs/08virus-brief-krebs-mobileMasterAt3x.jpg?quality=75&amp;auto=webp&amp;disable=upscale&amp;width=1200"/><source media="(max-width: 599px) and (min-device-pixel-ratio: 1),(max-width: 599px) and (min-resolution: 1dppx),(max-width: 599px) and (min-resolution: 96dpi)" srcSet="https://static01.nyt.com/images/2020/12/08/us/politics/08virus-brief-krebs/08virus-brief-krebs-mobileMasterAt3x.jpg?quality=75&amp;auto=webp&amp;disable=upscale&amp;width=600"/><img alt="" class="css-rq4mmj" src="https://static01.nyt.com/images/2020/12/08/us/politics/08virus-brief-krebs/08virus-brief-krebs-articleLarge.jpg?quality=75&amp;auto=webp&amp;disable=upscale" srcSet="https://static01.nyt.com/images/2020/12/08/us/politics/08virus-brief-krebs/08virus-brief-krebs-articleLarge.jpg?quality=75&amp;auto=webp 600w,https://static01.nyt.com/images/2020/12/08/us/politics/08virus-brief-krebs/08virus-brief-krebs-jumbo.jpg?quality=75&amp;auto=webp 1024w,https://static01.nyt.com/images/2020/12/08/us/politics/08virus-brief-krebs/08virus-brief-krebs-superJumbo.jpg?quality=75&amp;auto=webp 2048w" sizes="((min-width: 600px) and (max-width: 1004px)) 84vw, (min-width: 1005px) 60vw, 100vw" decoding="async" width="600" height="400"/></picture></div><figcaption data-testid="photoviewer-children-ImageCaption" class="css-ktho12 e3rygrp0"><span class="css-jevhma e13ogyst0">Christopher Krebs speaking at a Senate Judiciary Committee hearing on national security concerns in May, during his tenure as director of the Department of Homeland Security’s cybersecurity agency.</span><span class="css-14fe1uy e1z0qqy90"><span class="css-1ly73wi e1tej78p0">Credit...</span><span><span aria-hidden="false">Amr Alfiky for The New York Times</span></span></span></figcaption></figure></div><div class="css-sovreq"><div class="css-1e2jphy epjyd6m1"><div class="css-233int epjyd6m0"><p class="css-4anu6l e1jsehar1"><span class="byline-prefix">By </span><a href="https://www.nytimes.com/by/alan-feuer" class="last-byline css-ojhyzr e1jsehar0" itemProp="name">Alan Feuer</a></p></div></div><ul class="css-1cgskve epjyd6m3"><li class="css-ccw2r3 epjyd6m2"><time dateTime="2020-12-08T10:04:11-05:00" class="css-qr5h11 e16638kd2"><span class="css-1sbuyqj e16638kd3">Dec. 8, 2020</span></time></li></ul></div><div class="css-j3uhc5"></div></div><section name="articleBody" class="meteredContent css-1r7ky0e"><div class="css-s99gbd StoryBodyCompanionColumn" data-testid="companionColumn-0"><div class="css-53u6y8"><p class="css-at9mc1 evys1bk0">In late November, one day after Christopher Krebs, the former head of the government’s cybersecurity agency, went on “60 Minutes” to dispute President Trump’s claims of fraud in the election, one of Mr. Trump’s lawyers threatened him on television.</p><p class="css-at9mc1 evys1bk0">“He should be drawn and quartered,” the lawyer, Joseph diGenova, said of Mr. Krebs on the conservative TV outlet Newsmax. “Taken out at dawn and shot.”</p><p class="css-at9mc1 evys1bk0">On Tuesday, Mr. Krebs, who was fired by Mr. Trump last month, filed a lawsuit against Mr. diGenova accusing him and the Trump campaign of defamation and the infliction of emotional distress.</p><p class="css-at9mc1 evys1bk0">The lawsuit, which seeks monetary damages and the removal of the threatening video from the Newsmax archives, also made a far more extraordinary claim: that Mr. Trump, members of his legal team and Newsmax have been engaging in “a calculated and pernicious conspiracy” to defame and injure not just Mr. Krebs but other members of the Republican Party who have stood up against the president’s baseless claims of fraud.</p></div><aside class="css-ew4tgv" aria-label="companion column"></aside></div><div data-testid="Dropzone-1"></div><div class="css-s99gbd StoryBodyCompanionColumn" data-testid="companionColumn-1"><div class="css-53u6y8"><p class="css-at9mc1 evys1bk0">“Newsmax, the campaign, and diGenova have a symbiotic relationship,” the lawsuit says. “Newsmax disseminates and amplifies the campaign’s and diGenova’s attacks on perceived political threats and allegations of election stealing, which pleases viewers, prompts endorsements from President Trump, increases ratings, supports the political goals of the campaign, and helps raise more money from duped supporters.”</p><p class="css-at9mc1 evys1bk0">Mr. diGenova, the Trump campaign and Newsmax did not respond immediately to requests for comment.</p><p class="css-at9mc1 evys1bk0">Mr. Krebs’s lawsuit was filed by the law firm Walden, Macht &amp; Haran in Maryland, Mr. diGenova’s home state, at a moment when Mr. Trump and his allies have brought increasing pressure to bear on Republican officials around the country who have resisted the president’s efforts to tar the elections as compromised by fraud.</p><div class="css-1336jj"><div class="css-121kum4"><div class="css-171d1bw"></div><div class="css-asuuk5"><noscript><div class="css-7axq9l" data-testid="optimistic-truncator-noscript"><svg width="24" height="24" viewBox="0 0 24 24" aria-hidden="true" class="css-1b5b8u1"><path fill="currentColor" fill-rule="evenodd" d="M2.5 12a9.5 9.5 0 1 1 19 0 9.5 9.5 0 0 1-19 0Zm8.5 1.75v-7.5h2v7.5h-2Zm0 2v2h2v-2h-2Z" clip-rule="evenodd"></path></svg><div data-testid="optimistic-truncator-noscript-message" class="css-6yo1no"><p class="css-3kpklk">We are having trouble retrieving the article content.</p><p class="css-3kpklk">Please enable JavaScript in your browser settings.</p></div></div></noscript><div 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