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*/ </script> <meta charset="utf-8" /> <title data-rh="true">Texas 18th Congressional District Special Election Results 2024 - The New York Times</title> <meta data-rh="true" name="robots" content="noarchive, max-image-preview:large"/><meta data-rh="true" name="description" content="Get live results and maps from the 2024 Texas special election."/><meta data-rh="true" property="twitter:url" content="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas-us-house-18-special.html"/><meta data-rh="true" property="twitter:title" content="Texas 18th Congressional District Special Election Results"/><meta data-rh="true" property="twitter:description" content="Get live results and maps from the 2024 Texas special election."/><meta data-rh="true" property="twitter:image" 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x2="70" y2="70" stroke="black" class="eln-mszr8e"></line><line vector-effect="non-scaling-stroke" x1="30" x2="70" y1="70" y2="30" stroke="black" class="eln-mszr8e"></line></svg></button> </div></section> <section class="results-container eln-t157vj" data-pagecontext="nav"> <div class="states-wrapper eln-t157vj remove" aria-hidden="false"><div class="list-header eln-t157vj"><h3 class="eln-t157vj"><span class="bold eln-12pcjss">Results by state</span> </h3> </div> <ul class="states eln-t157vj" style="--desktop: 9; --desktop_cols:6; --desktop_sm: 11; --desktop_sm_cols:5; --mobile_lg: 13; --mobile_lg_cols:4; --mobile: 17; --mobile_cols:3; --mobile_sm: 26; --mobile_sm_cols:2;"><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-alabama.html">Alabama</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-alaska.html">Alaska</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-arizona.html">Arizona</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-arkansas.html">Arkansas</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-california.html">California</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-colorado.html">Colorado</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-connecticut.html">Connecticut</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-delaware.html">Delaware</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-florida.html">Florida</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-georgia.html">Georgia</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-hawaii.html">Hawaii</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-idaho.html">Idaho</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-illinois.html">Illinois</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-indiana.html">Indiana</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-iowa.html">Iowa</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kansas.html">Kansas</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kentucky.html">Kentucky</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-louisiana.html">Louisiana</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-maine.html">Maine</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-maryland.html">Maryland</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-massachusetts.html">Massachusetts</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-michigan.html">Michigan</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-minnesota.html">Minnesota</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-mississippi.html">Mississippi</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-missouri.html">Missouri</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-montana.html">Montana</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-nebraska.html">Nebraska</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-nevada.html">Nevada</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-new-hampshire.html">New Hampshire</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-new-jersey.html">New Jersey</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-new-mexico.html">New Mexico</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-new-york.html">New York</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-north-carolina.html">North Carolina</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-north-dakota.html">North Dakota</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-ohio.html">Ohio</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-oklahoma.html">Oklahoma</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-oregon.html">Oregon</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-pennsylvania.html">Pennsylvania</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-rhode-island.html">Rhode Island</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-south-carolina.html">South Carolina</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-south-dakota.html">South Dakota</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-tennessee.html">Tennessee</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas.html">Texas</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-utah.html">Utah</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-vermont.html">Vermont</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-virginia.html">Virginia</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-washington.html">Washington</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-washington-dc.html">Washington, D.C.</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-west-virginia.html">West Virginia</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-wisconsin.html">Wisconsin</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-wyoming.html">Wyoming</a> </li></ul></div> </section></div></div></nav> <section class="xl margin-auto eln-j1kjvb"><section class="page-section eln-d9zinq no-top-rule no-bottom-rule min-mobile no-margin-bottom-mobile"><div class="grid-wrapper columns-5 eln-bzjvnq"> <div class="left-xl grid-col eln-qpxn33"><header class="page-header general-race-page eln-1qsstcq show-clock"><div class="countdown-box eln-7edesh"><div class="live-badge eln-1uw33nw" data-svelte-h="svelte-6qs765">LIVE</div> </div> <h1 itemprop="headline" class="eln-1qsstcq">Texas 18th Congressional District Special Election Results</h1> <div class="header eln-1j7f0ld"><a href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas.html" class="eln-1j7f0ld">‹ See all Texas state results</a></div> </header></div> </div> </section> <section class="page-section eln-d9zinq no-bottom-rule" id="main-section-TX-S_W-H-18-2024-11-05"><div class="grid-wrapper columns-5 eln-bzjvnq"> <div class="left-lg grid-col eln-qpxn33"><div class="e-cmp eln-zq4fnw"><div class="e-inner"> <div class="e-content eln-zq4fnw e-box"> <div class="candidate-vote-percent-table eln-1gjbi87 with-party"> <div class="winner-card eln-1tefack" style="--winner-color: var(--democrat);"> <div class="candidate-image eln-1tefack"><div class="medium cand-img eln-1be00et has-img" style="background-color: var(--img-background, var(--gray-60)); background-image: url('https://static01.nyt.com/elections-assets/2024/headshots/TX-S_W-H-18-2024-11-05-lee_carter-e-91753.png?size=thumb&auto=webp');" aria-hidden="true"></div> </div> <div class="card-inner eln-1tefack"><p class="white medium kicker text eln-8m7l0">Winner <span class="check-wrapper eln-1tefack"><span class="small eln-7q0zny" style=""><svg width="25px" height="19px" role="img" viewBox="0 0 25 19" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" class="eln-7q0zny"><title>Winner</title><polygon fill="#FFFFFF" points="21.3310297 0.265588887 9.3920643 12.0814247 4.20790863 6.95016646 0.898273468 10.1415253 9.3920643 18.6955872 24.659256 3.58158112" class="eln-7q0zny"></polygon></svg> </span></span> </p> <h2 class="eln-1tefack">Erica Lee Carter, a Democrat, wins the 18th District special election in Texas.</h2> <p class="leadin eln-1tefack"><span class="lightGray normal eln-12pcjss">Race called by The Associated Press.</span> </p></div></div> <div class="update-info eln-llunqp"><span class="time eln-llunqp older">Latest results from 4:29 PM ET</span> <div class="certify eln-llunqp">Vote totals certified <span class="small eln-7q0zny disable-margin flex customFill" style="--fill: var(--gray-20)"><svg width="25px" height="19px" viewBox="0 0 25 19" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" class="eln-7q0zny"><polygon fill="#FFFFFF" points="21.3310297 0.265588887 9.3920643 12.0814247 4.20790863 6.95016646 0.898273468 10.1415253 9.3920643 18.6955872 24.659256 3.58158112" class="eln-7q0zny"></polygon></svg> </span></div></div> <div class="candidate-results-table table-wrap has-images race-has-result adjust-totalsrow eln-izfk34"><p aria-live="polite" role="status" class="visually-hidden">Special Election race called</p> <table class="large eln-1yzwvsz" data-rid="TX-S_W-H-18-2024-11-05"><caption class="visually-hidden">Special Election</caption> <thead><tr class="eln-d65730 border-bottom" style=" "> <th scope="col" style="" colspan="1" class="active-sort header gray candidate col-header eln-z5gmhw"><span class="eln-z5gmhw">Candidate</span></th> <th scope="col" style="" colspan="1" class="active-sort header gray party col-header eln-z5gmhw"><span class="eln-z5gmhw"> Party </span></th><th scope="col" style="" colspan="1" class="active-sort header right gray votes col-header eln-z5gmhw"><span class="eln-z5gmhw"> Votes </span></th><th scope="col" style="" colspan="1" class="active-sort header right gray percent midlarge-last-col col-header eln-z5gmhw"><span class="eln-z5gmhw"><span class="visually-hidden">Percent</span> <span aria-hidden="true"> <span class="eln-r5p4j">Pct.<span class="percent-display eln-r5p4j hidden" data-svelte-h="svelte-pi2y2e">%</span></span></span> </span></th><th scope="col" style="" colspan="1" class="active-sort header gray hide-midlarge percent-bar col-header eln-z5gmhw"><span class="eln-z5gmhw"><span class="visually-hidden">Chart showing percent</span> </span></th> </tr></thead> <tbody class="eln-ip9874"> <tr id="candidate-results-row-TX-S_W-H-18-2024-11-05-lee_carter-e" style="--candidate-color:var(--democrat)" class="eln-izfk34 border-bottom"> <th scope="row" colspan="1" style="" class="gray middle candidate row-header eln-z5gmhw"> <span style="--background:var(--democrat);" class="candidate-swatch medium eln-16i1jf0"></span> <div class="candidate-wrapper eln-wejn1q" id="candidate-wrapper-TX-S_W-H-18-2024-11-05-lee_carter-e"><div class="small cand-img eln-1be00et has-img" style="background-color: var(--img-background, var(--gray-60)); background-image: url('https://static01.nyt.com/elections-assets/2024/headshots/TX-S_W-H-18-2024-11-05-lee_carter-e-91753.png?size=thumb&auto=webp');" aria-hidden="true"></div> <div class="candidate-name allow-image has-checkmark adjust-after eln-wejn1q indicate-winner-or-runoff"><span class="black normal cand-name full eln-12pcjss"><span class="full-name eln-k14wca active-name">Erica Lee Carter</span><span class="first-initial eln-k14wca">E. Lee Carter</span><span class="last-name eln-k14wca">Lee Carter</span></span> <span class="check-wrapper right eln-wejn1q with-circle" style="background-color:var(--democrat);"><span class="small eln-7q0zny" style=""><svg width="25px" height="19px" role="img" viewBox="0 0 25 19" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" class="eln-7q0zny"><title>Winner</title><polygon fill="#FFFFFF" points="21.3310297 0.265588887 9.3920643 12.0814247 4.20790863 6.95016646 0.898273468 10.1415253 9.3920643 18.6955872 24.659256 3.58158112" class="eln-7q0zny"></polygon></svg> </span></span> </div></div> </th> <td colspan="1" style="" class="gray middle party row-cell eln-z5gmhw"> <span class="eln-izfk34 full">Democrat</span> <span class="abbr eln-izfk34">Dem.</span> </td> <td colspan="1" style="" class="right gray middle votes row-cell eln-z5gmhw"> <span class="black normal eln-12pcjss"><span class="outer eln-mmu0s9"><span class="inner eln-mmu0s9"> <span class="eln-17i7zw9">146,413</span> </span> </span> </span> </td> <td colspan="1" style="" class="right gray middle percent midlarge-last-col row-cell eln-z5gmhw"> <span class="black bold eln-12pcjss"><span class="outer eln-mmu0s9"><span class="inner eln-mmu0s9"> <span class="eln-r5p4j"><span aria-hidden="true" class="eln-ig7gn2">+67.9%</span> <span class="eln-17i7zw9">67.9</span><span class="percent-display eln-r5p4j" data-svelte-h="svelte-pi2y2e">%</span></span> </span> </span> </span> </td> <td colspan="1" style="" class="gray middle hide-midlarge percent-bar row-cell eln-z5gmhw"> <div class="bar-wrapper eln-1eog2z7" role="img" aria-label="Bar visualizing 67.9%"><span style="--candidate-bar-width:100%;--candidate-bar:var(--democrat)" class="candidate-bar democrat small eln-1eog2z7"></span> </div> </td> </tr><tr id="candidate-results-row-TX-S_W-H-18-2024-11-05-dunn-m" style="--candidate-color:var(--republican)" class="eln-izfk34 border-bottom"> <th scope="row" colspan="1" style="" class="gray middle candidate row-header eln-z5gmhw"> <span style="--background:var(--republican);" class="candidate-swatch medium eln-16i1jf0"></span> <div class="candidate-wrapper eln-wejn1q" id="candidate-wrapper-TX-S_W-H-18-2024-11-05-dunn-m"><div class="small cand-img eln-1be00et"></div> <div class="candidate-name allow-image eln-wejn1q"><span class="black normal cand-name full eln-12pcjss"><span class="full-name eln-k14wca active-name">Maria Dunn</span><span class="first-initial eln-k14wca">M. Dunn</span><span class="last-name eln-k14wca">Dunn</span></span> </div></div> </th> <td colspan="1" style="" class="gray middle party row-cell eln-z5gmhw"> <span class="eln-izfk34 full">Republican</span> <span class="abbr eln-izfk34">Rep.</span> </td> <td colspan="1" style="" class="right gray middle votes row-cell eln-z5gmhw"> <span class="black normal eln-12pcjss"><span class="outer eln-mmu0s9"><span class="inner eln-mmu0s9"> <span class="eln-17i7zw9">47,835</span> </span> </span> </span> </td> <td colspan="1" style="" class="right gray middle percent midlarge-last-col row-cell eln-z5gmhw"> <span class="black bold eln-12pcjss"><span class="outer eln-mmu0s9"><span class="inner eln-mmu0s9"> <span class="eln-r5p4j"><span aria-hidden="true" class="eln-ig7gn2">+22.2%</span> <span class="eln-17i7zw9">22.2</span><span class="percent-display eln-r5p4j hidden" data-svelte-h="svelte-pi2y2e">%</span></span> </span> </span> </span> </td> <td colspan="1" style="" class="gray middle hide-midlarge percent-bar row-cell eln-z5gmhw"> <div class="bar-wrapper eln-1eog2z7" role="img" aria-label="Bar visualizing 22.2%"><span style="--candidate-bar-width:33%;--candidate-bar:var(--republican)" class="candidate-bar republican small eln-1eog2z7"></span> </div> </td> </tr><tr id="candidate-results-row-TX-S_W-H-18-2024-11-05-dural-k" style="--candidate-color:var(--republican)" class="eln-izfk34 border-bottom"> <th scope="row" colspan="1" style="" class="gray middle candidate row-header eln-z5gmhw"> <span style="--background:var(--republican);" class="candidate-swatch medium eln-16i1jf0"></span> <div class="candidate-wrapper eln-wejn1q" id="candidate-wrapper-TX-S_W-H-18-2024-11-05-dural-k"><div class="small cand-img eln-1be00et"></div> <div class="candidate-name allow-image eln-wejn1q"><span class="black normal cand-name full eln-12pcjss"><span class="full-name eln-k14wca active-name">Kevin Dural</span><span class="first-initial eln-k14wca">K. Dural</span><span class="last-name eln-k14wca">Dural</span></span> </div></div> </th> <td colspan="1" style="" class="gray middle party row-cell eln-z5gmhw"> <span class="eln-izfk34 full">Republican</span> <span class="abbr eln-izfk34">Rep.</span> </td> <td colspan="1" style="" class="right gray middle votes row-cell eln-z5gmhw"> <span class="black normal eln-12pcjss"><span class="outer eln-mmu0s9"><span class="inner eln-mmu0s9"> <span class="eln-17i7zw9">21,257</span> </span> </span> </span> </td> <td colspan="1" style="" class="right gray middle percent midlarge-last-col row-cell eln-z5gmhw"> <span class="black bold eln-12pcjss"><span class="outer eln-mmu0s9"><span class="inner eln-mmu0s9"> <span class="eln-r5p4j"><span aria-hidden="true" class="eln-ig7gn2">+9.9%</span> <span class="eln-17i7zw9">9.9</span><span class="percent-display eln-r5p4j hidden" data-svelte-h="svelte-pi2y2e">%</span></span> </span> </span> </span> </td> <td colspan="1" style="" class="gray middle hide-midlarge percent-bar row-cell eln-z5gmhw"> <div class="bar-wrapper eln-1eog2z7" role="img" aria-label="Bar visualizing 9.9%"><span style="--candidate-bar-width:15%;--candidate-bar:var(--republican)" class="candidate-bar republican small eln-1eog2z7"></span> </div> </td> </tr> <tr class="totals-row eln-d65730 border-bottom" style=" "><th scope="row" colspan="2" style="" class="gray middle totals-row-label row-header eln-z5gmhw"> <div class="eln-1wrvth5"><span class="gray normal eln-12pcjss">Total reported</span> </div> </th> <td colspan="1" style="" class="right gray middle totals-row-votes row-cell eln-z5gmhw"><span class="gray normal eln-12pcjss">215,505</span> </td> <td colspan="1" style="" class="gray middle totals-rows-trailing-cells percent midlarge-last-col row-cell eln-z5gmhw"></td><td colspan="1" style="" class="gray middle hide-midlarge totals-rows-trailing-cells percent-bar row-cell eln-z5gmhw"></td> </tr></tbody> </table></div> </div> <div class="after-table eln-1h5eoh0"> <div class="results-table-model-promo eln-3acd4k"> <div class="estimated-votes eln-tkdsyz"><div class="hed eln-tkdsyz"> <h3 class="eln-zqky7a">The vote count has been certified in Texas.</h3></div> <div class="bars eln-tkdsyz" aria-hidden="true"> <div class="inner democrat eln-tkdsyz party" style="--w: 67.939%; --color: var(--democrat)"> </div> <div class="inner republican eln-tkdsyz party" style="--w: 32.061%; --color: var(--republican)"> </div> </div> <div class="annotations eln-tkdsyz"><div class="lines eln-tkdsyz"><div class="ln reported center eln-tkdsyz" style="--w: 100%;"></div></div> <div class="labels eln-tkdsyz"><div class="lbl reported eln-tkdsyz" style="--w: 100%; --align: center">215,505 votes reported </div></div></div></div> </div> </div></div> </div> </div> <div class="e-hide-above-md"><div class="e-cmp eln-zq4fnw"><div class="e-inner"> <div class="e-content eln-zq4fnw e-box"> <div class="map-container state-map TX-state eln-fzlk4v horizontal no-toggle"> <div class="map-key-wrapper eln-fzlk4v"><div class="map-image-container eln-fzlk4v" style="aspect-ratio: 0;"><div class="pre-render eln-fzlk4v"></div> <div class="map-needle-icons eln-2l7i8r"> </div> <div class="map map-root eln-fzlk4v" alt="" role="img" aria-label="Map of election results. "></div></div> <div class="key-wrap eln-w2bdl"><div class="key-container key-container-view-leader-results key-container-size-default key-container-align-center key-container-position-default eln-w2bdl without-toggle" aria-hidden="true" style=""><div class="key key-align-center key-size-default eln-50zil6"><div class="key-label eln-50zil6"><p class="black small kicker text eln-8m7l0">leader </p></div> <div class="group-party eln-50zil6"><div class="party eln-50zil6"><div style="--party-background-color: var(--democrat)" class="square eln-50zil6"></div> <div class="label eln-50zil6"><span>Lee Carter</span></div> </div></div> </div></div> </div> </div> <div class="popup-container eln-fzlk4v hidden-popup"></div> </div></div> </div> </div></div></div> <div class="right-sm grid-col eln-qpxn33 sticky"><div class="e-hide-below-md main-map eln-1h5eoh0"><div class="e-cmp eln-zq4fnw"><div class="e-inner"> <div class="e-content eln-zq4fnw"> <div class="map-container state-map TX-state eln-fzlk4v horizontal no-toggle"> <div class="map-key-wrapper eln-fzlk4v"><div class="map-image-container eln-fzlk4v" style="aspect-ratio: 0;"><div class="pre-render eln-fzlk4v"></div> <div class="map-needle-icons eln-2l7i8r"> </div> <div class="map map-root eln-fzlk4v" alt="" role="img" aria-label="Map of election results. "></div></div> <div class="key-wrap eln-w2bdl"><div class="key-container key-container-view-leader-results key-container-size-default key-container-align-center key-container-position-default eln-w2bdl without-toggle" aria-hidden="true" style=""><div class="key key-align-center key-size-default eln-50zil6"><div class="key-label eln-50zil6"><p class="black small kicker text eln-8m7l0">leader </p></div> <div class="group-party eln-50zil6"><div class="party eln-50zil6"><div style="--party-background-color: var(--democrat)" class="square eln-50zil6"></div> <div class="label eln-50zil6"><span>Lee Carter</span></div> </div></div> </div></div> </div> </div> <div class="popup-container eln-fzlk4v hidden-popup"></div> </div></div> </div> </div> </div></div> </div> </section> <section class="page-section eln-d9zinq no-bottom-rule no-dropShadow no-margin-bottom-mobile"><div class="footer eln-evnrt5"><div class="e-cmp eln-zq4fnw"><div class="e-inner"> <div class="e-content eln-zq4fnw"><div class="flex-desktop eln-evnrt5"><div class="footer-content-wrapper eln-evnrt5"><h2 class="eln-evnrt5"><span class="bold eln-12pcjss">2024 General Election Results</span> </h2> <section class="footer-section find-results eln-evnrt5"><section class="search-wrapper eln-t157vj"><div id="search" class="search eln-k7mmh4 include-indicator-icon"><div class="indicator-wrapper eln-k7mmh4"><div aria-hidden="true" class="icon-wrapper eln-1h0gb5s" style="width: 25px; height: 25px;"><svg aria-hidden="true" viewBox="0 0 16 16" width="16" height="16"><path fill="gray" d="M11.3,9.2C11.7,8.4,12,7.5,12,6.5C12,3.5,9.5,1,6.5,1S1,3.5,1,6.5S3.5,12,6.5,12c1,0,1.9-0.3,2.7-0.7l3.3,3.3c0.3,0.3,0.7,0.4,1.1,0.4s0.8-0.1,1.1-0.4c0.6-0.6,0.6-1.5,0-2.1L11.3,9.2zM6.5,10.3c-2.1,0-3.8-1.7-3.8-3.8c0-2.1,1.7-3.8,3.8-3.8c2.1,0,3.8,1.7,3.8,3.8C10.3,8.6,8.6,10.3,6.5,10.3z"></path></svg> </div></div> <input class="search-input eln-k7mmh4" value="" type="text" placeholder="Search for a race or candidate" aria-controls="" aria-autocomplete="list" autocomplete="off" role="searchbox"> <button class="search-close-button eln-k7mmh4" disabled aria-label="Clear search input"><svg aria-hidden="true" width="32" height="32" viewBox="0 0 100 100" fill="none" xmlns="http://www.w3.org/2000/svg"><line vector-effect="non-scaling-stroke" x1="30" y1="30" x2="70" y2="70" stroke="black" class="eln-mszr8e"></line><line vector-effect="non-scaling-stroke" x1="30" x2="70" y1="70" y2="30" stroke="black" class="eln-mszr8e"></line></svg></button> </div></section> <section class="results-container eln-t157vj" data-pagecontext="footer"> <div class="states-wrapper eln-t157vj" aria-hidden="false"><div class="list-header eln-t157vj"><h3 class="eln-t157vj"><span class="bold eln-12pcjss">Results by state</span> </h3> </div> <ul class="states eln-t157vj" style="--desktop: 9; --desktop_cols:6; --desktop_sm: 11; --desktop_sm_cols:5; --mobile_lg: 13; --mobile_lg_cols:4; --mobile: 17; --mobile_cols:3; --mobile_sm: 26; --mobile_sm_cols:2;"><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-alabama.html">Alabama</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-alaska.html">Alaska</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-arizona.html">Arizona</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-arkansas.html">Arkansas</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-california.html">California</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-colorado.html">Colorado</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-connecticut.html">Connecticut</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-delaware.html">Delaware</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-florida.html">Florida</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-georgia.html">Georgia</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-hawaii.html">Hawaii</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-idaho.html">Idaho</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-illinois.html">Illinois</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-indiana.html">Indiana</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-iowa.html">Iowa</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kansas.html">Kansas</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kentucky.html">Kentucky</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-louisiana.html">Louisiana</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-maine.html">Maine</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-maryland.html">Maryland</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-massachusetts.html">Massachusetts</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-michigan.html">Michigan</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-minnesota.html">Minnesota</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-mississippi.html">Mississippi</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-missouri.html">Missouri</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-montana.html">Montana</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-nebraska.html">Nebraska</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-nevada.html">Nevada</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-new-hampshire.html">New Hampshire</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-new-jersey.html">New Jersey</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-new-mexico.html">New Mexico</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-new-york.html">New York</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-north-carolina.html">North Carolina</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-north-dakota.html">North Dakota</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-ohio.html">Ohio</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-oklahoma.html">Oklahoma</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-oregon.html">Oregon</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-pennsylvania.html">Pennsylvania</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-rhode-island.html">Rhode Island</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-south-carolina.html">South Carolina</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-south-dakota.html">South Dakota</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-tennessee.html">Tennessee</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas.html">Texas</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-utah.html">Utah</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-vermont.html">Vermont</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-virginia.html">Virginia</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-washington.html">Washington</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-washington-dc.html">Washington, D.C.</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-west-virginia.html">West Virginia</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-wisconsin.html">Wisconsin</a> </li><li><a class="state-link eln-t157vj" href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-wyoming.html">Wyoming</a> </li></ul></div> </section></section> <section class="footer-section eln-evnrt5"><h3 class="eln-evnrt5"><span class="bold eln-12pcjss">National Results</span> </h3> <ul class="links-strip eln-evnrt5"><li class="eln-evnrt5"><a href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-president.html" class="eln-evnrt5">President</a> </li><li class="eln-evnrt5"><a href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-president-forecast-needle.html" class="eln-evnrt5">Presidential Forecast</a> </li><li class="eln-evnrt5"><a href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-senate.html" class="eln-evnrt5">Senate</a> </li><li class="eln-evnrt5"><a href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-house.html" class="eln-evnrt5">House</a> </li><li class="eln-evnrt5"><a href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-governor.html" class="eln-evnrt5">Governor</a> </li> </ul> </section><section class="footer-section eln-evnrt5"><h3 class="eln-evnrt5"><span class="bold eln-12pcjss">Issues on the Ballot</span> </h3> <ul class="links-strip eln-evnrt5"><li class="eln-evnrt5"><a href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-abortion.html" class="eln-evnrt5">Abortion</a> </li><li class="eln-evnrt5"><a href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-marijuana.html" class="eln-evnrt5">Marijuana</a> </li> </ul> </section><section class="footer-section eln-evnrt5"><h3 class="eln-evnrt5"><span class="bold eln-12pcjss">Past Elections</span> </h3> <ul class="links-strip eln-evnrt5"><li class="eln-evnrt5"><a href="https://www.nytimes.com/interactive/2024/us/elections/republican-primary-delegates-tracker-calendar.html" class="eln-evnrt5">2024 Primaries</a> </li><li class="eln-evnrt5"><a href="https://www.nytimes.com/interactive/2022/11/08/us/elections/results-key-races.html" class="eln-evnrt5">2022</a> </li><li class="eln-evnrt5"><a href="https://www.nytimes.com/interactive/2020/11/03/us/elections/results-president.html" class="eln-evnrt5">2020</a> </li><li class="eln-evnrt5"><a href="https://www.nytimes.com/interactive/2018/us/elections/calendar-primary-results.html" class="eln-evnrt5">2018</a> </li><li class="eln-evnrt5"><a href="https://www.nytimes.com/elections/2016/results/president" class="eln-evnrt5">2016</a> </li><li class="eln-evnrt5"><a href="https://www.nytimes.com/elections/2014/results/senate" class="eln-evnrt5">2014</a> </li><li class="eln-evnrt5"><a href="https://www.nytimes.com/elections/2012/results/president.html" class="eln-evnrt5">2012</a> </li><li class="eln-evnrt5"><a href="https://www.nytimes.com/elections/2010/results/senate.html" class="eln-evnrt5">2010</a> </li> </ul> </section></div> <section class="footer-section visual-updates eln-evnrt5"></section></div></div> </div> </div></div> </section> <section class="page-section eln-d9zinq no-top-rule no-bottom-rule no-dropShadow no-top-padding no-margin-bottom-mobile"><div class="e-share-tools eln-q84ie5 above-footer hide-desktop" data-svelte-h="svelte-238xge"><span data-place-component="sharetools" class="eln-q84ie5"><div class="css-1sm67ns"><div data-testid="share-tools" class="css-yomkvi"><div></div><div class="interactive-sharetools css-n7z2yi"><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 2.483l-.141.797-.142-.847A3.745 3.745 0 0 0 7.927.923 3.31 3.31 0 0 0 5.555.459 2.907 2.907 0 0 0 3.607 1.78a2.877 2.877 0 0 0-.333 2.321c.117.429.324.828.606 1.171H1.155a.767.767 0 0 0-.757.757v3.674a.767.767 0 0 0 .757.757h.424v7.53A1.01 1.01 0 0 0 2.588 19h14.13a1.01 1.01 0 0 0 1.01-.959v-7.56h.424a.758.758 0 0 0 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12.331-11.68V1.127a.779.779 0 0 1 .42-.653.726.726 0 0 1 .78.106l8.195 6.986a.81.81 0 0 1 .253.557.82.82 0 0 1-.263.547l-8.196 6.955a.83.83 0 0 1-.779.105.747.747 0 0 1-.42-.663V11.29c-8.418-.905-10.974 5.177-11.08 5.45a.662.662 0 0 1-.6.453Zm10.048-7.26a16.37 16.37 0 0 1 2.314.158.81.81 0 0 1 .642.726v3.02l6.702-5.682-6.702-5.692v2.883a.767.767 0 0 1-.242.536.747.747 0 0 1-.547.18c-4.808-.537-8.364 1.85-10.448 6.922a11.679 11.679 0 0 1 8.28-3.093v.042Z" fill="#000" fill-rule="nonzero"></path></svg></button></div></div></li></ul></div></div></div></span> </div> </section> </section> </section></div> <script type="application/ld+json" id="live-blog-schema"> { "@context": "http://schema.org", "@type": "LiveBlogPosting", "headline": "Texas 18th Congressional District Special Election Results", "description": "Get live results and maps from the 2024 Texas special election.", "url": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas-us-house-18-special.html", 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"BlogPosting", "url": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas-us-house-18-special.html", "datePublished": "2024-11-06T09:30:04+00:00", "dateModified": "2024-11-06T09:30:04+00:00", "headline": "84% of the estimated vote total has been reported.", "articleBody": "84% of the estimated vote total has been reported.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas-us-house-18-special.html", "author": { "@id": "https://www.nytimes.com/#publisher", "name": "The New York Times" } }, { "@type": "BlogPosting", "url": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas-us-house-18-special.html", "datePublished": "2024-11-06T07:57:43+00:00", "dateModified": "2024-11-06T07:57:43+00:00", "headline": "52% of the estimated vote total has been reported.", "articleBody": "52% of the estimated vote total has been reported.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas-us-house-18-special.html", "author": { "@id": "https://www.nytimes.com/#publisher", "name": "The New York Times" } }, { "@type": "BlogPosting", "url": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas-us-house-18-special.html", "datePublished": "2024-11-06T07:06:01+00:00", "dateModified": "2024-11-06T07:06:01+00:00", "headline": "51% of the estimated vote total has been reported.", "articleBody": "51% of the estimated vote total has been reported.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas-us-house-18-special.html", "author": { "@id": "https://www.nytimes.com/#publisher", "name": "The New York Times" } }, { "@type": "BlogPosting", "url": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas-us-house-18-special.html", "datePublished": "2024-11-06T05:19:59+00:00", "dateModified": "2024-11-06T05:19:59+00:00", "headline": "49% of the estimated vote total has been reported.", "articleBody": "49% of the estimated vote total has been reported.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas-us-house-18-special.html", "author": { "@id": "https://www.nytimes.com/#publisher", "name": "The New York Times" } }, { "@type": "BlogPosting", "url": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas-us-house-18-special.html", "datePublished": "2024-11-06T04:17:18+00:00", "dateModified": "2024-11-06T04:17:18+00:00", "headline": "Erica Lee Carter, a Democrat, wins U.S. House seat to represent Texas’ 18th Congressional District.", "articleBody": "Erica Lee Carter, a Democrat, wins U.S. House seat to represent Texas’ 18th Congressional District.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-texas-us-house-18-special.html", "author": { "@id": "https://www.nytimes.com/#publisher", "name": "The New York Times" } } ] } </script></div></section><div id="interactive-footer-container" class="css-tbjo8i interactive-footer-container"><footer id="interactive-footer" class="interactive-footer"><p data-testid="note" id="interactive-notes" class="css-1fq2n5g interactive-notes">Source: Election results and race calls are from The Associated Press.<br /><br /><strong>By The New York Times election results team:</strong> Michael Andre, Emma Baker, Neil Berg, Andrew Chavez, Michael Beswetherick, Matthew Bloch, Lily Boyce, Irineo Cabreros, Nico Chilla, Nate Cohn, Alastair Coote, Annie Daniel, Saurabh Datar, Leo Dominguez, Tiff Fehr, Andrew Fischer, Martín González Gómez, Joyce Ho, Will Houp, Jon Huang, Junghye Kim, K.K. 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