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*/ 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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="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">Kentucky First Congressional District Election Results</h1> <div class="header eln-1j7f0ld"><a href="https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kentucky.html" class="eln-1j7f0ld">‹ See all Kentucky state results</a></div> </header></div> </div> </section> <section class="page-section eln-d9zinq no-bottom-rule" id="main-section-KY-G-H-1-2024-11-05"><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(--republican);"> <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/2022/headshots/KY-R-H-1-2022-05-17__comer-j-us-house-1-ky.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">James Comer, a Republican, wins the First District in Kentucky.</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 Nov. 7</span> <div class="est-v-share"><div class="votes-in eln-1chnh5v"> <span class="eln-1chnh5v est-pct"> <span aria-hidden="false">>95% of votes in</span></span> <span class="est-pct-bar eln-1chnh5v button-showing"><div class="vote-share"><div class="bar-full eln-1chnh5v"><div class="bar eln-1chnh5v" style="width: 99%"></div></div></div></span> <button class="pct-reporting-info-toggle eln-1chnh5v" aria-label="AP, Display data explanation" aria-expanded="false"><span class="est-tag eln-1chnh5v"><span class="eevp-source eln-1chnh5v">AP</span></span></button> </div></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"> race called</p> <table class="large eln-1yzwvsz" data-rid="KY-G-H-1-2024-11-05"> <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-KY-G-H-1-2024-11-05-comer-j" 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-KY-G-H-1-2024-11-05-comer-j"><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/2022/headshots/KY-R-H-1-2022-05-17__comer-j-us-house-1-ky.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">James Comer</span><span class="first-initial eln-k14wca">J. Comer</span><span class="last-name eln-k14wca">Comer</span><i aria-hidden="true">*</i><i class="visually-hidden"> incumbent </i></span> <span class="check-wrapper right eln-wejn1q with-circle" style="background-color:var(--republican);"><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">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">252,534</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">+74.7%</span> <span class="eln-17i7zw9">74.7</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 74.7%"><span style="--candidate-bar-width:100%;--candidate-bar:var(--republican)" class="candidate-bar republican small eln-1eog2z7"></span> </div> </td> </tr><tr id="candidate-results-row-KY-G-H-1-2024-11-05-marshall-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-KY-G-H-1-2024-11-05-marshall-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/KY-G-H-1-2024-11-05-marshall-e-83070.png?size=thumb&auto=webp');" aria-hidden="true"></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">Erin Marshall</span><span class="first-initial eln-k14wca">E. Marshall</span><span class="last-name eln-k14wca">Marshall</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">85,494</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">+25.3%</span> <span class="eln-17i7zw9">25.3</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 25.3%"><span style="--candidate-bar-width:34%;--candidate-bar:var(--democrat)" class="candidate-bar democrat 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">338,028</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> <tfoot> <tr class="notes-row eln-d65730" style=" "> <td colspan="5" style="" class="gray middle table-note row-cell eln-z5gmhw"><p class="gray table caption flex eln-1hfo93s"><span data-svelte-h="svelte-1py0k6h">*Incumbent</span> </p> </td> </tr></tfoot></table></div> </div> <div class="after-table eln-1h5eoh0"> <div class="results-table-model-promo eln-3acd4k with-incumbent"> <div class="estimated-votes eln-tkdsyz has-cands"><div class="hed eln-tkdsyz"> <h3 class="eln-zqky7a"><!-- HTML_TAG_START -->Nearly all of the estimated vote total has been reported.<!-- HTML_TAG_END --></h3></div> <div class="bars eln-tkdsyz" aria-hidden="true"> <div class="inner democrat eln-tkdsyz party" style="--w: 25.039%; --color: var(--democrat)"><div class="label abbr eln-tkdsyz">Dem.</div> <div class="label cand eln-tkdsyz">Marshall</div> </div> <div class="inner republican eln-tkdsyz party" style="--w: 73.961%; --color: var(--republican)"><div class="label abbr eln-tkdsyz">Rep.</div> <div class="label cand eln-tkdsyz">Comer</div> </div> <div class="inner remaining eln-tkdsyz" style="--w: 1%; --color: var(--remaining)"> </div></div> <div class="annotations eln-tkdsyz"><div class="lines eln-tkdsyz"><div class="ln reported left eln-tkdsyz" style="--w: 99%;"></div><div class="ln remaining right eln-tkdsyz" style="--w: 1%;"></div></div> <div class="labels eln-tkdsyz"><div class="lbl reported eln-tkdsyz" style="--w: 50%; --align: left">338,028 votes reported </div><div class="lbl remaining eln-tkdsyz" style="--w: 50%; --align: right">Estimated votes remaining </div></div></div></div> </div> </div></div> </div> </div> <div> <div class="table-hed e-hide-below-sm"><header class="eln-12ga60j"> <h3 class="eln-zqky7a"><!-- HTML_TAG_START -->Results by county<!-- HTML_TAG_END --></h3> </header></div> <div class="e-cmp eln-zq4fnw relative"><div class="e-inner"> <div class="e-content eln-zq4fnw e-box"> <div class="e-hide-above-md main-map remove-margin eln-1h5eoh0"> <div class="map-container state-map KY-state eln-fzlk4v horizontal"> <div class="map-key-wrapper eln-fzlk4v"><div class="map-image-container eln-fzlk4v" style="aspect-ratio: 0;"><div class="pre-render eln-fzlk4v"><!-- HTML_TAG_START --><!-- NO SVG --><!-- HTML_TAG_END --></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-vote-share key-container-size-default key-container-align-center key-container-position-default eln-w2bdl" aria-hidden="true" style=""><div class="vote-share-key key key-size-default eln-k23un3"><div class="party eln-k23un3"><div class="label eln-k23un3"><span class="party-text eln-k23un3">dem.</span></div> <div class="swatches eln-k23un3"> <div class="swatch swatch-democrat-2 eln-k23un3" style="background: #92BDE0; width: calc(var(--spacing) * 4);"><span class="swatch-label eln-k23un3">60 </span> </div> <div class="swatch swatch-democrat-3 eln-k23un3" style="background: #5295CC; width: calc(var(--spacing) * 4);"><span class="swatch-label eln-k23un3 with-pct">70 </span> </div> <div class="swatch swatch-democrat-4 eln-k23un3" style="background: #1375B7; width: calc(var(--spacing) * 4);"> </div> </div> </div><div class="party eln-k23un3 last-candidate"><div class="label eln-k23un3"><span class="party-text eln-k23un3">rep.</span></div> <div class="swatches eln-k23un3"> <div class="swatch swatch-republican-2 eln-k23un3" style="background: #EAA9A9; width: calc(var(--spacing) * 4);"><span class="swatch-label eln-k23un3">60 </span> </div> <div class="swatch swatch-republican-3 eln-k23un3" style="background: #DB7171; width: calc(var(--spacing) * 4);"><span class="swatch-label eln-k23un3 with-pct">70 </span> </div> <div class="swatch swatch-republican-4 eln-k23un3" style="background: #C93135; width: calc(var(--spacing) * 4);"> </div> </div> </div> </div></div> </div> </div> <div class="toggle eln-fzlk4v"> <div class="toggle-container layout-bottom eln-1pwzalu"> <button aria-pressed="true" class="eln-1pwzalu active"> Vote share </button> <button aria-pressed="false" class="eln-1pwzalu"> Size of lead </button></div> </div> <div class="popup-container eln-fzlk4v hidden-popup"></div> </div></div> <div class="table-hed e-hide-above-sm inner-hed eln-1h5eoh0"><header class="eln-12ga60j"> <h3 class="eln-zqky7a"><!-- HTML_TAG_START -->Results by county<!-- HTML_TAG_END --></h3> </header></div> <div class="county-results-table table-wrap eln-5d850c has-margin race-is-reporting"><table class="medium eln-1yzwvsz" data-rid="KY-G-H-1-2024-11-05"> <thead><tr class="eln-d65730 border-bottom" style=" "><th scope="col" style="" colspan="1" class="header gray name col-header eln-z5gmhw"><span class="eln-z5gmhw colheader">County</span></th> <th scope="col" style="" colspan="1" class="header gray margin col-header eln-z5gmhw"><span class="eln-z5gmhw colheader">Margin</span></th> <th scope="col" style="" colspan="1" class="header right gray total-votes col-header eln-z5gmhw"><span class="eln-z5gmhw colheader">Votes</span></th> <th scope="col" style="" colspan="1" class="header right gray eevp col-header eln-z5gmhw"><span class="eln-z5gmhw colheader nowrap"><div class="votes-in eln-1chnh5v small-gap"> <span class="eln-1chnh5v"><span class="visually-hidden" data-svelte-h="svelte-1tu19np">Percent of votes in</span> <span aria-hidden="true">% In</span></span> </div></span></th> </tr></thead> <tbody class="eln-ip9874"> <tr class="eln-d65730 border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> McCracken </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +40</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">31,720 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Franklin </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +7</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">25,543 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Christian </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +36</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">21,299 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Hopkins </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +52</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">20,016 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Henderson </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +32</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">19,419 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Marshall </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +58</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">17,469 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Calloway </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +42</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">16,789 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Graves </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +63</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">16,473 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Boyle </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +33</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">14,202 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Taylor </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +59</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">12,055 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Logan </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +56</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">11,148 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Allen </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +69</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">9,290 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Marion </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +43</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">8,885 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Adair </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +73</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">8,763 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Russell </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +75</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">8,744 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Simpson </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +46</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">8,665 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Trigg </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +54</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">7,142 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Casey </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +80</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">6,992 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Washington </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +52</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">6,198 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Caldwell </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +59</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">6,133 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Union </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +57</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">5,943 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Webster </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +57</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">5,442 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Monroe </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +83</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">5,216 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Metcalfe </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +66</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">5,047 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Todd </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +58</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">5,002 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Livingston </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +63</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">4,919 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Clinton </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +79</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">4,697 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Lyon </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +56</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">4,166 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Ballard </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +65</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">4,034 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Crittenden </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +71</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">3,973 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Cumberland </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +76</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">3,382 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Carlisle </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +69</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">2,593 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Anderson </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +58</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">2,503 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Fulton </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +41</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">2,119 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr> <tr class="eln-d65730 show-hidden border-bottom" style=" "><th scope="row" colspan="1" style="" class="black middle name row-header eln-z5gmhw"> Hickman </th> <td colspan="1" style="" class="gray middle margin row-cell eln-z5gmhw"><span style="--color: var(--republican)" class="eln-5d850c">Comer +63</span> </td> <td colspan="1" style="" class="right black middle total-votes row-cell eln-z5gmhw">2,047 </td> <td colspan="1" style="" class="right gray middle eevp row-cell eln-z5gmhw">>95% </td> </tr></tbody> <tfoot><tr class="eln-d65730 border-bottom" style=" "><td colspan="4" style="" class="center gray middle row-toggle row-cell eln-z5gmhw"><button aria-expanded="false" class="eln-uz34o2"><span class="text eln-uz34o2">+ Show all</span></button></td> </tr> </tfoot></table> </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 KY-state eln-fzlk4v horizontal"> <div class="map-key-wrapper eln-fzlk4v"><div class="map-image-container eln-fzlk4v" style="aspect-ratio: 0;"><div class="pre-render eln-fzlk4v"><!-- HTML_TAG_START --><!-- NO SVG --><!-- HTML_TAG_END --></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-vote-share key-container-size-default key-container-align-center key-container-position-default eln-w2bdl" aria-hidden="true" style=""><div class="vote-share-key key key-size-default eln-k23un3"><div class="party eln-k23un3"><div class="label eln-k23un3"><span class="party-text eln-k23un3">dem.</span></div> <div class="swatches eln-k23un3"> <div class="swatch swatch-democrat-2 eln-k23un3" style="background: #92BDE0; width: calc(var(--spacing) * 4);"><span class="swatch-label eln-k23un3">60 </span> </div> <div class="swatch swatch-democrat-3 eln-k23un3" style="background: #5295CC; width: calc(var(--spacing) * 4);"><span class="swatch-label eln-k23un3 with-pct">70 </span> </div> <div class="swatch swatch-democrat-4 eln-k23un3" style="background: #1375B7; width: calc(var(--spacing) * 4);"> </div> </div> </div><div class="party eln-k23un3 last-candidate"><div class="label eln-k23un3"><span class="party-text eln-k23un3">rep.</span></div> <div class="swatches eln-k23un3"> <div class="swatch swatch-republican-2 eln-k23un3" style="background: #EAA9A9; width: calc(var(--spacing) * 4);"><span class="swatch-label eln-k23un3">60 </span> </div> <div class="swatch swatch-republican-3 eln-k23un3" style="background: #DB7171; width: calc(var(--spacing) * 4);"><span class="swatch-label eln-k23un3 with-pct">70 </span> </div> <div class="swatch swatch-republican-4 eln-k23un3" style="background: #C93135; width: calc(var(--spacing) * 4);"> </div> </div> </div> </div></div> </div> </div> <div class="toggle eln-fzlk4v"> <div class="toggle-container layout-bottom eln-1pwzalu"> <button aria-pressed="true" class="eln-1pwzalu active"> Vote share </button> <button aria-pressed="false" class="eln-1pwzalu"> Size of lead </button></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 .757-.757V6.05a.759.759 0 0 0-.868-.757Zm-7.196-1.625a2.665 2.665 0 0 1 1.01-1.736 2.24 2.24 0 0 1 1.574-.313 1.817 1.817 0 0 1 1.211.818 1.857 1.857 0 0 1 .202 1.453 2.2 2.2 0 0 1-.838 1.191h-3.431l.272-1.413ZM4.576 2.386a1.837 1.837 0 0 1 1.221-.817 2.23 2.23 0 0 1 1.565.313 2.624 2.624 0 0 1 1.01 1.736l.242 1.453H5.182a2.2 2.2 0 0 1-.838-1.19 1.857 1.857 0 0 1 .202-1.495h.03ZM1.548 6.424h7.54V9.39h-7.58l.04-2.967Zm1.181 4.128h6.359v7.287H2.729v-7.287Zm13.777 7.287h-6.348v-7.307h6.348v7.307Zm1.181-8.468h-7.53V6.404h7.53V9.37Z" 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"Nearly all of the estimated vote total has been reported.", "articleBody": "Nearly all of the estimated vote total has been reported.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kentucky-us-house-1.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-kentucky-us-house-1.html", "datePublished": "2024-11-06T03:26:02+00:00", "dateModified": "2024-11-06T03:26:02+00:00", "headline": "Nearly all of the estimated vote total has been reported.", "articleBody": "Nearly all of the estimated vote total has been reported.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kentucky-us-house-1.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-kentucky-us-house-1.html", "datePublished": "2024-11-06T03:21:25+00:00", "dateModified": "2024-11-06T03:21:25+00:00", "headline": "Nearly all of the estimated vote total has been reported.", "articleBody": "Nearly all of the estimated vote total has been reported.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kentucky-us-house-1.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-kentucky-us-house-1.html", "datePublished": "2024-11-06T02:56:04+00:00", "dateModified": "2024-11-06T02:56:04+00:00", "headline": "87% of the estimated vote total has been reported.", "articleBody": "87% of the estimated vote total has been reported.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kentucky-us-house-1.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-kentucky-us-house-1.html", "datePublished": "2024-11-06T02:42:33+00:00", "dateModified": "2024-11-06T02:42:33+00:00", "headline": "85% of the estimated vote total has been reported.", "articleBody": "85% of the estimated vote total has been reported.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kentucky-us-house-1.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-kentucky-us-house-1.html", "datePublished": "2024-11-06T02:26:42+00:00", "dateModified": "2024-11-06T02:26:42+00:00", "headline": "75% of the estimated vote total has been reported.", "articleBody": "75% of the estimated vote total has been reported.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kentucky-us-house-1.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-kentucky-us-house-1.html", "datePublished": "2024-11-06T02:08:42+00:00", "dateModified": "2024-11-06T02:08:42+00:00", "headline": "60% of the estimated vote total has been reported.", "articleBody": "60% of the estimated vote total has been reported.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kentucky-us-house-1.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-kentucky-us-house-1.html", "datePublished": "2024-11-06T01:58:21+00:00", "dateModified": "2024-11-06T01:58:21+00:00", "headline": "47% of the estimated vote total has been reported.", "articleBody": "47% of the estimated vote total has been reported.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kentucky-us-house-1.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-kentucky-us-house-1.html", "datePublished": "2024-11-06T01:38:20+00:00", "dateModified": "2024-11-06T01:38:20+00:00", "headline": "41% of the estimated vote total has been reported.", "articleBody": "41% of the estimated vote total has been reported.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kentucky-us-house-1.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-kentucky-us-house-1.html", "datePublished": "2024-11-06T01:27:31+00:00", "dateModified": "2024-11-06T01:27:31+00:00", "headline": "James Comer, a Republican, wins re-election to the U.S. House to represent Kentucky’s First Congressional District.", "articleBody": "James Comer, a Republican, wins re-election to the U.S. House to represent Kentucky’s First Congressional District.", "mainEntityOfPage": "https://www.nytimes.com/interactive/2024/11/05/us/elections/results-kentucky-us-house-1.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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