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2022-03-16

$Grab Holdings(GRAB)$still a rubbish stock

2022-02-17

$Palantir Technologies Inc.(PLTR)$what goes down must go up

2022-02-24

$Palantir Technologies Inc.(PLTR)$when cathie does something just do the opposite

2022-03-10

$Grab Holdings(GRAB)$still red when everything else is green

2024-07-12

More like additional delay to work on the CGI to scam investors on unveiling day. Better run

Tesla Plans to Delay Robotaxi Unveiling to October From August

2022-04-05

$NIO Inc.(NIO)$today will be red day. Time to pick up more when it drops more

09-03

Can't even get cars right and expect to get robots right? Load of bs

Musk Looks Past Tesla Sales Slump, Says 80% of Value Will Come from Optimus

01-02

Way overvalued stock. Nobody wants a car associated with this madman.

Tesla's Posts First Fall in Annual Deliveries as Demand Slows

2022-05-13

$Tesla Motors(TSLA)$no need to stock split anymore

2022-03-04

$Grab Holdings(GRAB)$stay far away from grab

11-07

Right after the compensation plan approved. Get ready for a circus for the upcoming years. They will say all kinds of crap to bring up the SP now.

Cathie Wood Sees 483% Upside for Tesla, Says 90% of $2,600 Target Rides on Robotaxis: Target "Goes Up" If Humanoids Evolve Faster

2022-05-21

$Tesla Motors(TSLA)$overvalued stock finally correcting.

2022-03-10

$Sea Ltd(SE)$loss making company will not be profitable anytime soon

08-08

You got to be shittin me.

Elon Musk Says $150K Investment In Tesla "Probably" Makes You A Millionaire

08-05

Good !

Tesla's German Car Sales More Than Halved in July

04-05

Screw Tesla price still too high more to go.

Tesla’s Stock Gets Caught in the Crosshairs of the Trump-China Trade War

2024-10-11

Ridiculous event filled with empty promises again with no clear timeline obviously because there is no plan. A cybervan design that is not even feasible for daily driving and at best a novelty. Stock will crash and burn.

Sorry, the original content has been removed

2024-07-10

what a load of crap. A conman

Sorry, the original content has been removed

2024-03-09

Stock is already going down, too much fake media hype

Nvidia Looks Primed for a Stock Split After $1 Trillion Rally

2022-08-05

$NIO Inc.(NIO)$expect another interest rate hike at this pace

Go to Tiger App to see more news

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after the compensation plan approved. Get ready for a circus for the upcoming years. They will say all kinds of crap to bring up the SP now.&nbsp;","listText":"Right after the compensation plan approved. Get ready for a circus for the upcoming years. They will say all kinds of crap to bring up the SP now.&nbsp;","text":"Right after the compensation plan approved. Get ready for a circus for the upcoming years. They will say all kinds of crap to bring up the SP now.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":3,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/497665470931392","repostId":"2581074645","repostType":2,"repost":{"id":"2581074645","kind":"highlight","weMediaInfo":{"introduction":"Stock Market Quotes, Business News, Financial News, Trading Ideas, and Stock Research by Professionals","home_visible":0,"media_name":"Benzinga","id":"1052270027","head_image":"https://static.tigerbbs.com/d08bf7808052c0ca9deb4e944cae32aa"},"pubTimestamp":1762518600,"share":"https://ttm.financial/m/news/2581074645?lang=en_US&edition=fundamental","pubTime":"2025-11-07 20:30","market":"us","language":"en","title":"Cathie Wood Sees 483% Upside for Tesla, Says 90% of $2,600 Target Rides on Robotaxis: Target \"Goes Up\" If Humanoids Evolve Faster","url":"https://stock-news.laohu8.com/highlight/detail?id=2581074645","media":"Benzinga","summary":"Cathie Wood reaffirms her $2,600 Tesla price target, stating 90% is from robotaxis and that humanoid robots could push it even higher.","content":"<html><head></head><body><p>Ark Invest CEO and CIO <strong>Cathie Wood </strong>reaffirmed her firm&#39;s 2030 price target for <strong><a href=\"https://laohu8.com/S/TSLA\">Tesla Inc.</a></strong> (NASDAQ:TSLA) at $2,600, which represents a 483% upside from its current stock price of $445.91 apiece, stating that 90% of that valuation is based on the company’s robotaxi business.</p><h2 id=\"id_2531858202\" style=\"text-align: start;\">Robotaxis + Humanoid Robots = $2,600 Target ‘Goes Up’</h2><p style=\"text-align: start;\">Speaking on CNBC as Tesla held its annual shareholder meeting, Wood broke down the math behind her bullish case, emphasizing that the market still misunderstands the scale of the autonomous driving opportunity.</p><p style=\"text-align: start;\">&#34;90% of that valuation is a function of robo taxis,&#34; Wood said, noting the target has been published for “quite some time.”</p><p>While the robotaxi service forms the core of the current valuation, Wood said her team is now actively researching the potential of humanoid robots.</p><p style=\"text-align: start;\">She described the complexity of scaling humanoids as “multiples of robo taxis” but noted that this area represents significant future upside not yet factored into her price target.</p><p style=\"text-align: start;\">&#34;We have very little in that $2,600 for humanoid robots,&#34; Wood explained. &#34;To the extent humanoid robots evolve faster than we’re expecting, then that price target goes up.&#34;</p><h2 id=\"id_4076086027\" style=\"text-align: start;\">Wood Reaffirms Faith In Tesla For Humanoid Robots</h2><p style=\"text-align: start;\">Wood said that Tesla is in the “best position” to lead this new field because it is “already a robotics, energy storage, and AI company.”</p><p style=\"text-align: start;\">The interview took place as Tesla shareholders approved the trillion-dollar pay package for CEO<strong> Elon Musk</strong> during the company’s annual shareholder meeting.</p><p style=\"text-align: start;\">Wood offered strong support for the CEO, whom she called the “most productive and visionary human being on earth.”</p><p>&#34;We think he deserves this pay package,&#34; Wood stated, arguing that the pay-for-performance structure “aligns company management with shareholders long term.”</p><p style=\"text-align: start;\">She also dismissed criticisms from governance firms like ISS and Glass Lewis, stating they are “not doing the right kind of research” to understand Tesla’s long-term vision and are too “short-term focused.”</p><h2 id=\"id_948881959\" style=\"text-align: start;\">Tesla Underperforms The Market In 2025</h2><p style=\"text-align: start;\">Despite the optimism surrounding Tesla’s business, it reported a mixed third quarter and underperformed the market in the current year so far.</p><p style=\"text-align: start;\">While Tesla stock has gained 17.57% on a year-to-date basis, the Nasdaq 100 index has returned 19.81% in the same period. However, TSLA was up 50.18% over the year.</p><p style=\"text-align: start;\">It closed 3.5% lower at $445.91 apiece on Thursday and rose 1.57% in after-hours following the shareholder vote.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Cathie Wood Sees 483% Upside for Tesla, Says 90% of $2,600 Target Rides on Robotaxis: Target \"Goes Up\" If Humanoids Evolve Faster</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nCathie Wood Sees 483% Upside for Tesla, Says 90% of $2,600 Target Rides on Robotaxis: Target \"Goes Up\" If Humanoids Evolve Faster\n</h2>\n\n<h4 class=\"meta\">\n\n\n<div class=\"head\" \">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/d08bf7808052c0ca9deb4e944cae32aa);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Benzinga </p>\n<p class=\"h-time\">2025-11-07 20:30</p>\n</div>\n\n</div>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p>Ark Invest CEO and CIO <strong>Cathie Wood </strong>reaffirmed her firm&#39;s 2030 price target for <strong><a href=\"https://laohu8.com/S/TSLA\">Tesla Inc.</a></strong> (NASDAQ:TSLA) at $2,600, which represents a 483% upside from its current stock price of $445.91 apiece, stating that 90% of that valuation is based on the company’s robotaxi business.</p><h2 id=\"id_2531858202\" style=\"text-align: start;\">Robotaxis + Humanoid Robots = $2,600 Target ‘Goes Up’</h2><p style=\"text-align: start;\">Speaking on CNBC as Tesla held its annual shareholder meeting, Wood broke down the math behind her bullish case, emphasizing that the market still misunderstands the scale of the autonomous driving opportunity.</p><p style=\"text-align: start;\">&#34;90% of that valuation is a function of robo taxis,&#34; Wood said, noting the target has been published for “quite some time.”</p><p>While the robotaxi service forms the core of the current valuation, Wood said her team is now actively researching the potential of humanoid robots.</p><p style=\"text-align: start;\">She described the complexity of scaling humanoids as “multiples of robo taxis” but noted that this area represents significant future upside not yet factored into her price target.</p><p style=\"text-align: start;\">&#34;We have very little in that $2,600 for humanoid robots,&#34; Wood explained. &#34;To the extent humanoid robots evolve faster than we’re expecting, then that price target goes up.&#34;</p><h2 id=\"id_4076086027\" style=\"text-align: start;\">Wood Reaffirms Faith In Tesla For Humanoid Robots</h2><p style=\"text-align: start;\">Wood said that Tesla is in the “best position” to lead this new field because it is “already a robotics, energy storage, and AI company.”</p><p style=\"text-align: start;\">The interview took place as Tesla shareholders approved the trillion-dollar pay package for CEO<strong> Elon Musk</strong> during the company’s annual shareholder meeting.</p><p style=\"text-align: start;\">Wood offered strong support for the CEO, whom she called the “most productive and visionary human being on earth.”</p><p>&#34;We think he deserves this pay package,&#34; Wood stated, arguing that the pay-for-performance structure “aligns company management with shareholders long term.”</p><p style=\"text-align: start;\">She also dismissed criticisms from governance firms like ISS and Glass Lewis, stating they are “not doing the right kind of research” to understand Tesla’s long-term vision and are too “short-term focused.”</p><h2 id=\"id_948881959\" style=\"text-align: start;\">Tesla Underperforms The Market In 2025</h2><p style=\"text-align: start;\">Despite the optimism surrounding Tesla’s business, it reported a mixed third quarter and underperformed the market in the current year so far.</p><p style=\"text-align: start;\">While Tesla stock has gained 17.57% on a year-to-date basis, the Nasdaq 100 index has returned 19.81% in the same period. However, TSLA was up 50.18% over the year.</p><p style=\"text-align: start;\">It closed 3.5% lower at $445.91 apiece on Thursday and rose 1.57% in after-hours following the shareholder vote.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"LU0056508442.USD":"贝莱德世界科技基金A2","LU2471134879.HKD":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (HKD) INC","LU2462157665.USD":"ALLIANZ GLOBAL INCOME \"A\" (USD) INC","LU0097036916.USD":"贝莱德美国增长A2 USD","BK4533":"AQR资本管理(全球第二大对冲基金)","LU0964807845.USD":"ALLIANZ INCOME & GROWTH \"A\" (USD) INC","IE00B1XK9C88.USD":"PINEBRIDGE US LARGE CAP RESEARCH ENHANCED \"A\" (USD) ACC","LU2456880835.USD":"ALLIANZ GLOBAL INCOME \"AT\" (USD) ACC","LU2403377893.USD":"ALLIANZ SELECT INCOME AND GROWTH \"AM\" (USD) INC","BK4544":"ARK ETF合集","TSLL":"2倍做多TSLA ETF-Direxion","LU2326559502.SGD":"Natixis Loomis Sayles US Growth Equity P/A SGD-H","TSYW.SI":"TESLA 3xLongSG261006","LU0345769128.USD":"NINETY ONE GSF GLOBAL EQUITY \"A\" (USD) ACC","LU1852331112.SGD":"Blackrock World Technology Fund A2 SGD-H","LU1366192091.USD":"ALLIANZ US EQUITY PLUS \"AM\" (USD) INC","LU0234572021.USD":"高盛美国核心股票组合Acc","LU1674673691.USD":"HSBC GIF GLOBAL LOWER CARBON EQUITY \"AD\" (USD) INC","LU0820562030.AUD":"ALLIANZ INCOME AND GROWTH \"AMH2\" (AUDHDG) H2 INC","BK4592":"伊斯兰概念","LU1674673428.USD":"HSBC GIF GLOBAL LOWER CARBON EQUITY \"AC\" (USD) ACC","LU1778281490.HKD":"HSBC GIF GLOBAL LOWER CARBON EQUITY \"AD\" (HKD) INC","LU1629891620.HKD":"ALLIANZ INCOME AND GROWTH \"AMG2\" (H2-HKD) INC","LU2471134523.USD":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (USD) ACC","LU1232071149.USD":"AZ FUND 1 GLOBAL GROWTH SELECTOR \"AAZ\" (USDHDG) ACC","LU0053666078.USD":"摩根大通基金-美国股票A（离岸）美元","LU2213496289.HKD":"ALLIANZ INCOME AND GROWTH \"AT\" (HKD) ACC","LU2602419157.SGD":"HSBC ISLAMIC GLOBAL EQUITY INDEX \"AC\" (SGD) ACC","LU1551013425.SGD":"Allianz Income and Growth Cl AMg2 DIS H2-SGD","LU2360107168.USD":"BGF NEXT GENERATION TECHNOLOGY \"A4\" (USD) INC","BK4548":"巴美列捷福持仓","LU0082616367.USD":"摩根大通美国科技A（dist）","SG9999015986.USD":"LIONGLOBAL DISRUPTIVE INNOVATION \"I\" (USD) ACC","LU2750360997.AUD":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (AUDHDG) INC","LU2236285917.USD":"ALLIANZ GLOBAL INCOME \"AMG\" (USD) INC","BK4598":"佩洛西持仓","LU0348723411.USD":"ALLIANZ GLOBAL HI-TECH GROWTH \"A\" (USD) INC","BK4574":"无人驾驶","LU2023250330.USD":"ALLIANZ INCOME AND GROWTH \"AMG\" (USD) INC","LU2750360641.GBP":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (GBPHDG) INC","LU0198837287.USD":"UBS (LUX) EQUITY SICAV - USA GROWTH \"P\" (USD) ACC","LU2420271590.USD":"ALLIANZ SELECT INCOME AND GROWTH \"AT\" (USD) ACC","LU2471134796.USD":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (USD) INC","LU2357305700.SGD":"Allianz Global Artificial Intelligence ET H2-SGD","LU1429558221.USD":"Natixis Loomis Sayles US Growth Equity RA USD","TSLA":"特斯拉","BK4527":"明星科技股","LU1435385759.SGD":"Natixis Loomis Sayles US Growth Equity RA SGD-H","LU1551013342.USD":"Allianz Income and Growth Cl AMg2 DIS USD"},"source_url":"https://www.benzinga.com/markets/equities/25/11/48712211/cathie-wood-sees-483-upside-for-tesla-says-90-of-2600-target-rides-on-robotaxis-target-goes-up-if-humanoids-evolve-faster","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"2581074645","content_text":"Ark Invest CEO and CIO Cathie Wood reaffirmed her firm's 2030 price target for Tesla Inc. (NASDAQ:TSLA) at $2,600, which represents a 483% upside from its current stock price of $445.91 apiece, stating that 90% of that valuation is based on the company’s robotaxi business.Robotaxis + Humanoid Robots = $2,600 Target ‘Goes Up’Speaking on CNBC as Tesla held its annual shareholder meeting, Wood broke down the math behind her bullish case, emphasizing that the market still misunderstands the scale of the autonomous driving opportunity.\"90% of that valuation is a function of robo taxis,\" Wood said, noting the target has been published for “quite some time.”While the robotaxi service forms the core of the current valuation, Wood said her team is now actively researching the potential of humanoid robots.She described the complexity of scaling humanoids as “multiples of robo taxis” but noted that this area represents significant future upside not yet factored into her price target.\"We have very little in that $2,600 for humanoid robots,\" Wood explained. \"To the extent humanoid robots evolve faster than we’re expecting, then that price target goes up.\"Wood Reaffirms Faith In Tesla For Humanoid RobotsWood said that Tesla is in the “best position” to lead this new field because it is “already a robotics, energy storage, and AI company.”The interview took place as Tesla shareholders approved the trillion-dollar pay package for CEO Elon Musk during the company’s annual shareholder meeting.Wood offered strong support for the CEO, whom she called the “most productive and visionary human being on earth.”\"We think he deserves this pay package,\" Wood stated, arguing that the pay-for-performance structure “aligns company management with shareholders long term.”She also dismissed criticisms from governance firms like ISS and Glass Lewis, stating they are “not doing the right kind of research” to understand Tesla’s long-term vision and are too “short-term focused.”Tesla Underperforms The Market In 2025Despite the optimism surrounding Tesla’s business, it reported a mixed third quarter and underperformed the market in the current year so far.While Tesla stock has gained 17.57% on a year-to-date basis, the Nasdaq 100 index has returned 19.81% in the same period. However, TSLA was up 50.18% over the year.It closed 3.5% lower at $445.91 apiece on Thursday and rose 1.57% in after-hours following the shareholder vote.","news_type":1,"symbols_score_info":{"TSLA":1.5,"TSYW.SI":0.6,"TSLL":1.5}},"isVote":1,"tweetType":1,"viewCount":382,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":474378514358536,"gmtCreate":1756850758741,"gmtModify":1756850762666,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"Can't even get cars right and expect to get robots right? Load of bs&nbsp;","listText":"Can't even get cars right and expect to get robots right? Load of bs&nbsp;","text":"Can't even get cars right and expect to get robots right? Load of bs","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":4,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/474378514358536","repostId":"1154631842","repostType":2,"repost":{"id":"1154631842","kind":"news","weMediaInfo":{"introduction":"Providing stock market headlines, business news, financials and earnings ","home_visible":1,"media_name":"Tiger Newspress","id":"1079075236","head_image":"https://static.tigerbbs.com/8274c5b9d4c2852bfb1c4d6ce16c68ba"},"pubTimestamp":1756824749,"share":"https://ttm.financial/m/news/1154631842?lang=en_US&edition=fundamental","pubTime":"2025-09-02 22:52","market":"us","language":"en","title":"Musk Looks Past Tesla Sales Slump, Says 80% of Value Will Come from Optimus","url":"https://stock-news.laohu8.com/highlight/detail?id=1154631842","media":"Tiger Newspress","summary":"Tesla CEO Elon Musk said on X that about 80% of his automaker's value will come from Optimus humanoid robots.Musk said in mid-2024 that Optimus robots could make Tesla a $25 trillion company, equal...","content":"<html><head></head><body><ul style=\"\"><li><p>Tesla CEO Elon Musk said on X that about 80% of his automaker&#39;s value will come from Optimus humanoid robots.</p></li><li><p>Musk said in mid-2024 that Optimus robots could make Tesla a $25 trillion company, equal to more than half the value of the S&amp;P 500 at the time of his comment.</p></li><li><p>Musk said earlier this year that Tesla aims to produce about 5,000 robots this year.</p></li></ul><p><a href=\"https://laohu8.com/S/TSLA\">Tesla Motors</a> CEO Elon Musk predicted that Optimus robots, which have yet to hit the market, will eventually make up more than three-quarters of his automaker&#39;s value.</p><p style=\"text-align: start;\">In a post on X on Monday, Musk wrote, &#34;~80% of Tesla&#39;s value will be Optimus.&#34; In mid-2024, Musk predicted that Optimus robots would someday turn Tesla into a $25 trillion company, which was equal to more than half of the entire value of the S&amp;P 500 at the time of his comment.</p><p style=\"text-align: start;\">With Tesla in the midst of a multi-quarter sales slump due to competition from lower-cost Chinese competitors, an aging lineup of electric vehicles and Musk&#39;s incendiary political rhetoric and involvement with the Trump administration, the world&#39;s richest person has been trying to convince Wall Street to look to the future.</p><p style=\"text-align: start;\">For Tesla, that dream revolves around a world filled with robotaxis and humanoid robots, powered by artificial intelligence.</p><p style=\"text-align: start;\">&#34;It is important to note that Tesla is by far the best in the world at real-world AI,&#34; Musk said in the company&#39;s second-quarter conference call with analysts in July.</p><p style=\"text-align: start;\">The problem for Tesla is that it&#39;s behind in those key markets.</p><p>In robotaxis, Tesla has only recently started tests in Austin, Texas, and San Francisco, while Alphabet&#39;s Waymo is live in numerous markets and reached 10 million paid trips in May. Baidu&#39;s Apollo Go is live in China.</p><p style=\"text-align: start;\">Meanwhile, competition in humanoid robots is coming from the likes of Chinese companies like Unitree, which won multiple medals at the World Humanoid Robot Games. Others in the space include Boston Dynamics, Agility Robotics, Apptronik, 1X and Figure.</p><p style=\"text-align: start;\">Musk said in March that Tesla plans to make 5,000 of its Optimus robots this year. In its first-quarter shareholder deck, Tesla said it was on target for &#34;builds of Optimus on our Fremont pilot production line in 2025, with wider deployment of bots doing useful work across our factories.&#34;</p><p style=\"text-align: start;\">Tesla recently lost the person running the division.</p><p style=\"text-align: start;\">Milan Kovac, Tesla&#39;s vice president of Optimus robotics, announced his departure in June after nine years at the company.</p><p style=\"text-align: start;\">Tesla is developing Optimus with the aim of someday selling it as a bipedal, intelligent robot capable of everything from factory work to babysitting.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Musk Looks Past Tesla Sales Slump, Says 80% of Value Will Come from Optimus</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; 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}\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nMusk Looks Past Tesla Sales Slump, Says 80% of Value Will Come from Optimus\n</h2>\n\n<h4 class=\"meta\">\n\n\n<a class=\"head\" href=\"https://laohu8.com/wemedia/1079075236\">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/8274c5b9d4c2852bfb1c4d6ce16c68ba);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Tiger Newspress </p>\n<p class=\"h-time\">2025-09-02 22:52</p>\n</div>\n\n</a>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><ul style=\"\"><li><p>Tesla CEO Elon Musk said on X that about 80% of his automaker&#39;s value will come from Optimus humanoid robots.</p></li><li><p>Musk said in mid-2024 that Optimus robots could make Tesla a $25 trillion company, equal to more than half the value of the S&amp;P 500 at the time of his comment.</p></li><li><p>Musk said earlier this year that Tesla aims to produce about 5,000 robots this year.</p></li></ul><p><a href=\"https://laohu8.com/S/TSLA\">Tesla Motors</a> CEO Elon Musk predicted that Optimus robots, which have yet to hit the market, will eventually make up more than three-quarters of his automaker&#39;s value.</p><p style=\"text-align: start;\">In a post on X on Monday, Musk wrote, &#34;~80% of Tesla&#39;s value will be Optimus.&#34; In mid-2024, Musk predicted that Optimus robots would someday turn Tesla into a $25 trillion company, which was equal to more than half of the entire value of the S&amp;P 500 at the time of his comment.</p><p style=\"text-align: start;\">With Tesla in the midst of a multi-quarter sales slump due to competition from lower-cost Chinese competitors, an aging lineup of electric vehicles and Musk&#39;s incendiary political rhetoric and involvement with the Trump administration, the world&#39;s richest person has been trying to convince Wall Street to look to the future.</p><p style=\"text-align: start;\">For Tesla, that dream revolves around a world filled with robotaxis and humanoid robots, powered by artificial intelligence.</p><p style=\"text-align: start;\">&#34;It is important to note that Tesla is by far the best in the world at real-world AI,&#34; Musk said in the company&#39;s second-quarter conference call with analysts in July.</p><p style=\"text-align: start;\">The problem for Tesla is that it&#39;s behind in those key markets.</p><p>In robotaxis, Tesla has only recently started tests in Austin, Texas, and San Francisco, while Alphabet&#39;s Waymo is live in numerous markets and reached 10 million paid trips in May. Baidu&#39;s Apollo Go is live in China.</p><p style=\"text-align: start;\">Meanwhile, competition in humanoid robots is coming from the likes of Chinese companies like Unitree, which won multiple medals at the World Humanoid Robot Games. Others in the space include Boston Dynamics, Agility Robotics, Apptronik, 1X and Figure.</p><p style=\"text-align: start;\">Musk said in March that Tesla plans to make 5,000 of its Optimus robots this year. In its first-quarter shareholder deck, Tesla said it was on target for &#34;builds of Optimus on our Fremont pilot production line in 2025, with wider deployment of bots doing useful work across our factories.&#34;</p><p style=\"text-align: start;\">Tesla recently lost the person running the division.</p><p style=\"text-align: start;\">Milan Kovac, Tesla&#39;s vice president of Optimus robotics, announced his departure in June after nine years at the company.</p><p style=\"text-align: start;\">Tesla is developing Optimus with the aim of someday selling it as a bipedal, intelligent robot capable of everything from factory work to babysitting.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"TSLA":"特斯拉"},"source_url":"","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1154631842","content_text":"Tesla CEO Elon Musk said on X that about 80% of his automaker's value will come from Optimus humanoid robots.Musk said in mid-2024 that Optimus robots could make Tesla a $25 trillion company, equal to more than half the value of the S&P 500 at the time of his comment.Musk said earlier this year that Tesla aims to produce about 5,000 robots this year.Tesla Motors CEO Elon Musk predicted that Optimus robots, which have yet to hit the market, will eventually make up more than three-quarters of his automaker's value.In a post on X on Monday, Musk wrote, \"~80% of Tesla's value will be Optimus.\" In mid-2024, Musk predicted that Optimus robots would someday turn Tesla into a $25 trillion company, which was equal to more than half of the entire value of the S&P 500 at the time of his comment.With Tesla in the midst of a multi-quarter sales slump due to competition from lower-cost Chinese competitors, an aging lineup of electric vehicles and Musk's incendiary political rhetoric and involvement with the Trump administration, the world's richest person has been trying to convince Wall Street to look to the future.For Tesla, that dream revolves around a world filled with robotaxis and humanoid robots, powered by artificial intelligence.\"It is important to note that Tesla is by far the best in the world at real-world AI,\" Musk said in the company's second-quarter conference call with analysts in July.The problem for Tesla is that it's behind in those key markets.In robotaxis, Tesla has only recently started tests in Austin, Texas, and San Francisco, while Alphabet's Waymo is live in numerous markets and reached 10 million paid trips in May. Baidu's Apollo Go is live in China.Meanwhile, competition in humanoid robots is coming from the likes of Chinese companies like Unitree, which won multiple medals at the World Humanoid Robot Games. Others in the space include Boston Dynamics, Agility Robotics, Apptronik, 1X and Figure.Musk said in March that Tesla plans to make 5,000 of its Optimus robots this year. In its first-quarter shareholder deck, Tesla said it was on target for \"builds of Optimus on our Fremont pilot production line in 2025, with wider deployment of bots doing useful work across our factories.\"Tesla recently lost the person running the division.Milan Kovac, Tesla's vice president of Optimus robotics, announced his departure in June after nine years at the company.Tesla is developing Optimus with the aim of someday selling it as a bipedal, intelligent robot capable of everything from factory work to babysitting.","news_type":1,"symbols_score_info":{"TSLA":1.1}},"isVote":1,"tweetType":1,"viewCount":810,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":465599535030760,"gmtCreate":1754664316701,"gmtModify":1754664320346,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"You got to be shittin me.&nbsp;","listText":"You got to be shittin me.&nbsp;","text":"You got to be shittin me.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/465599535030760","repostId":"1177975459","repostType":2,"repost":{"id":"1177975459","kind":"news","weMediaInfo":{"introduction":"Stock Market Quotes, Business News, Financial News, Trading Ideas, and Stock Research by Professionals","home_visible":0,"media_name":"Benzinga","id":"1052270027","head_image":"https://static.tigerbbs.com/d08bf7808052c0ca9deb4e944cae32aa"},"pubTimestamp":1754620766,"share":"https://ttm.financial/m/news/1177975459?lang=en_US&edition=fundamental","pubTime":"2025-08-08 10:39","market":"us","language":"en","title":"Elon Musk Says $150K Investment In Tesla \"Probably\" Makes You A Millionaire","url":"https://stock-news.laohu8.com/highlight/detail?id=1177975459","media":"Benzinga","summary":"Tesla Inc. (NASDAQ:TSLA) CEO Elon Musk thinks investing $150,000 in the EV giant's stock could yield high returns for the investor.On Tuesday, a user on social media platform X, Cole Grinde, shared a...","content":"<html><head></head><body><p><strong>Tesla Inc.</strong> (NASDAQ:TSLA) CEO <strong>Elon Musk</strong> thinks investing $150,000 in the EV giant&#39;s stock could yield high returns for the investor.</p><p>On Tuesday, a user on social media platform X, <strong>Cole Grinde</strong>, shared a screenshot of Tesla stock performance since it first went public in 2010, with the caption &#34;$150,000 invested in Tesla will most likely make you a millionaire.&#34;</p><p>Responding to the post, Musk agreed with the caption. &#34;I think this is probably correct,&#34; the billionaire said on Tuesday.</p><p><img 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\" alt=\"\"/>Musk is all set to receive over 96 million Tesla shares as part of his CEO compensation award. The shares amount to over $29 billion in value. However, it&#39;s still shy of the $56 billion package originally approved by the Tesla board before being overruled by a Delaware judge in 2024.</p><p>Despite this, Tesla&#39;s sales are falling in multiple markets across the world, with European sales down in double-digit percentages in countries like France and the UK, where Tesla delivered 987 units in July, marking a 60% decline.</p><p>Tesla&#39;s Robotaxi faced criticism from analysts like <strong>Future Fund LLC</strong>&#39;s investor <strong>Gary Black</strong>, who said that the EV giant isn&#39;t the only one that will &#34;master unsupervised autonomy.&#34;</p><p>Elsewhere, the company announced it would be expanding its ride-hailing service in the San Francisco Bay Area. However, it&#39;s worth noting that the ride-hailing service isn&#39;t a Robotaxi as there will be a safety driver present in the car at all times.</p><p>Meanwhile, Tesla rival <strong>BYD Co. Ltd.</strong> (OTC:BYDDY) (OTC:BYDDF) announced it was bolstering its presence in the European market by introducing its two sub-brands, <strong>Yangwang</strong> as well as <strong>Denza</strong>, into the region next year.</p><p>Tesla scores well on Momentum, Quality and Growth metrics, but offers poor Value. For more such insights, sign up for Benzinga Edge Stock Rankings today!</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Elon Musk Says $150K Investment In Tesla \"Probably\" Makes You A Millionaire</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nElon Musk Says $150K Investment In Tesla \"Probably\" Makes You A Millionaire\n</h2>\n\n<h4 class=\"meta\">\n\n\n<div class=\"head\" \">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/d08bf7808052c0ca9deb4e944cae32aa);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Benzinga </p>\n<p class=\"h-time\">2025-08-08 10:39</p>\n</div>\n\n</div>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p><strong>Tesla Inc.</strong> (NASDAQ:TSLA) CEO <strong>Elon Musk</strong> thinks investing $150,000 in the EV giant&#39;s stock could yield high returns for the investor.</p><p>On Tuesday, a user on social media platform X, <strong>Cole Grinde</strong>, shared a screenshot of Tesla stock performance since it first went public in 2010, with the caption &#34;$150,000 invested in Tesla will most likely make you a millionaire.&#34;</p><p>Responding to the post, Musk agreed with the caption. &#34;I think this is probably correct,&#34; the billionaire said on Tuesday.</p><p><img 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\" alt=\"\"/>Musk is all set to receive over 96 million Tesla shares as part of his CEO compensation award. The shares amount to over $29 billion in value. However, it&#39;s still shy of the $56 billion package originally approved by the Tesla board before being overruled by a Delaware judge in 2024.</p><p>Despite this, Tesla&#39;s sales are falling in multiple markets across the world, with European sales down in double-digit percentages in countries like France and the UK, where Tesla delivered 987 units in July, marking a 60% decline.</p><p>Tesla&#39;s Robotaxi faced criticism from analysts like <strong>Future Fund LLC</strong>&#39;s investor <strong>Gary Black</strong>, who said that the EV giant isn&#39;t the only one that will &#34;master unsupervised autonomy.&#34;</p><p>Elsewhere, the company announced it would be expanding its ride-hailing service in the San Francisco Bay Area. However, it&#39;s worth noting that the ride-hailing service isn&#39;t a Robotaxi as there will be a safety driver present in the car at all times.</p><p>Meanwhile, Tesla rival <strong>BYD Co. Ltd.</strong> (OTC:BYDDY) (OTC:BYDDF) announced it was bolstering its presence in the European market by introducing its two sub-brands, <strong>Yangwang</strong> as well as <strong>Denza</strong>, into the region next year.</p><p>Tesla scores well on Momentum, Quality and Growth metrics, but offers poor Value. For more such insights, sign up for Benzinga Edge Stock Rankings today!</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"TSLA":"特斯拉","TSLL":"2倍做多TSLA ETF-Direxion"},"source_url":"","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1177975459","content_text":"Tesla Inc. (NASDAQ:TSLA) CEO Elon Musk thinks investing $150,000 in the EV giant's stock could yield high returns for the investor.On Tuesday, a user on social media platform X, Cole Grinde, shared a screenshot of Tesla stock performance since it first went public in 2010, with the caption \"$150,000 invested in Tesla will most likely make you a millionaire.\"Responding to the post, Musk agreed with the caption. \"I think this is probably correct,\" the billionaire said on Tuesday.Musk is all set to receive over 96 million Tesla shares as part of his CEO compensation award. The shares amount to over $29 billion in value. However, it's still shy of the $56 billion package originally approved by the Tesla board before being overruled by a Delaware judge in 2024.Despite this, Tesla's sales are falling in multiple markets across the world, with European sales down in double-digit percentages in countries like France and the UK, where Tesla delivered 987 units in July, marking a 60% decline.Tesla's Robotaxi faced criticism from analysts like Future Fund LLC's investor Gary Black, who said that the EV giant isn't the only one that will \"master unsupervised autonomy.\"Elsewhere, the company announced it would be expanding its ride-hailing service in the San Francisco Bay Area. However, it's worth noting that the ride-hailing service isn't a Robotaxi as there will be a safety driver present in the car at all times.Meanwhile, Tesla rival BYD Co. Ltd. (OTC:BYDDY) (OTC:BYDDF) announced it was bolstering its presence in the European market by introducing its two sub-brands, Yangwang as well as Denza, into the region next year.Tesla scores well on Momentum, Quality and Growth metrics, but offers poor Value. For more such insights, sign up for Benzinga Edge Stock Rankings today!","news_type":1,"symbols_score_info":{"TSLA":1.1,"TSLL":1.1}},"isVote":1,"tweetType":1,"viewCount":1004,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":464387515970008,"gmtCreate":1754400651196,"gmtModify":1754400654857,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"Good !","listText":"Good !","text":"Good !","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/464387515970008","repostId":"1107085703","repostType":2,"repost":{"id":"1107085703","kind":"news","weMediaInfo":{"introduction":"Reuters.com brings you the latest news from around the world, covering breaking news in markets, business, politics, entertainment and technology","home_visible":1,"media_name":"Reuters","id":"1032215980","head_image":"https://community-static.tradeup.com/news/4567337cbdf294b657b1fa87c5488b48"},"pubTimestamp":1754388578,"share":"https://ttm.financial/m/news/1107085703?lang=en_US&edition=fundamental","pubTime":"2025-08-05 18:09","market":"us","language":"en","title":"Tesla's German Car Sales More Than Halved in July","url":"https://stock-news.laohu8.com/highlight/detail?id=1107085703","media":"Reuters","summary":"Tesla's sales volume in Germany more than halved in July, the German road traffic agency KBA said on Tuesday, although sales of battery electric vehicles rose overall.KBA said Tesla sold 1,110 cars...","content":"<html><head></head><body><p>Tesla&#39;s sales volume in Germany more than halved in July, the German road traffic agency KBA said on Tuesday, although sales of battery electric vehicles rose overall.</p><p>KBA said Tesla sold 1,110 cars in Germany in July, down by 55.1% from a year earlier. The number of Teslas sold in the January-July period dropped 57.8% to 10,000 units, compared with the same period last year.</p><p>By contrast, the total number of newly registered electric vehicles increased by 58% in July to 48,614 units, KBA added.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Tesla's German Car Sales More Than Halved in July</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nTesla's German Car Sales More Than Halved in July\n</h2>\n\n<h4 class=\"meta\">\n\n\n<a class=\"head\" href=\"https://laohu8.com/wemedia/1032215980\">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://community-static.tradeup.com/news/4567337cbdf294b657b1fa87c5488b48);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Reuters </p>\n<p class=\"h-time\">2025-08-05 18:09</p>\n</div>\n\n</a>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p>Tesla&#39;s sales volume in Germany more than halved in July, the German road traffic agency KBA said on Tuesday, although sales of battery electric vehicles rose overall.</p><p>KBA said Tesla sold 1,110 cars in Germany in July, down by 55.1% from a year earlier. The number of Teslas sold in the January-July period dropped 57.8% to 10,000 units, compared with the same period last year.</p><p>By contrast, the total number of newly registered electric vehicles increased by 58% in July to 48,614 units, KBA added.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"TSLA":"特斯拉"},"source_url":"","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1107085703","content_text":"Tesla's sales volume in Germany more than halved in July, the German road traffic agency KBA said on Tuesday, although sales of battery electric vehicles rose overall.KBA said Tesla sold 1,110 cars in Germany in July, down by 55.1% from a year earlier. The number of Teslas sold in the January-July period dropped 57.8% to 10,000 units, compared with the same period last year.By contrast, the total number of newly registered electric vehicles increased by 58% in July to 48,614 units, KBA added.","news_type":1,"symbols_score_info":{"TSLA":1.1}},"isVote":1,"tweetType":1,"viewCount":1500,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":421163320688680,"gmtCreate":1743832839514,"gmtModify":1743832843902,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"Screw Tesla price still too high more to go.&nbsp;","listText":"Screw Tesla price still too high more to go.&nbsp;","text":"Screw Tesla price still too high more to go.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/421163320688680","repostId":"2525303557","repostType":2,"repost":{"id":"2525303557","kind":"highlight","weMediaInfo":{"introduction":"Dow Jones publishes the world’s most trusted business news and financial information in a variety of media.","home_visible":0,"media_name":"Dow Jones","id":"106","head_image":"https://static.tigerbbs.com/150f88aa4d182df19190059f4a365e99"},"pubTimestamp":1743825600,"share":"https://ttm.financial/m/news/2525303557?lang=en_US&edition=fundamental","pubTime":"2025-04-05 12:00","market":"us","language":"en","title":"Tesla’s Stock Gets Caught in the Crosshairs of the Trump-China Trade War","url":"https://stock-news.laohu8.com/highlight/detail?id=2525303557","media":"Dow Jones","summary":"Tesla’s stock sinks toward another weekly loss, the 10th in the past 11 weeks after China retaliates against Trump with new tariffsTesla’s stock dives after China retaliates with tariffs on U.S. impor","content":"<html><head></head><body><p>Tesla’s stock sinks toward another weekly loss, the 10th in the past 11 weeks after China retaliates against Trump with new tariffs</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/d4047a7b23763e11e7225d4b3f2e1ca1\" alt=\"Tesla’s stock dives after China retaliates with tariffs on U.S. imports.\" title=\"Tesla’s stock dives after China retaliates with tariffs on U.S. imports.\" tg-width=\"921\" tg-height=\"651\"/><span>Tesla’s stock dives after China retaliates with tariffs on U.S. imports.</span></p><p>Shares of Tesla Inc. took a sharp dive Friday, after China ignored President Trump’s warning not to retaliate with new tariffs.</p><p style=\"text-align: start;\">The selloff is enough to knock the stock back into the red, for what has been a volatile week, which has been marked by surprisingly weak sales data, a report that Chief Executive Elon Musk’s role in the Trump administration was ending soon and a budding trade war.</p><p>The stock tumbled 10.4% on Friday, and has now slid 9.2% on the week.</p><p>Just before the news that China was retaliating against Trump’s tariffs with 34% levies on all U.S. imports starting April 10, the stock was down about 1% in premarket trading.</p><p>The weekly loss would follow last week’s 6% gain, that snapped a record nine-week losing streak.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/86c2edf683b6c7c931780a577ace20d2\" alt=\"Photo: FactSet, MarketWatch\" title=\"Photo: FactSet, MarketWatch\" tg-width=\"1045\" tg-height=\"725\"/><span>Photo: FactSet, MarketWatch</span></p><p>A trade war with China could be a big problem for Tesla. China is the electric-vehicle giant’s second-largest market.</p><p style=\"text-align: start;\">The company generated $20.94 billion in revenue from China in 2024, or 21.4% of total revenue. And Tesla has two factories in Shanghai, China, one dubbed a gigafactory and the other a megafactory.</p><p style=\"text-align: start;\">Tesla was already seeing sales fall in China, due in part to increasing competition and a backlash against Trump’s stance on trade, coupled with CEO Musk’s role in the government.</p><p style=\"text-align: start;\">Tesla’s stock has tumbled 43.9% since President Trump was inaugurated. In comparison, the U.S.-listed shares of China-based BYD Co. Ltd., which is by farChina’s biggest new-energy vehicle seller, has soared 29% over the same time.</p><p style=\"text-align: start;\">Data provided by the China Passenger Car Association showed that Tesla’s sales of new EVs in March slumped 11.5% from a year ago, while overall sales of new-energy vehicles in China jumped 30.1%.</p><p>For the first quarter, Tesla’s sales in China dropped 22%, while overall sales in China climbed 46% and BYD’s sales hiked up 58%.</p><p style=\"text-align: start;\">Sales have been even worse in some European countries, with France seeing March sales tumbled 41% and Sweden seeing sales plunge 64%.</p><p style=\"text-align: start;\">Tesla’s stock has shed 40.7% year to date, but has still gained 39.9% over the past 12 months. The S&amp;P 500 index has declined 13.7% this year, and slipped 1.4% over the past year. BYD’s stock has soared 74.1% over the past year.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Tesla’s Stock Gets Caught in the Crosshairs of the Trump-China Trade War</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nTesla’s Stock Gets Caught in the Crosshairs of the Trump-China Trade War\n</h2>\n\n<h4 class=\"meta\">\n\n\n<div class=\"head\" \">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/150f88aa4d182df19190059f4a365e99);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Dow Jones </p>\n<p class=\"h-time\">2025-04-05 12:00</p>\n</div>\n\n</div>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p>Tesla’s stock sinks toward another weekly loss, the 10th in the past 11 weeks after China retaliates against Trump with new tariffs</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/d4047a7b23763e11e7225d4b3f2e1ca1\" alt=\"Tesla’s stock dives after China retaliates with tariffs on U.S. imports.\" title=\"Tesla’s stock dives after China retaliates with tariffs on U.S. imports.\" tg-width=\"921\" tg-height=\"651\"/><span>Tesla’s stock dives after China retaliates with tariffs on U.S. imports.</span></p><p>Shares of Tesla Inc. took a sharp dive Friday, after China ignored President Trump’s warning not to retaliate with new tariffs.</p><p style=\"text-align: start;\">The selloff is enough to knock the stock back into the red, for what has been a volatile week, which has been marked by surprisingly weak sales data, a report that Chief Executive Elon Musk’s role in the Trump administration was ending soon and a budding trade war.</p><p>The stock tumbled 10.4% on Friday, and has now slid 9.2% on the week.</p><p>Just before the news that China was retaliating against Trump’s tariffs with 34% levies on all U.S. imports starting April 10, the stock was down about 1% in premarket trading.</p><p>The weekly loss would follow last week’s 6% gain, that snapped a record nine-week losing streak.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/86c2edf683b6c7c931780a577ace20d2\" alt=\"Photo: FactSet, MarketWatch\" title=\"Photo: FactSet, MarketWatch\" tg-width=\"1045\" tg-height=\"725\"/><span>Photo: FactSet, MarketWatch</span></p><p>A trade war with China could be a big problem for Tesla. China is the electric-vehicle giant’s second-largest market.</p><p style=\"text-align: start;\">The company generated $20.94 billion in revenue from China in 2024, or 21.4% of total revenue. And Tesla has two factories in Shanghai, China, one dubbed a gigafactory and the other a megafactory.</p><p style=\"text-align: start;\">Tesla was already seeing sales fall in China, due in part to increasing competition and a backlash against Trump’s stance on trade, coupled with CEO Musk’s role in the government.</p><p style=\"text-align: start;\">Tesla’s stock has tumbled 43.9% since President Trump was inaugurated. In comparison, the U.S.-listed shares of China-based BYD Co. Ltd., which is by farChina’s biggest new-energy vehicle seller, has soared 29% over the same time.</p><p style=\"text-align: start;\">Data provided by the China Passenger Car Association showed that Tesla’s sales of new EVs in March slumped 11.5% from a year ago, while overall sales of new-energy vehicles in China jumped 30.1%.</p><p>For the first quarter, Tesla’s sales in China dropped 22%, while overall sales in China climbed 46% and BYD’s sales hiked up 58%.</p><p style=\"text-align: start;\">Sales have been even worse in some European countries, with France seeing March sales tumbled 41% and Sweden seeing sales plunge 64%.</p><p style=\"text-align: start;\">Tesla’s stock has shed 40.7% year to date, but has still gained 39.9% over the past 12 months. The S&amp;P 500 index has declined 13.7% this year, and slipped 1.4% over the past year. BYD’s stock has soared 74.1% over the past year.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"BK4511":"特斯拉概念","BK4585":"ETF&股票定投概念","LU0823414478.USD":"法巴经典能源转换基金","IE00BK4W5M84.HKD":"HSBC GLOBAL FUNDS ICAV US EQUITY INDEX \"HC\" (HKD) ACC","BK4099":"汽车制造商","LU0964807845.USD":"ALLIANZ INCOME & GROWTH \"A\" (USD) INC","BK4555":"新能源车","LU1435385759.SGD":"Natixis Loomis Sayles US Growth Equity RA SGD-H","SG9999015978.USD":"利安颠覆性创新基金A","LU2087621335.USD":"ALLSPRING GLOBAL FACTOR ENHANCED EQUITY \"A\" (USD) ACC","LU2471134523.USD":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (USD) ACC","LU2326559502.SGD":"Natixis Loomis Sayles US Growth Equity P/A SGD-H","LU0943347566.SGD":"安联收益及增长平衡基金AM H2-SGD","BK4516":"特朗普概念","LU2750360641.GBP":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (GBPHDG) INC","LU1861558580.USD":"日兴方舟颠覆性创新基金B","IE0034235303.USD":"PINEBRIDGE US RESEARCH ENHANCED CORE EQUITY \"A\" (USD) ACC","LU1551013425.SGD":"Allianz Income and Growth Cl AMg2 DIS H2-SGD","LU2360107168.USD":"BGF NEXT GENERATION TECHNOLOGY \"A4\" (USD) INC","LU0345770308.USD":"NINETY ONE GSF GLOBAL STRATEGIC EQUITY \"A\" (USD) ACC","IE00BWXC8680.SGD":"PINEBRIDGE US LARGE CAP RESEARCH ENHANCED \"A5\" (SGD) ACC","LU0345770993.USD":"NINETY ONE GSF GLOBAL STRATEGIC EQUITY \"A\" (USD) INC","SG9999015986.USD":"LIONGLOBAL DISRUPTIVE INNOVATION \"I\" (USD) ACC","BK4548":"巴美列捷福持仓","LU2756315318.SGD":"ALLIANZ INCOME AND GROWTH \"AMG\" (SGDHDG) INC A","LU1066051498.USD":"HSBC GIF GLOBAL EQUITY VOLATILITY FOCUSED \"AM2\" (USD) INC","LU2290526834.HKD":"BGF NEXT GENERATION TECHNOLOGY \"A2\" (HKDHDG) ACC","LU1066053197.SGD":"HSBC GIF GLOBAL EQUITY VOLATILITY FOCUSED \"AM3\" (SGDHDG) INC","BK4574":"无人驾驶","BK4551":"寇图资本持仓","BK4598":"佩洛西持仓","LU1674673691.USD":"HSBC GIF GLOBAL LOWER CARBON EQUITY \"AD\" (USD) INC","LU1914381329.SGD":"Allianz Best Styles Global Equity Cl ET Acc H2-SGD","LU0820561909.HKD":"ALLIANZ INCOME AND GROWTH \"AM\" (HKD) INC","TSLL":"2倍做多TSLA ETF-Direxion","LU1674673428.USD":"HSBC GIF GLOBAL LOWER CARBON EQUITY \"AC\" (USD) ACC","LU2357305700.SGD":"Allianz Global Artificial Intelligence ET H2-SGD","IE00BK4W5L77.USD":"HSBC GLOBAL FUNDS ICAV US EQUITY INDEX \"HC\" (USD) ACC","LU1548497426.USD":"安联环球人工智能AT Acc","SG9999015952.SGD":"LIONGLOBAL DISRUPTIVE INNOVATION \"I\" (SGD) ACC","LU1861559042.SGD":"日兴方舟颠覆性创新基金B SGD","BK4543":"AI","BK4527":"明星科技股","LU0820561818.USD":"安联收益及增长平衡基金Cl AM DIS","TSLA":"特斯拉","LU2756315664.SGD":"ALLIANZ INCOME AND GROWTH \"AMI\" (SGDHDG) INC","LU1066051811.HKD":"HSBC GIF GLOBAL EQUITY VOLATILITY FOCUSED \"AM2\" (HKD) INC"},"source_url":"https://dowjonesnews.com/newdjn/logon.aspx?AL=N","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"2525303557","content_text":"Tesla’s stock sinks toward another weekly loss, the 10th in the past 11 weeks after China retaliates against Trump with new tariffsTesla’s stock dives after China retaliates with tariffs on U.S. imports.Shares of Tesla Inc. took a sharp dive Friday, after China ignored President Trump’s warning not to retaliate with new tariffs.The selloff is enough to knock the stock back into the red, for what has been a volatile week, which has been marked by surprisingly weak sales data, a report that Chief Executive Elon Musk’s role in the Trump administration was ending soon and a budding trade war.The stock tumbled 10.4% on Friday, and has now slid 9.2% on the week.Just before the news that China was retaliating against Trump’s tariffs with 34% levies on all U.S. imports starting April 10, the stock was down about 1% in premarket trading.The weekly loss would follow last week’s 6% gain, that snapped a record nine-week losing streak.Photo: FactSet, MarketWatchA trade war with China could be a big problem for Tesla. China is the electric-vehicle giant’s second-largest market.The company generated $20.94 billion in revenue from China in 2024, or 21.4% of total revenue. And Tesla has two factories in Shanghai, China, one dubbed a gigafactory and the other a megafactory.Tesla was already seeing sales fall in China, due in part to increasing competition and a backlash against Trump’s stance on trade, coupled with CEO Musk’s role in the government.Tesla’s stock has tumbled 43.9% since President Trump was inaugurated. In comparison, the U.S.-listed shares of China-based BYD Co. Ltd., which is by farChina’s biggest new-energy vehicle seller, has soared 29% over the same time.Data provided by the China Passenger Car Association showed that Tesla’s sales of new EVs in March slumped 11.5% from a year ago, while overall sales of new-energy vehicles in China jumped 30.1%.For the first quarter, Tesla’s sales in China dropped 22%, while overall sales in China climbed 46% and BYD’s sales hiked up 58%.Sales have been even worse in some European countries, with France seeing March sales tumbled 41% and Sweden seeing sales plunge 64%.Tesla’s stock has shed 40.7% year to date, but has still gained 39.9% over the past 12 months. The S&P 500 index has declined 13.7% this year, and slipped 1.4% over the past year. BYD’s stock has soared 74.1% over the past year.","news_type":1,"symbols_score_info":{"TSLL":1.1,"TSLA":1.1}},"isVote":1,"tweetType":1,"viewCount":1561,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":388238907879752,"gmtCreate":1735827401299,"gmtModify":1735830295714,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"Way overvalued stock. Nobody wants a car associated with this madman.","listText":"Way overvalued stock. Nobody wants a car associated with this madman.","text":"Way overvalued stock. Nobody wants a car associated with this madman.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":4,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/388238907879752","repostId":"2500992160","repostType":2,"repost":{"id":"2500992160","kind":"live","pubTimestamp":1735826460,"share":"https://ttm.financial/m/news/2500992160?lang=en_US&edition=fundamental","pubTime":"2025-01-02 22:01","market":"us","language":"en","title":"Tesla's Posts First Fall in Annual Deliveries as Demand Slows","url":"https://stock-news.laohu8.com/highlight/detail?id=2500992160","media":"THOMSON REUTERS","summary":"Tesla's annual deliveries fell for the first time in 2024 despite the electric automaker handing ove","content":"<html><head></head><body><p>Tesla&#39;s annual deliveries fell for the first time in 2024 despite the electric automaker handing over a record number of units in the fourth quarter, indicating tepid demand for its aging line-up of models.</p><p>Shares of the company fell 3% in trading before the bell as intensifying competition, the absence of some European subsidies and weak consumer spending in China hurt Tesla&#39;s deliveries in 2024.</p><p>October registrations of Tesla vehicles in Europe fell by 24%, owing to a tight race from Volkswagen Group, whose Skoda Enyaq SUV dethroned the Model Y as the best-selling EV in the region, according to data research firm JATO Dynamics.</p><p>Lower prices and incentives pinched Tesla&#39;s profit margin on vehicle sales last year. Wall Street, however, expects demand to pick up in 2025 as the U.S. Federal Reserve cuts interest rates.</p><p>Tesla delivered 471,930 Model 3 and Model Y and 23,640 units of other models, including the Model S sedan, Cybertruck and Model X premium SUV. It produced 459,445 vehicles during the October-December period.</p><p>The automaker handed over 495,570 vehicles in the three months to Dec. 31, missing estimates of 503,269 units, according to 15 analysts polled by LSEG.</p><p>Deliveries for 2024 were 1.79 million, 1.1% lower than a year ago, below estimates of 1.806 million units, according to 19 analysts polled by LSEG.</p></body></html>","source":"reuters_en_live","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Tesla's Posts First Fall in Annual Deliveries as Demand Slows</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nTesla's Posts First Fall in Annual Deliveries as Demand Slows\n</h2>\n\n<h4 class=\"meta\">\n\n\n2025-01-02 22:01 GMT+8&nbsp;&nbsp;&nbsp;<a href=https://api.refinitiv.com/data/news/v1/stories/urn:newsml:reuters.com:20250102:nFWN3NY0AK:1><strong>THOMSON REUTERS</strong></a>\n\n\n</h4>\n\n</header>\n<article>\n<div>\n<p>Tesla's annual deliveries fell for the first time in 2024 despite the electric automaker handing over a record number of units in the fourth quarter, indicating tepid demand for its aging line-up of ...</p>\n\n<a href=\"https://api.refinitiv.com/data/news/v1/stories/urn:newsml:reuters.com:20250102:nFWN3NY0AK:1\">Source Link</a>\n\n</div>\n\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"LU1861558580.USD":"日兴方舟颠覆性创新基金B","LU0345769631.USD":"NINETY ONE GSF GLOBAL EQUITY \"A\" (USD) INC","LU0053666078.USD":"摩根大通基金-美国股票A（离岸）美元","BK4588":"碎股","BK4550":"红杉资本持仓","SG9999015945.SGD":"LionGlobal Disruptive Innovation Fund A SGD","LU2360106780.USD":"BGF WORLD TECHNOLOGY \"A4\" (USD) INC","BK4548":"巴美列捷福持仓","LU0082616367.USD":"摩根大通美国科技A（dist）","LU2602419157.SGD":"HSBC ISLAMIC GLOBAL EQUITY INDEX \"AC\" (SGD) ACC","LU2063271972.USD":"富兰克林创新领域基金","LU0345770308.USD":"NINETY ONE GSF GLOBAL STRATEGIC EQUITY \"A\" (USD) ACC","LU1551013425.SGD":"Allianz Income and Growth Cl AMg2 DIS H2-SGD","IE00BWXC8680.SGD":"PINEBRIDGE US LARGE CAP RESEARCH ENHANCED \"A5\" (SGD) ACC","BK4574":"无人驾驶","LU1145028129.USD":"ALLIANZ INCOME AND GROWTH \"AQ\" (USD) INC","LU0719512351.SGD":"JPMorgan Funds - US Technology A (acc) SGD","BK4598":"佩洛西持仓","LU2023250330.USD":"ALLIANZ INCOME AND GROWTH \"AMG\" (USD) INC","IE00BJLML261.HKD":"HSBC GLOBAL EQUITY INDEX \"HCH\" (HKD) ACC","LU1720051017.SGD":"Allianz Global Artificial Intelligence AT Acc H2-SGD","LU2249611893.SGD":"BNP PARIBAS ENERGY TRANSITION \"CRH\" (SGD) ACC","LU1720051108.HKD":"ALLIANZ GLOBAL ARTIFICIAL INTELLIGENCE \"AT\" (HKD) ACC","LU1914381329.SGD":"Allianz Best Styles Global Equity Cl ET Acc H2-SGD","LU1861215975.USD":"贝莱德新一代科技基金 A2","TSLA":"特斯拉","LU1429558221.USD":"Natixis Loomis Sayles US Growth Equity RA USD","LU1548497426.USD":"安联环球人工智能AT Acc","BK4527":"明星科技股","LU1839511570.USD":"WELLS FARGO GLOBAL FACTOR ENHANCED EQUITY \"I\" (USD) ACC","BK4099":"汽车制造商","LU0820561818.USD":"安联收益及增长平衡基金Cl AM DIS","LU1861559042.SGD":"日兴方舟颠覆性创新基金B SGD","LU0198837287.USD":"UBS (LUX) EQUITY SICAV - USA GROWTH \"P\" (USD) ACC","LU0823411888.USD":"法巴消费创新基金 Cap","BK4511":"特斯拉概念","LU1435385759.SGD":"Natixis Loomis Sayles US Growth Equity RA SGD-H","BK4534":"瑞士信贷持仓","IE00BK4W5M84.HKD":"HSBC GLOBAL FUNDS ICAV US EQUITY INDEX \"HC\" (HKD) ACC","TSYW.SI":"TESLA 3xLongSG261006","BK4555":"新能源车","IE00B1XK9C88.USD":"PINEBRIDGE US LARGE CAP RESEARCH ENHANCED \"A\" (USD) ACC","LU0097036916.USD":"贝莱德美国增长A2 USD","LU0466842654.USD":"HSBC ISLAMIC GLOBAL EQUITY INDEX \"A\" (USD) ACC","SG9999015978.USD":"利安颠覆性创新基金A","LU0964807845.USD":"ALLIANZ INCOME & GROWTH \"A\" (USD) INC","LU1629891620.HKD":"ALLIANZ INCOME AND GROWTH \"AMG2\" (H2-HKD) INC","LU0943347566.SGD":"安联收益及增长平衡基金AM H2-SGD","LU0234572021.USD":"高盛美国核心股票组合Acc","BK4592":"伊斯兰概念"},"source_url":"https://api.refinitiv.com/data/news/v1/stories/urn:newsml:reuters.com:20250102:nFWN3NY0AK:1","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"2500992160","content_text":"Tesla's annual deliveries fell for the first time in 2024 despite the electric automaker handing over a record number of units in the fourth quarter, indicating tepid demand for its aging line-up of models.Shares of the company fell 3% in trading before the bell as intensifying competition, the absence of some European subsidies and weak consumer spending in China hurt Tesla's deliveries in 2024.October registrations of Tesla vehicles in Europe fell by 24%, owing to a tight race from Volkswagen Group, whose Skoda Enyaq SUV dethroned the Model Y as the best-selling EV in the region, according to data research firm JATO Dynamics.Lower prices and incentives pinched Tesla's profit margin on vehicle sales last year. Wall Street, however, expects demand to pick up in 2025 as the U.S. Federal Reserve cuts interest rates.Tesla delivered 471,930 Model 3 and Model Y and 23,640 units of other models, including the Model S sedan, Cybertruck and Model X premium SUV. It produced 459,445 vehicles during the October-December period.The automaker handed over 495,570 vehicles in the three months to Dec. 31, missing estimates of 503,269 units, according to 15 analysts polled by LSEG.Deliveries for 2024 were 1.79 million, 1.1% lower than a year ago, below estimates of 1.806 million units, according to 19 analysts polled by LSEG.","news_type":1,"symbols_score_info":{"TSLA":0.9,"TSYW.SI":0.6}},"isVote":1,"tweetType":1,"viewCount":2233,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":367995686940848,"gmtCreate":1730860450070,"gmtModify":1730860453967,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"Election is about swing states too early to tell.&nbsp;","listText":"Election is about swing states too early to tell.&nbsp;","text":"Election is about swing states too early to tell.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":0,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/367995686940848","repostId":"1121136442","repostType":2,"repost":{"id":"1121136442","kind":"news","weMediaInfo":{"introduction":"Providing stock market headlines, business news, financials and earnings ","home_visible":1,"media_name":"Tiger Newspress","id":"1079075236","head_image":"https://static.tigerbbs.com/8274c5b9d4c2852bfb1c4d6ce16c68ba"},"pubTimestamp":1730877023,"share":"https://ttm.financial/m/news/1121136442?lang=en_US&edition=fundamental","pubTime":"2024-11-06 15:10","market":"us","language":"en","title":"Fox News Projects Trump Wins US Election. These Stocks Could Beneft","url":"https://stock-news.laohu8.com/highlight/detail?id=1121136442","media":"Tiger Newspress","summary":"Bomb threats were called in to five voting locations in Georgia’s DeKalb County, as well as two other locations that are not polling places, according to a press release by the county, which says poli","content":"<html><head></head><body><p>Fox News projected that Republican Donald Trump has won the U.S. presidency, defeating Democrat Kamala Harris and capping a stunning political comeback four years after he left the White House.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/78e48339af9f0cac5ac380ae98faf3d5\" title=\"Fox News\" tg-width=\"1593\" tg-height=\"1317\"/><span>Fox News</span></p><p>With Trump&#39;s victory, these stocks and assets could beneft.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/b6b05d0ecae3e655eded5f23e0b99f52\" title=\"\" tg-width=\"2160\" tg-height=\"5184\"/></p><p>Campaign Official: Trump Is on His Way to His Election Night Party, Indicating He Will Make an Announcement Soon;</p><p>Harris Campaign Representative: Harris to Postpone Address to Supporters until Tomorrow.</p><p>Trump-linked stocks jumped in overnight trading as the US election progressed.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/1e0ad0404b0a921eb93da8c40cac4f84\" tg-width=\"379\" tg-height=\"272\"/></p><h2 id=\"id_1123560091\">Fox News calls Wisconsin for Donald Trump.</h2><h2 id=\"id_153716731\">Fox News calls Minnesota for Kamala Harris.</h2><h2 id=\"id_252242226\">Fox News calls Pennsylvania for Donald Trump.</h2><h2 id=\"id_196997178\">Kamala Harris wins New Hampshire</h2><p>Vice President Kamala Harris won New Hampshire on Wednesday, continuing the state’s two-decade-long streak of awarding its four electoral votes to Democrats. New Hampshire has backed Democrats in seven of the last eight presidential elections. Harris’ win comes nine months after the Democratic National Committee bypassed New Hampshire as the leadoff presidential primary. It’s the third time that Republican Donald Trump has won New Hampshire’s GOP primary but lost the state in the general election. The Associated Press declared Harris the winner at 1:16 a.m. EST.</p><h2 id=\"id_431786783\">AP Race Call: Donald Trump wins the 1st Congressional District in Nebraska and one electoral vote</h2><p>Republican Donald Trump won the electoral vote tied to Nebraska’s 1st Congressional District on Wednesday. The former president easily bested Democratic candidate and Vice President Kamala Harris in the district that includes Nebraska’s capital city of Lincoln and surrounding rural areas. The district has long favored Republican candidates. It has not backed a Democrat for president since before 1992, when the state began splitting its Electoral College votes based on the popular votes in individual congressional districts. The Associated Press declared Trump the winner at 1:01 a.m. EST.</p><h2 id=\"id_1811835266\">Donald Trump wins Georgia</h2><p>Former President Donald Trump won the swing state of Georgia on Wednesday, returning its 16 electoral votes to the Republican column. Joe Biden narrowly carried Georgia in 2020, but Republicans have won every other Georgia presidential vote since 1996. Trump tried to overturn his 2020 loss in Georgia, setting off a political and legal struggle that led to his indictment in the state. While the state has two Democratic U.S. senators, Trump’s victory proves Georgia still has a Republican bent. Six candidates appeared on Georgia ballots, but votes for Claudia De la Cruz and Cornel West weren’t counted. The Associated Press declared Trump the winner at 12:58 a.m. EST.</p><h2 id=\"id_2979939966\">Kamala Harris wins the 2nd Congressional Distri</h2><p>Democrat Kamala Harris won the electoral vote tied to Nebraska’s 2nd Congressional District on Wednesday. The sitting vice president defeated Republican and former President Donald Trump in the district centered on Nebraska’s largest city of Omaha and its surrounding suburbs. The district has earned the nickname of Nebraska’s “blue dot” after having supported two other Democrats for president in the last 16 years – former President Barack Obama in 2008 and President Joe Biden in 2020. Nebraska and Maine are the only two states that split their Electoral College votes based on the popular votes in individual congressional districts. The Associated Press declared Harris the winner at 12:08 a.m. EST.</p><h2 id=\"id_901078804\">Kamala Harris wins Hawaii</h2><p>Vice President Kamala Harris won Hawaii and the state’s four electoral votes on Wednesday. It’s the 10th straight presidential election in which Hawaii has selected the Democratic Party candidate. The state last picked a Republican for the nation’s top office 40 years ago, when Ronald Reagan emerged victorious in 1984. Hawaii is a solidly blue state, with Democrats controlling all statewide elected offices and the state’s two U.S. House seats. Democrats have also long controlled more than three-quarters of the seats in both the state House and Senate. The Associated Press declared Harris the winner at 12:00 a.m. EST.</p><h2 id=\"id_874059274\">Kamala Harris wins Virginia</h2><p>Vice President Kamala Harris won Virginia on Tuesday, adding 13 electoral votes to her tally. Harris’ victory marks the third time Donald Trump has lost the Old Dominion state. The Democratic nominee for president has won Virginia in every election since 2008. The Associated Press declared Harris the winner at 11:42 p.m. EST.</p><h2 id=\"id_801923564\">Kamala Harris wins New Mexico</h2><p>Kamala Harris won New Mexico on Tuesday, adding five electoral votes to Democrats’ tally. The Democratic Party’s influence in New Mexico has only grown over the last two decades, with former President George W. Bush being the last Republican to win the state in 2004. Harris never made any campaign stops in the state, but support in New Mexico’s more populous areas outweighed voters in conservative pockets as second-term Gov. Michelle Lujan Grisham and members of the state’s congressional delegation campaigned on the vice president’s behalf. The Associated Press declared Harris the winner at 11:33 p.m. EST.</p><h2 id=\"id_1308947370\">Kamala Harris wins Oregon</h2><p>Kamala Harris won Oregon on Tuesday, adding eight electoral votes to her tally. Oregon has one more electoral vote this cycle than it did in the previous presidential election after gaining a congressional seat following the 2020 census. The Democratic nominee for president has won Oregon since 1988. The Associated Press declared Harris the winner at 11:23 p.m. EST.</p><h2 id=\"id_2740107616\">Donald Trump wins North Carolina</h2><p>Former President Donald Trump won the battleground state of North Carolina on Tuesday. Trump receives the state’s 16 electoral votes after defeating Democratic nominee Kamala Harris. Trump also won the state in 2016 and 2020, but Democrats had been optimistic they could reverse previous outcomes with campaign spending, canvassing and Harris rallies. They also tried to link Trump to embattled Republican gubernatorial candidate Mark Robinson. But Trump and running mate JD Vance visited North Carolina often during the fall campaign, pushing a more protectionist economic agenda and promises to crack down on illegal immigration and the southern border. The Associated Press declared Trump the winner at 11:18 p.m. EST.</p><h2 id=\"id_2748115739\">Trump loses Colorado after railing against Aurora</h2><p>Trump turned the Colorado suburb of Aurora into part of his message against illegal immigration. In the end, he failed to capture the Mountain State, which has become increasingly Democratic in recent years.</p><p>Trump likened Aurora to a “war zone” overrun by a Venezuelan gang that had taken over multiple buildings. Authorities pushed back against that characterization, saying it was a single block and the area was once again safe.</p><p>Colorado is one of the several states Trump visited down the stretch outside the seven most competitive states. In recent weeks, he also campaigned in California, New Mexico and, memorably, in New York for the rally at Madison Square Garden.</p><h2 id=\"id_936858601\">Kamala Harris wins California</h2><p>Kamala Harris won California on Tuesday, giving her the largest prize in the presidential election - 54 electoral votes. The outcome in the heavily Democratic state where Harris previously served as a U.S. senator and attorney general was expected. A Republican candidate hasn’t won a presidential contest in the nation’s most populous state since 1988, and the GOP hasn’t seriously contested California in a presidential election since 2000. Registered Democrats outnumber Republicans in California by about 2-to-1, and the party holds every statewide office and dominates the Legislature and congressional delegation. The Associated Press declared Harris the winner at 11:00 p.m. EST.</p><h2 id=\"id_2166557515\">Donald Trump wins Idaho</h2><p>Former President Donald Trump won Idaho for the third consecutive election on Tuesday, adding four electoral votes to his tally. Idaho is deeply red, and the Republican presidential nominee has carried the state with more than 60% of the vote for the last several elections. The last time a Democratic presidential nominee won Idaho was 60 years ago, when Lyndon Johnson beat Republican Barry Goldwater by a narrow margin of just over 5,300 votes. The Associated Press declared Trump the winner at 11:00 p.m. EST.</p><h2 id=\"id_1547395519\">Kamala Harris wins Washington</h2><p>Vice President Kamala Harris won Washington’s 12 electoral votes on Tuesday, besting former President Donald Trump in a state where he is not popular. Washington has not gone for a Republican presidential candidate since Ronald Reagan in 1984. President Joe Biden carried Washington in 2020 with 58% of the vote to Trump’s less than 39%. The Associated Press declared Harris the winner at 11:00 p.m. EST.</p><h2 id=\"id_1632511782\">AP Race Call: Kamala Harris wins the 1st Congressional District in Maine and one electoral vote</h2><p>Voters in Maine’s 1st Congressional District, which is comprised of wealthy coastal communities, delivered an electoral vote to Democrat Kamala Harris on Tuesday. Maine is one of two states that divide electoral votes with two votes going to the statewide winner and one apiece to the winner of each congressional district. Harris won the vote in the state’s more liberal district. The rural, conservative 2nd District voted for Republican Donald Trump in 2016 and 2020. The Associated Press declared Harris the winner of Maine’s 1st District at 10:45 p.m. EST.</p><h2 id=\"id_743501235\">Donald Trump wins Iowa</h2><p>Former President Donald Trump won Iowa on Tuesday, claiming the state’s six electoral votes. Formerly considered a swing state, Iowa has proved to be a clear example of Trump’s appeal among Republican voters and his staying power in the GOP. A majority of Iowans backed Democrat Barack Obama in 2008 and 2012 but chose Trump decisively in 2016 and again in 2020. Now, after easily earning the support of Iowa’s Republican caucusgoers earlier this year and buoying his reelection bid, Trump has won the state in three consecutive presidential elections. The Associated Press declared Trump the winner at 10:40 p.m. EST.</p><h2 id=\"id_214762697\">Donald Trump wins Kansas</h2><p>Former President Donald Trump won Kansas and its six electoral votes on Tuesday. Republican candidates have carried Kansas in every presidential election since 1964, and it was the third election in a row that Trump has won the state. Kansas City-area suburbs that once were reliable GOP strongholds started leaning more Democratic after Trump was elected president in 2016, but Trump has retained his strong popularity in much of the state and particularly in rural areas. The Associated Press declared Trump the winner at 10:39 p.m. EST.</p><h2 id=\"id_292752083\">Kamala Harris wins the District of Columbia</h2><p>Vice President Kamala Harris won the District of Columbia on Tuesday, securing the capital’s three electoral votes. Harris’ win in D.C. is no surprise – the District is a longtime Democratic stronghold whose government repeatedly feuded with Republican Donald Trump when he was the president. Trump has described modern-day Washington as a crime-ridden dystopia, and Republican allies in Congress have threatened to strip D.C. of its limited autonomy. The Associated Press declared Harris the winner at 10:20 p.m. EST.</p><h2 id=\"id_1753012658\">Kamala Harris wins Colorado</h2><p>Kamala Harris won Colorado on Tuesday, picking up the state’s 10 electoral votes. Colorado was once a purple state, flipping between Democratic and Republican presidential candidates, but it has shifted blue in the past two decades. The last Republican presidential candidate to snag Colorado’s electoral votes was George W. Bush in 2004. Since then, it’s backed Democratic presidential candidates, with Joe Biden winning it handily in 2020. Colorado gained its 10th electoral vote after the 2020 census, attributed to population growth around Denver. The Associated Press declared Harris the winner at 10:08 p.m. EST.</p><h2 id=\"id_883903585\">Donald Trump wins Utah</h2><p>Donald Trump won Utah and its six electoral votes on Tuesday. The Mountain West state is a rare Republican stronghold that has in past elections only half-heartedly supported Trump, whose brash style and comments about immigrants do not sit right with some members of The Church of Jesus Christ of Latter-day Saints. Latter-day Saints, commonly known as Mormons, make up about half of Utah’s 3.4 million residents. A Democratic presidential candidate has not won in Utah since Lyndon B. Johnson in 1964. Voters have historically favored moderate Republicans in statewide elections. The Associated Press declared Trump the winner at 10:00 p.m. EST.</p><h2 id=\"id_2128788374\">Donald Trump wins Montana</h2><p>Former President Donald Trump won Montana for the third consecutive election on Tuesday, adding four electoral votes to his tally. Montana has one more electoral vote this cycle than it did in the previous two, as the state received an additional congressional seat following the 2020 census. Montana has gone to the Republican nominee for president in all but one election going back to 1968. The Associated Press declared Trump the winner at 10:00 p.m. EST.</p><h2 id=\"id_1894694512\">Donald Trump wins Missouri</h2><p>Republican Donald Trump won the reliably conservative state of Missouri on Tuesday, defeating Democrat Kamala Harris. Missouri voters overwhelmingly favored Trump over Democrats in the 2016 and 2020 elections, and he was favored to win again this year. In the past decade, the GOP has become increasingly dominant in Missouri, and Republicans now hold all statewide political offices. Republicans also hold large majorities in both legislative chambers. The Associated Press declared Trump the winner at 9:49 p.m. EST.</p><h2 id=\"id_4276432724\">Donald Trump wins the 3rd Congressional District in Nebraska and one electoral vote</h2><p>Republican Donald Trump won the electoral vote tied to Nebraska’s vast, rural 3rd Congressional District on Tuesday. The former president easily defeated Democratic candidate and Vice President Kamala Harris in the state’s most conservative of its three districts, covering 80 counties and two time zones. The district is also one of the most conservative in the country and supported Trump by about 3-to-1 in both 2016 and 2020. The last time the district voted for a Democrat to represent it in the U.S. House was in 1958. The Associated Press declared Trump the winner at 9:25 p.m. EST.</p><h2 id=\"id_614961725\">Donald Trump wins Texas</h2><p>Former President Donald Trump won Texas for the third consecutive election on Tuesday, adding 40 electoral votes to his tally. Texas gained two more electoral votes this cycle after the 2020 census. The Republican nominee for president has won Texas for nearly 50 years since Democrat Jimmy Carter carried the state in 1976. The Associated Press declared Trump the winner at 9:12 p.m. EST.</p><h2 id=\"id_1585318882\">Donald Trump wins Ohio</h2><p>Republican Donald Trump carried Ohio for a third time on Tuesday, defeating Democratic nominee Kamala Harris to capture the state’s 17 electoral votes. Support for the former president helped turn Ohio from a presidential bellwether to reliably Republican in recent years. Ohio voters supported him by wide margins in 2016 and 2020, and they delivered for him again this year. No Republican has reached the White House without carrying Ohio. In 2020, Joe Biden became the first Democrat to win the presidency without winning Ohio since John F. Kennedy in 1960. The Associated Press declared Trump the winner at 9:08 p.m. EST.</p><h2 id=\"id_1623718132\">Donald Trump wins Wyoming</h2><p>Former President Donald Trump beat Vice President Kamala Harris in deep-red Wyoming to win the least-populated state’s three electoral votes on Tuesday. One of the most Republican states by almost any measure, Wyoming gave Trump his widest margins of victory in any state in the 2020 and 2016 elections. Trump made at least one fundraising visit to Wyoming in 2024 but did not campaign in the state. He focused instead on states less certain to deliver him wins. The Associated Press declared Trump the winner at 9:00 p.m. EST.</p><h2 id=\"id_1506989875\">Donald Trump wins Louisiana</h2><p>Former President Donald Trump won Louisiana on Tuesday for the third consecutive presidential election, increasing his electoral vote tally by eight. In addition to voter support, Trump has various powerful political allies in and from the Bayou State, including House Speaker Mike Johnson, Majority Leader Steve Scalise and Gov. Jeff Landry. In Louisiana, where the GOP currently holds each statewide elected office and controls the legislature, the Republican nominee for president has won every election since 1996. Trump won Louisiana with about 58% of the vote in both 2016 and 2020. The Associated Press declared Trump the winner at 9:00 p.m. EST.</p><h2 id=\"id_178975169\">Donald Trump wins South Dakota</h2><p>Former President Donald Trump won South Dakota’s three electoral votes for president Tuesday. The Republican nominee had been expected to prevail comfortably in a state where GOP voters outnumber Democrats by more than 2-to-1. No Democratic nominee has carried South Dakota since President Lyndon Johnson won in 1964. Trump received nearly 62% of the vote in each of his previous runs for president, and both times his margin was more than 26 percentage points. Almost 51% of the state’s 616,000 registered voters are Republicans, while fewer than 24% are Democrats. The Associated Press declared Trump the winner at 9:00 p.m. EST.</p><h2 id=\"id_2768408390\">Donald Trump wins North Dakota</h2><p>Former President Donald Trump won North Dakota’s three electoral votes on Tuesday. His victory continues a decadeslong streak of Republican presidential wins in the conservative state known for its agriculture and energy production. The last Democratic presidential candidate to win the state was President Lyndon B. Johnson in 1964. North Dakota has about 784,000 residents. The Associated Press declared Trump the winner at 9:00 p.m. EST.</p><h2 id=\"id_2469656713\">Kamala Harris wins New York</h2><p>Vice President Kamala Harris won New York’s presidential contest on Tuesday, picking up the state’s 28 electoral votes. New York has now voted for the Democrat in every presidential contest since giving Ronald Reagan the nod in his landslide 1984 election. Former President Donald Trump has consistently struggled to gain traction in his home state, losing New York in each of his three runs for the White House. New York’s electoral vote haul is the fourth richest, after California, Texas and Florida, but has one fewer vote than it did four years ago due to population shifts. The Associated Press declared Harris the winner at 9:00 p.m. EST.</p><h2 id=\"id_416964774\">Donald Trump wins the statewide vote in Nebraska and two electoral votes</h2><p>Republican Donald Trump won the statewide popular vote in Nebraska for the third consecutive election on Tuesday, receiving two electoral college votes. Nebraska is one of two states that divide electoral votes with two votes going to the statewide winner and one apiece to the winner of each congressional district. Trump won Nebraska by 25 percentage points in 2016 and by 19 points four years later. The last Democratic presidential nominee to win the statewide popular vote in Nebraska was Lyndon B. Johnson in 1964. The AP declared Trump the winner at 9:00 p.m. EST.</p><h2 id=\"id_3154310403\">Kamala Harris wins Illinois</h2><p>Vice President Kamala Harris won Illinois on Tuesday, claiming the state’s 19 electoral votes for Democrats. The reliably blue state, the home of former President Barack Obama, has supported Democratic presidential candidates since 1992. The Associated Press declared Harris the winner at 8:38 p.m. EST.</p><h2 id=\"id_4277637791\">Kamala Harris wins Delaware</h2><p>Democrat Kamala Harris won Delaware’s presidential contest Tuesday, easily defeating Republican Donald Trump. Harris’ victory in solid-blue Delaware was a foregone conclusion, given the stranglehold Democrats have held on the state’s three electoral votes for decades. The last Republican presidential candidate to win in Delaware was George H.W. Bush in 1988. That’s also the last time Delaware voters elected a Republican governor. Delaware’s congressional delegation for years has been composed entirely of Democrats, who also control both chambers of the state legislature. The Associated Press declared Harris the winner at 8:34 p.m. EST.</p><h2 id=\"id_1374367471\">Kamala Harris wins New Jersey</h2><p>Vice President Kamala Harris won New Jersey’s 14 electoral votes on Tuesday. Harris’ victory over Republican Donald Trump continues Democrats’ dominance in the state, which has gone with the Democratic candidate for president in every election since 1988. New Jersey Democrats have nearly 1 million more registered voters than Republicans. Trump has ties to New Jersey, including golf clubs across the state. He also operated casinos in the shore resort of Atlantic City, but they ended in bankruptcy. The Associated Press declared Harris the winner at 8:30 p.m. EST.</p><h2 id=\"id_2870316003\">Donald Trump wins Arkansas</h2><p>Former President Donald Trump secured Arkansas’ six electoral votes on Tuesday, winning the heavily Republican state for the third presidential election in a row. Trump had the backing of the state’s top Republican figures, including Gov. Sarah Huckabee Sanders. Sanders, who had served as Trump’s White House press secretary, endorsed the former president’s bid and campaigned for him. Former Gov. Asa Hutchinson ran unsuccessfully for the GOP nomination and declined to endorse Trump’s reelection. Democrats have not won a presidential election in Arkansas since 1996, when native son Bill Clinton won reelection. The Associated Press declared Trump the winner at 8:30 p.m. EST.</p><h2 id=\"id_1802782428\">Donald Trump wins South Carolina</h2><p>Former President Donald Trump won South Carolina on Tuesday, earning its nine electoral votes for the third straight election. South Carolina has not voted for the Democratic nominee for president since 1976, when Democrat Jimmy Carter -- the governor of the neighboring state of Georgia -- defeated Republican President Gerald Ford throughout the South. Four years ago, Trump won 55% of the vote, matching his performance from 2016. Given the success Republicans have in the state, presidential candidates rarely spend time campaigning there. The Associated Press declared Trump the winner at 8:01 p.m. EST.</p><h2 id=\"id_1995096622\">Donald Trump wins Florida</h2><p>Donald Trump won Florida on Tuesday for the third consecutive election, earning the state’s 30 electoral votes. Once a crucial battleground state, Florida has been drifting toward the Republican Party in recent years. A Democratic presidential nominee has not won the state since Barack Obama carried it in 2012. Meanwhile, Trump grew his margin of victory in his adopted home state between 2016 and 2020. The Associated Press declared Trump the winner at 8:01 p.m. EST.</p><h2 id=\"id_3770977523\">Kamala Harris wins Rhode Island</h2><p>Vice President Kamala Harris won Rhode Island on Tuesday, giving her four electoral votes and continuing the Democrats’ dominance in the state. The last time a Republican presidential candidate won Rhode Island was in 1984, when former President Ronald Reagan defeated former Vice President Walter Mondale. President Joe Biden easily defeated former President Donald Trump in Rhode Island in 2020, winning more than 59% of the vote. Hillary Clinton also did well in the state, winning over 54% of the vote in 2016. Given the Democrats’ success in Rhode Island, presidential candidates rarely spend time campaigning in the state. The Associated Press declared Harris the winner at 8:00 p.m. EST.</p><h2 id=\"id_1859238693\">Kamala Harris wins Massachusetts</h2><p>Vice President Kamala Harris won Massachusetts on Tuesday, continuing a decadeslong streak of victories for Democratic presidential candidates in the Bay State. The last time Massachusetts backed a Republican candidate was in 1984 when voters cast their ballots for Ronald Reagan. The commonwealth and its 11 electoral votes have become one of the reliable gains for Democrats in presidential elections. In 2020, Joe Biden easily defeated Donald Trump, winning more than 65% of the vote. The state has also become a steady source of campaign cash for both Republican and Democratic candidates, though few spend time campaigning in the state. Associated Press declared Harris the winner at 8:00 p.m. EST.</p><h2 id=\"id_520379827\">Kamala Harris wins Connecticut</h2><p>Vice President Kamala Harris won Connecticut on Tuesday, extending the state’s long trend of supporting Democratic presidential candidates and adding seven electoral votes to her tally. This year marked the ninth consecutive presidential election in which Connecticut voters favored the Democratic candidate. The last Republican presidential candidate to win the state was George H.W. Bush in 1988. Former President Donald Trump has now lost Connecticut three times, first to former Secretary of State Hillary Clinton, then to Joe Biden and now to Harris. The Associated Press declared Harris the winner at 8:00 p.m. EST.</p><h2 id=\"id_3813776858\">Donald Trump wins Tennessee</h2><p>Former President Donald Trump won Tennessee on Tuesday, keeping the firmly Republican state and its 11 electoral votes in his win column. Trump won Tennessee by about 23 percentage points in 2020 and by 26 points in 2016. The state’s two Republican U.S. senators, Marsha Blackburn and Bill Hagerty, both won their first elections behind endorsements from Trump. The state has not voted for a Democrat for president since Bill Clinton’s reelection in 1996. Voters in 2000 turned on Clinton’s vice president from Tennessee, Al Gore, and voted for George W. Bush. The Associated Press declared Trump the winner at 8:00 p.m. EST.</p><h2 id=\"id_2728642074\">Donald Trump wins Oklahoma</h2><p>Former President Donald Trump won Oklahoma and its seven electoral votes on Tuesday, defeating Democratic Vice President Kamala Harris. A Democrat has not won the presidential race in Oklahoma since 1964, and Trump was heavily favored to win. The last time a Democrat won one of Oklahoma’s 77 counties in a presidential race was in 2000 when Al Gore won nine counties in the eastern part of the state during his loss to then-Texas Gov. George W. Bush. The Associated Press declared Trump the winner at 8:00 p.m. EST.</p><h2 id=\"id_3831562525\">Kamala Harris wins Maryland</h2><p>Vice President Kamala Harris won Maryland and its 10 electoral votes on Tuesday. Maryland is a heavily Democratic state that is home to many federal workers next to the nation’s capital. The state has a Black population of about 30%, the largest percentage of any state outside the Deep South. Democrats outnumber Republicans 2-1 in the state. Former President Donald Trump is deeply unpopular in Maryland. In 2020, Trump received just 32% of the vote. A Republican has not won a presidential election in the state since George H.W. Bush in 1988. The Associated Press declared Harris the winner at 8:00 p.m. EST.</p><h2 id=\"id_1314965210\">Donald Trump wins Alabama</h2><p>Former President Donald Trump won Alabama for the third consecutive election on Tuesday, adding nine electoral votes to the Republican’s tally. Democrats have not won Alabama since 1976, when Jimmy Carter carried the state. The Associated Press declared Trump the winner at 8:00 p.m. EST.</p><h2 id=\"id_3158619036\">Donald Trump wins Mississippi</h2><p>Former President Donald Trump won Mississippi on Tuesday, claiming the state’s six electoral votes and continuing a long winning streak for Republicans. The last Democratic presidential nominee to win Mississippi was Jimmy Carter in 1976. Republicans hold both of Mississippi’s U.S. Senate seats, three of its four U.S. House seats, all eight statewide offices and a wide majority in the state House and Senate. Gov. Tate Reeves and most other Republican officials in Mississippi endorsed Trump, while Democratic U.S. Rep. Bennie Thompson endorsed the Democratic nominee, Kamala Harris. The Associated Press declared Trump the winner at 8:00 p.m. EST.</p><h2 id=\"id_2925250206\">Donald Trump wins West Virginia</h2><p>Former President Donald Trump won West Virginia for the third straight presidential election cycle on Tuesday. The victory adds four electoral votes to the former president’s count. West Virginia has one fewer electoral vote this cycle after losing a congressional seat following the 2020 census. The state is one of only two where Trump won every county in 2016 and 2020. No Democrat has won the presidential election in West Virginia since Bill Clinton in 1996. Republicans control every elected partisan statewide office in West Virginia. The Associated Press declared Trump the winner at 7:30 p.m. EST.</p><h2 id=\"id_331460524\">Donald Trump wins Kentucky</h2><p>Former President Donald Trump won Kentucky for the third consecutive election on Tuesday, adding eight electoral votes to his tally. The Republican nominee for president has won Kentucky in every election since Democrat Bill Clinton carried the Bluegrass State in 1996. Kentucky’s most powerful Republican, Senate GOP leader Mitch McConnell, once called Trump “morally responsible” for the Jan. 6, 2021, Capitol attack. But in a remarkable turnaround, McConnell endorsed Trump’s bid to return to the White House. During Trump’s term, the two worked together to pass a tax cuts package and to put three conservative justices on the Supreme Court. The Associated Press declared Trump the winner at 7:00 p.m. EST.</p><h2 id=\"id_1897241717\">Kamala Harris wins Vermont</h2><p>Kamala Harris won the Democratic stronghold of Vermont on Tuesday. The small state has voted in favor of Democratic candidates in the previous eight presidential elections. Vermont Gov. Phil Scott, a Republican, has been a critic of Republican presidential nominee Donald Trump and voted for Democrat Joe Biden in the 2020 election. The Associated Press declared Harris the winner at 7:00 p.m. EST.</p><h2 id=\"id_610480627\">Donald Trump wins Indiana</h2><p>Republican Donald Trump won the presidential election in Indiana on Tuesday. The reliably conservative state, where Republicans have held the governor’s office for 20 years, gave Trump its 11 electoral votes over Democrat Kamala Harris. Indiana has been favorable toward Trump in his three races for the White House. In 2016, the year he won the presidency, and again in 2020, Trump took 57% of the Hoosier state vote. The Associated Press declared Trump the winner at 7:00 p.m. EST.</p><h2 id=\"id_1270537027\">The Associated Press reports that Trump won Indiana, Kentucky and West Virginia in the election, while Harris won Vermont</h2><p>Former President Donald Trump won West Virginia for the third straight presidential election cycle on Tuesday. The victory adds four electoral votes to the former president’s count. West Virginia has one fewer electoral vote this cycle after losing a congressional seat following the 2020 census. The state is one of only two where Trump won every county in 2016 and 2020. No Democrat has won the presidential election in West Virginia since Bill Clinton in 1996. Republicans control every elected partisan statewide office in West Virginia. The Associated Press declared Trump the winner at 7:30 p.m. EST.</p><p>Kamala Harris won the Democratic stronghold of Vermont on Tuesday. The small state has voted in favor of Democratic candidates in the previous eight presidential elections. Vermont Gov. Phil Scott, a Republican, has been a critic of Republican presidential nominee Donald Trump and voted for Democrat Joe Biden in the 2020 election. The Associated Press declared Harris the winner at 7:00 p.m. EST.</p><p>Republican Donald Trump won the presidential election in Indiana on Tuesday. The reliably conservative state, where Republicans have held the governor’s office for 20 years, gave Trump its 11 electoral votes over Democrat Kamala Harris. Indiana has been favorable toward Trump in his three races for the White House. In 2016, the year he won the presidency, and again in 2020, Trump took 57% of the Hoosier state vote. The Associated Press declared Trump the winner at 7:00 p.m. EST.</p><p>Former President Donald Trump won Kentucky for the third consecutive election on Tuesday, adding eight electoral votes to his tally. The Republican nominee for president has won Kentucky in every election since Democrat Bill Clinton carried the Bluegrass State in 1996. Kentucky’s most powerful Republican, Senate GOP leader Mitch McConnell, once called Trump “morally responsible” for the Jan. 6, 2021, Capitol attack. But in a remarkable turnaround, McConnell endorsed Trump’s bid to return to the White House. During Trump’s term, the two worked together to pass a tax cuts package and to put three conservative justices on the Supreme Court. The Associated Press declared Trump the winner at 7:00 p.m. EST.</p><h2 id=\"id_773569559\" style=\"text-align: start;\">Motion filed to keep polls open later in Arizona’s Apache County after voting machine issues</h2><p>The Navajo Nation Human Rights Commission has filed a complaint in Apache County state court to keep polls there open two more hours, the commission’s executive director Leonard Gorman told CNN, after multiple polling locations reported voting machines and printers failing earlier Tuesday.</p><p style=\"text-align: start;\">Gorman told CNN that his commission — which is part of the Navajo Nation government — received reports of malfunctioning printers and voting equipment at around 10 polling places out of around 30 total voting locations in the county.</p><p style=\"text-align: start;\">An Arizona state official told CNN they heard issues with Apache County voting equipment were resolved earlier this afternoon, adding the county is working with the Navajo Nation to avoid litigation. CNN has reached out to the Arizona Secretary of State’s office for comment.</p><p style=\"text-align: start;\">But Gorman told CNN he has heard reports from Navajo voters of issues persisting in some locations and said it has caused some voters to leave the voting line and not cast their ballots.</p><p style=\"text-align: start;\">“My personal experience has been worse than the past,” Gorman told CNN.</p><p style=\"text-align: start;\">Apache County is located in the northeast corner of Arizona and much of the county is home to the Navajo Nation.</p><h2 id=\"id_3307634566\" style=\"text-align: start;\">Kentucky judge denies request to extend voting hours in Jefferson County after reports of delays</h2><p>A Kentucky judge denied a request to extend voting hours in Jefferson County after reports of extensive delays in Louisville on Tuesday.</p><p style=\"text-align: start;\">Jefferson Circuit Court Judge Eric Haner denied a request from the Kentucky Democratic Party to extend voting by two hours, from 6 p.m. local time to 8 p.m., after reports of “significant county-wide delays,” according to the complaint seeking immediate relief shared with CNN.</p><p style=\"text-align: start;\">In denying the request, Haner said the Democrats failed to establish how many voters were impacted by the delays and failed to prove that voters were denied the right to vote based on the voting machine issues.</p><p style=\"text-align: start;\">The complaint alleged there were “systemic issues” with Jefferson County’s electronic systems.</p><p>“The machines shut down, crashed or otherwise had errors in finding voters such that there were numerous periods of time when we were unable check-in voters or issue ballots” clerk Rosalind Welch said in her declaration.</p><p style=\"text-align: start;\">Welch said as a result, “the longest wait time we experienced was approximately 2 hours and 30 minutes due to multiple technical errors.”</p><h2 id=\"id_3969908227\" style=\"text-align: start;\">Pennsylvania judge orders county election official to refrain from hand-counting votes</h2><p>A judge in Fayette County, Pennsylvania, has ordered a poll official in Washington Township to allow votes to be sent to the county election bureau for tabulation when voting ends “without a hand count or manual tabulation of the votes cast for any office.”</p><p style=\"text-align: start;\">Earlier Tuesday, the Fayette County Election Bureau in southwestern Pennsylvania filed an emergency petition asking the judge to order an election official not to hand-count votes in the township where he’s an election judge because it’s against county protocol.</p><p style=\"text-align: start;\">Vincent Manetta, the judge of election for Washington Township — which falls within Fayette County — has said he intends “to remove the ballots from the ballot box and audit or hand count the votes cast for each presidential candidate that after the polls close,” according to the emergency petition filed late Tuesday afternoon.</p><p style=\"text-align: start;\">“Despite being instructed by the Election Director and the solicitor that he could not act outside of the statute by performing a hand audit or manual tabulation of the votes cast for each presidential candidate, Mr. [Vincent] Manetta indicated that it was still his intention to perform that count at the precinct,” the filing said.</p><p style=\"text-align: start;\">If the Washington Township election judge fails to comply, the county sheriff’s office has been ordered to dispatch an escort to accompany a poll worker with the voting materials to the Fayette County Election Bureau per protocol, the judge’s ruling said.</p><p style=\"text-align: start;\">The judge’s ruling also orders the sheriff’s office to similarly escort any other Fayette County precinct “which is acting outside of the authority outlined” in the state’s election code.</p><h2 id=\"id_3903283325\" style=\"text-align: start;\">Absentee re-run process in Milwaukee will delay counting process by about 1 hour, official says</h2><p>It’s likely that the Milwaukee absentee ballot re-run counting process would only be delayed by about an hour or so, according to Ann Jacobs, the chair of the Wisconsin Elections Commission.</p><p style=\"text-align: start;\">“Those ballots have already been flattened, they’ve already been successfully through the machine,” Jacobs told CNN. “So my hope is that they can just get them through and they’ll go through and it shouldn’t take too much extra time.”</p><p style=\"text-align: start;\">The Milwaukee Election Commission (MEC) said in a statement that there is no estimate of how long the delay will be.</p><p>“It appears some doors were not fully secured by election officials,” the commission said in a statement, explaining its decision. “The City of Milwaukee has no doubt regarding the integrity of the election. However, in order to eliminate any doubt to be fully transparent, the MEC has decided to start the tabulation process over for all ballots at Central Count. This decision was made in consultation with both Republican and Democratic officials. Approximately 31,000 ballots will be re-tabulated.”</p><p style=\"text-align: start;\">The Republican National Committee co-chairs, Michael Whatley and Lara Trump, blasted Milwaukee over the error, calling it “an unacceptable example of incompetent election administration in a key swing state” and suggesting it would be “wildly extending the counting timeline.”</p><p style=\"text-align: start;\">“Voters deserve better and we are unambiguously calling on Milwaukee’s officials to do their jobs and count ballots quickly and effectively,” Whatley and Trump said. “Anything less undermines voter confidence.”</p><p style=\"text-align: start;\">But Jacobs said she thought Milwaukee officials were making the right move — in part to instill confidence in the count.</p><p style=\"text-align: start;\">“You can’t wait to see who wins to then decide if you’re going to re-run the ballots,” she said. “This had to be made today, it had to be made now, and they made the right decision.”</p><h2 id=\"id_1115294140\" style=\"text-align: start;\">Election official: 4 Arizona locations received &#34;unsubstantiated&#34; bomb threats believed to originate in Russia</h2><p>There were “unsubstantiated” bomb threats made to four locations in Navajo County, Arizona, and state officials have “reason to believe” that the threats originated in Russia, Arizona Secretary of State Adrian Fontes said Tuesday afternoon.</p><p style=\"text-align: start;\">“We have no reason to believe that any of our voters or any of our polling places are in any sort of jeopardy,” Fontes, a Democrat, told at a media briefing.</p><p>“This is another, we believe, probing attack,” he said. “We also have reason to believe — although I won’t get into specifics — that this comes from one of our foreign enemies, namely Russia.”</p><p style=\"text-align: start;\">Arizona joins a list of states, including Georgia, Michigan and Wisconsin, that have reportedly received suspected Russian-sourced bomb threats.</p><h2 id=\"id_2381301350\" style=\"text-align: start;\">Voting suspended at 5 locations in Georgia&#39;s DeKalb County due to bomb threats</h2><p>Bomb threats were called in to five voting locations in Georgia’s DeKalb County, as well as two other locations that are not polling places, according to a press release by the county, which says police are performing bombs sweeps at the seven total locations.</p><p>“Every asset that we have will be deployed to ensure that every citizen who wants to vote will be given that opportunity and every vote cast will be counted,” DeKalb County CEO Michael Thurmond said in the release.</p><p style=\"text-align: start;\">DeKalb County’s Office of Voter Registration and Elections said that voting has been suspended at the polling places.</p><p style=\"text-align: start;\">“Out of an abundance of caution, we are suspending voting at these polling locations until we have clearance from DeKalb Police to reopen the facilities,” said DeKalb Voter Registration and Elections Executive Director Keisha Smith in the release, which also said the county is going to court for an emergency order to extend voting hours at the affected polling places.</p><p style=\"text-align: start;\">The locations include a church, two libraries, a community center and a senior center.</p><p style=\"text-align: start;\">These bomb threats are in addition to the threats called in at other counties in Georgia that a US official told CNN were suspected to have originated from Russia and deemed non-credible.</p><h2 id=\"id_3543755533\" style=\"text-align: start;\">At least 182,000 registered voters in Philadelphia cast early ballots, official says</h2><p>At least 182,000 registered voters in Philadelphia cast their ballots early in the election, an election official told CNN.</p><p>That’s apart from the remaining ballots that the city has yet to pick up from drop-off locations and the votes cast in-person Tuesday.</p><p>The first release of early ballots will take place right after polls close – a target of 75,000 to 100,000 ballots, according to the official. Registered voters have until 8 p.m. ET to pick up their ballots after the polls close, the official said.</p><h2 id=\"id_101273199\" style=\"text-align: start;\">Around 10 Georgia polling sites will stay open late due to disruptions from non-credible threats, official says</h2><p>Around 10 polling locations in a “handful” of Georgia counties will stay open late due to non-credible threats that briefly disrupted voting, according to Georgia Secretary of State Brad Raffensperger.</p><p style=\"text-align: start;\">“It’s probably in that 10 number, plus or minus,” Raffensperger said, referring to the number of polling locations where voting will be extended past 7 p.m. ET, when the voting is scheduled to stop.</p><p style=\"text-align: start;\">“And typically, it’s about 20 to 40 minutes,” Raffensperger said of the extensions. “Most of them are like 20 to 30 minutes, I think there is one that was a little bit larger than 40 minutes but that’s kind of the range right there.”</p><p style=\"text-align: start;\">Raffensperger said once the FBI put out information that the non-credible threats originated from Russian email domains, they “kind of tapered off.”</p><p style=\"text-align: start;\">“I guess they realized that dog won’t hunt today in Georgia,” Raffensperger said.</p><p style=\"text-align: start;\">Five polling locations in Fulton County will see voting hours extended Tuesday evening, officials there said, following a ruling by the Fulton County Superior Court. Lake Forest Elementary School will remain open until 7:10 p.m.; C.H. Gullatt Elementary School will remain open until 7:15 p.m.; Southwest Arts Center will remain open until 7:43 p.m.; and Etris Darnell Community Center and Northwood Elementary School will both remain open until 7:45 p.m.</p><p style=\"text-align: start;\">Georgia’s top election official again stressed that election day turnout across the Peach State has continued to be impressive overall.</p><p style=\"text-align: start;\">“I think where we will be today will be north of 1.1 million,” Raffensperger told reporters. “So we’ll be north of 5.2 million (total), so big turnout, great turnout.”</p><h2 id=\"id_924655466\" style=\"text-align: start;\">Milwaukee will re-tabulate 30,000 absentee ballots &#34;out of an abundance of caution&#34;</h2><p>Milwaukee, Wisconsin, will re-run about 30,000 absentee ballots through tabulating machines “out of an abundance of caution” after finding evidence that the doors on its tabulating machines had not been closed properly, city spokesperson Jeff Fleming said.</p><p>“There have been extensive discussions with election officials here in consultation with people in Madison and our attorneys, and they said, let’s make sure there’s absolutely no question, and so that part of the process will be redone,” Fleming said.</p><p style=\"text-align: start;\">All tabulating machines are being set to zero and the ballots will be put through the machines again, he said. This could add several hours to the counting process, according to Fleming, although the biggest time sink in counting is processing absentee ballots and their envelopes — which does not have to be re-done for any of these ballots.</p><p style=\"text-align: start;\">The problem with the machines was caused by human error, and “we don’t believe they were tampered with in any way,” Fleming said.</p><p style=\"text-align: start;\">“We don’t want any questions about the accuracy of the results,” Fleming said. “So we’re going to make sure that they are run correctly.”</p><h2 id=\"id_4231368811\" style=\"text-align: start;\">Two Atlanta-area precincts will extend voting due to bomb threats, as two other counties seek the same</h2><p>Two election precincts in Gwinnett County, Georgia, will remain open until 7:58 p.m. local time after they briefly closed today due to a received threat, Gwinnett County Government Communications Director Joe Sorenson tells CNN.</p><p style=\"text-align: start;\">Precincts 112 and 52, which are in the same physical space, were evacuated for approximately an hour while the bomb threat, which was deemed non-credible, was investigated.</p><p style=\"text-align: start;\">Meanwhile, Fulton County will likely seek from a court to extend polling hours at select locations affected by non-credible bomb threats until 7:30 p.m. ET, according to a Georgia official with knowledge of the request.</p><p style=\"text-align: start;\">That same official also told CNN there are two polling places in Cobb County that are permitted to stay open until 7:20 p.m. ET, the official said.</p><p style=\"text-align: start;\">Extending polling hours would push back the one-hour window of when precincts must report results, though most precincts are still expected to send in results by the original time of 7 p.m. ET.</p><p style=\"text-align: start;\">Non-credible bomb threats were received at multiple Atlanta-area voting locations on Tuesday, CNN previously reported.</p><h2 id=\"id_2634243484\" style=\"text-align: start;\">North Carolina’s elections board extends voting at 2 precincts</h2><p>North Carolina’s elections board held an emergency meeting and approved an extra half hour of voting at two precincts that reportedly were temporarily unavailable to voters earlier Tuesday after apparent technical issues.</p><p style=\"text-align: start;\">Two separate precincts — one in Burke County in the state’s western region and one in Wilson County, east of Raleigh — will now close at 8 p.m. ET Tuesday.</p><p style=\"text-align: start;\">A polling place in Wilson County had some “printer issues that led to voters not being able to vote for an hour or so,” said state election board spokesperson Patrick Gannon.</p><p style=\"text-align: start;\">An issue with a laptop in Burke County contributed to a delay at a polling place Tuesday morning, said Kenny Rhyne, the local elections director.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Fox News Projects Trump Wins US Election. These Stocks Could Beneft</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nFox News Projects Trump Wins US Election. These Stocks Could Beneft\n</h2>\n\n<h4 class=\"meta\">\n\n\n<a class=\"head\" href=\"https://laohu8.com/wemedia/1079075236\">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/8274c5b9d4c2852bfb1c4d6ce16c68ba);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Tiger Newspress </p>\n<p class=\"h-time\">2024-11-06 15:10</p>\n</div>\n\n</a>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p>Fox News projected that Republican Donald Trump has won the U.S. presidency, defeating Democrat Kamala Harris and capping a stunning political comeback four years after he left the White House.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/78e48339af9f0cac5ac380ae98faf3d5\" title=\"Fox News\" tg-width=\"1593\" tg-height=\"1317\"/><span>Fox News</span></p><p>With Trump&#39;s victory, these stocks and assets could beneft.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/b6b05d0ecae3e655eded5f23e0b99f52\" title=\"\" tg-width=\"2160\" tg-height=\"5184\"/></p><p>Campaign Official: Trump Is on His Way to His Election Night Party, Indicating He Will Make an Announcement Soon;</p><p>Harris Campaign Representative: Harris to Postpone Address to Supporters until Tomorrow.</p><p>Trump-linked stocks jumped in overnight trading as the US election progressed.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/1e0ad0404b0a921eb93da8c40cac4f84\" tg-width=\"379\" tg-height=\"272\"/></p><h2 id=\"id_1123560091\">Fox News calls Wisconsin for Donald Trump.</h2><h2 id=\"id_153716731\">Fox News calls Minnesota for Kamala Harris.</h2><h2 id=\"id_252242226\">Fox News calls Pennsylvania for Donald Trump.</h2><h2 id=\"id_196997178\">Kamala Harris wins New Hampshire</h2><p>Vice President Kamala Harris won New Hampshire on Wednesday, continuing the state’s two-decade-long streak of awarding its four electoral votes to Democrats. New Hampshire has backed Democrats in seven of the last eight presidential elections. Harris’ win comes nine months after the Democratic National Committee bypassed New Hampshire as the leadoff presidential primary. It’s the third time that Republican Donald Trump has won New Hampshire’s GOP primary but lost the state in the general election. The Associated Press declared Harris the winner at 1:16 a.m. EST.</p><h2 id=\"id_431786783\">AP Race Call: Donald Trump wins the 1st Congressional District in Nebraska and one electoral vote</h2><p>Republican Donald Trump won the electoral vote tied to Nebraska’s 1st Congressional District on Wednesday. The former president easily bested Democratic candidate and Vice President Kamala Harris in the district that includes Nebraska’s capital city of Lincoln and surrounding rural areas. The district has long favored Republican candidates. It has not backed a Democrat for president since before 1992, when the state began splitting its Electoral College votes based on the popular votes in individual congressional districts. The Associated Press declared Trump the winner at 1:01 a.m. EST.</p><h2 id=\"id_1811835266\">Donald Trump wins Georgia</h2><p>Former President Donald Trump won the swing state of Georgia on Wednesday, returning its 16 electoral votes to the Republican column. Joe Biden narrowly carried Georgia in 2020, but Republicans have won every other Georgia presidential vote since 1996. Trump tried to overturn his 2020 loss in Georgia, setting off a political and legal struggle that led to his indictment in the state. While the state has two Democratic U.S. senators, Trump’s victory proves Georgia still has a Republican bent. Six candidates appeared on Georgia ballots, but votes for Claudia De la Cruz and Cornel West weren’t counted. The Associated Press declared Trump the winner at 12:58 a.m. EST.</p><h2 id=\"id_2979939966\">Kamala Harris wins the 2nd Congressional Distri</h2><p>Democrat Kamala Harris won the electoral vote tied to Nebraska’s 2nd Congressional District on Wednesday. The sitting vice president defeated Republican and former President Donald Trump in the district centered on Nebraska’s largest city of Omaha and its surrounding suburbs. The district has earned the nickname of Nebraska’s “blue dot” after having supported two other Democrats for president in the last 16 years – former President Barack Obama in 2008 and President Joe Biden in 2020. Nebraska and Maine are the only two states that split their Electoral College votes based on the popular votes in individual congressional districts. The Associated Press declared Harris the winner at 12:08 a.m. EST.</p><h2 id=\"id_901078804\">Kamala Harris wins Hawaii</h2><p>Vice President Kamala Harris won Hawaii and the state’s four electoral votes on Wednesday. It’s the 10th straight presidential election in which Hawaii has selected the Democratic Party candidate. The state last picked a Republican for the nation’s top office 40 years ago, when Ronald Reagan emerged victorious in 1984. Hawaii is a solidly blue state, with Democrats controlling all statewide elected offices and the state’s two U.S. House seats. Democrats have also long controlled more than three-quarters of the seats in both the state House and Senate. The Associated Press declared Harris the winner at 12:00 a.m. EST.</p><h2 id=\"id_874059274\">Kamala Harris wins Virginia</h2><p>Vice President Kamala Harris won Virginia on Tuesday, adding 13 electoral votes to her tally. Harris’ victory marks the third time Donald Trump has lost the Old Dominion state. The Democratic nominee for president has won Virginia in every election since 2008. The Associated Press declared Harris the winner at 11:42 p.m. EST.</p><h2 id=\"id_801923564\">Kamala Harris wins New Mexico</h2><p>Kamala Harris won New Mexico on Tuesday, adding five electoral votes to Democrats’ tally. The Democratic Party’s influence in New Mexico has only grown over the last two decades, with former President George W. Bush being the last Republican to win the state in 2004. Harris never made any campaign stops in the state, but support in New Mexico’s more populous areas outweighed voters in conservative pockets as second-term Gov. Michelle Lujan Grisham and members of the state’s congressional delegation campaigned on the vice president’s behalf. The Associated Press declared Harris the winner at 11:33 p.m. EST.</p><h2 id=\"id_1308947370\">Kamala Harris wins Oregon</h2><p>Kamala Harris won Oregon on Tuesday, adding eight electoral votes to her tally. Oregon has one more electoral vote this cycle than it did in the previous presidential election after gaining a congressional seat following the 2020 census. The Democratic nominee for president has won Oregon since 1988. The Associated Press declared Harris the winner at 11:23 p.m. EST.</p><h2 id=\"id_2740107616\">Donald Trump wins North Carolina</h2><p>Former President Donald Trump won the battleground state of North Carolina on Tuesday. Trump receives the state’s 16 electoral votes after defeating Democratic nominee Kamala Harris. Trump also won the state in 2016 and 2020, but Democrats had been optimistic they could reverse previous outcomes with campaign spending, canvassing and Harris rallies. They also tried to link Trump to embattled Republican gubernatorial candidate Mark Robinson. But Trump and running mate JD Vance visited North Carolina often during the fall campaign, pushing a more protectionist economic agenda and promises to crack down on illegal immigration and the southern border. The Associated Press declared Trump the winner at 11:18 p.m. EST.</p><h2 id=\"id_2748115739\">Trump loses Colorado after railing against Aurora</h2><p>Trump turned the Colorado suburb of Aurora into part of his message against illegal immigration. In the end, he failed to capture the Mountain State, which has become increasingly Democratic in recent years.</p><p>Trump likened Aurora to a “war zone” overrun by a Venezuelan gang that had taken over multiple buildings. Authorities pushed back against that characterization, saying it was a single block and the area was once again safe.</p><p>Colorado is one of the several states Trump visited down the stretch outside the seven most competitive states. In recent weeks, he also campaigned in California, New Mexico and, memorably, in New York for the rally at Madison Square Garden.</p><h2 id=\"id_936858601\">Kamala Harris wins California</h2><p>Kamala Harris won California on Tuesday, giving her the largest prize in the presidential election - 54 electoral votes. The outcome in the heavily Democratic state where Harris previously served as a U.S. senator and attorney general was expected. A Republican candidate hasn’t won a presidential contest in the nation’s most populous state since 1988, and the GOP hasn’t seriously contested California in a presidential election since 2000. Registered Democrats outnumber Republicans in California by about 2-to-1, and the party holds every statewide office and dominates the Legislature and congressional delegation. The Associated Press declared Harris the winner at 11:00 p.m. EST.</p><h2 id=\"id_2166557515\">Donald Trump wins Idaho</h2><p>Former President Donald Trump won Idaho for the third consecutive election on Tuesday, adding four electoral votes to his tally. Idaho is deeply red, and the Republican presidential nominee has carried the state with more than 60% of the vote for the last several elections. The last time a Democratic presidential nominee won Idaho was 60 years ago, when Lyndon Johnson beat Republican Barry Goldwater by a narrow margin of just over 5,300 votes. The Associated Press declared Trump the winner at 11:00 p.m. EST.</p><h2 id=\"id_1547395519\">Kamala Harris wins Washington</h2><p>Vice President Kamala Harris won Washington’s 12 electoral votes on Tuesday, besting former President Donald Trump in a state where he is not popular. Washington has not gone for a Republican presidential candidate since Ronald Reagan in 1984. President Joe Biden carried Washington in 2020 with 58% of the vote to Trump’s less than 39%. The Associated Press declared Harris the winner at 11:00 p.m. EST.</p><h2 id=\"id_1632511782\">AP Race Call: Kamala Harris wins the 1st Congressional District in Maine and one electoral vote</h2><p>Voters in Maine’s 1st Congressional District, which is comprised of wealthy coastal communities, delivered an electoral vote to Democrat Kamala Harris on Tuesday. Maine is one of two states that divide electoral votes with two votes going to the statewide winner and one apiece to the winner of each congressional district. Harris won the vote in the state’s more liberal district. The rural, conservative 2nd District voted for Republican Donald Trump in 2016 and 2020. The Associated Press declared Harris the winner of Maine’s 1st District at 10:45 p.m. EST.</p><h2 id=\"id_743501235\">Donald Trump wins Iowa</h2><p>Former President Donald Trump won Iowa on Tuesday, claiming the state’s six electoral votes. Formerly considered a swing state, Iowa has proved to be a clear example of Trump’s appeal among Republican voters and his staying power in the GOP. A majority of Iowans backed Democrat Barack Obama in 2008 and 2012 but chose Trump decisively in 2016 and again in 2020. Now, after easily earning the support of Iowa’s Republican caucusgoers earlier this year and buoying his reelection bid, Trump has won the state in three consecutive presidential elections. The Associated Press declared Trump the winner at 10:40 p.m. EST.</p><h2 id=\"id_214762697\">Donald Trump wins Kansas</h2><p>Former President Donald Trump won Kansas and its six electoral votes on Tuesday. Republican candidates have carried Kansas in every presidential election since 1964, and it was the third election in a row that Trump has won the state. Kansas City-area suburbs that once were reliable GOP strongholds started leaning more Democratic after Trump was elected president in 2016, but Trump has retained his strong popularity in much of the state and particularly in rural areas. The Associated Press declared Trump the winner at 10:39 p.m. EST.</p><h2 id=\"id_292752083\">Kamala Harris wins the District of Columbia</h2><p>Vice President Kamala Harris won the District of Columbia on Tuesday, securing the capital’s three electoral votes. Harris’ win in D.C. is no surprise – the District is a longtime Democratic stronghold whose government repeatedly feuded with Republican Donald Trump when he was the president. Trump has described modern-day Washington as a crime-ridden dystopia, and Republican allies in Congress have threatened to strip D.C. of its limited autonomy. The Associated Press declared Harris the winner at 10:20 p.m. EST.</p><h2 id=\"id_1753012658\">Kamala Harris wins Colorado</h2><p>Kamala Harris won Colorado on Tuesday, picking up the state’s 10 electoral votes. Colorado was once a purple state, flipping between Democratic and Republican presidential candidates, but it has shifted blue in the past two decades. The last Republican presidential candidate to snag Colorado’s electoral votes was George W. Bush in 2004. Since then, it’s backed Democratic presidential candidates, with Joe Biden winning it handily in 2020. Colorado gained its 10th electoral vote after the 2020 census, attributed to population growth around Denver. The Associated Press declared Harris the winner at 10:08 p.m. EST.</p><h2 id=\"id_883903585\">Donald Trump wins Utah</h2><p>Donald Trump won Utah and its six electoral votes on Tuesday. The Mountain West state is a rare Republican stronghold that has in past elections only half-heartedly supported Trump, whose brash style and comments about immigrants do not sit right with some members of The Church of Jesus Christ of Latter-day Saints. Latter-day Saints, commonly known as Mormons, make up about half of Utah’s 3.4 million residents. A Democratic presidential candidate has not won in Utah since Lyndon B. Johnson in 1964. Voters have historically favored moderate Republicans in statewide elections. The Associated Press declared Trump the winner at 10:00 p.m. EST.</p><h2 id=\"id_2128788374\">Donald Trump wins Montana</h2><p>Former President Donald Trump won Montana for the third consecutive election on Tuesday, adding four electoral votes to his tally. Montana has one more electoral vote this cycle than it did in the previous two, as the state received an additional congressional seat following the 2020 census. Montana has gone to the Republican nominee for president in all but one election going back to 1968. The Associated Press declared Trump the winner at 10:00 p.m. EST.</p><h2 id=\"id_1894694512\">Donald Trump wins Missouri</h2><p>Republican Donald Trump won the reliably conservative state of Missouri on Tuesday, defeating Democrat Kamala Harris. Missouri voters overwhelmingly favored Trump over Democrats in the 2016 and 2020 elections, and he was favored to win again this year. In the past decade, the GOP has become increasingly dominant in Missouri, and Republicans now hold all statewide political offices. Republicans also hold large majorities in both legislative chambers. The Associated Press declared Trump the winner at 9:49 p.m. EST.</p><h2 id=\"id_4276432724\">Donald Trump wins the 3rd Congressional District in Nebraska and one electoral vote</h2><p>Republican Donald Trump won the electoral vote tied to Nebraska’s vast, rural 3rd Congressional District on Tuesday. The former president easily defeated Democratic candidate and Vice President Kamala Harris in the state’s most conservative of its three districts, covering 80 counties and two time zones. The district is also one of the most conservative in the country and supported Trump by about 3-to-1 in both 2016 and 2020. The last time the district voted for a Democrat to represent it in the U.S. House was in 1958. The Associated Press declared Trump the winner at 9:25 p.m. EST.</p><h2 id=\"id_614961725\">Donald Trump wins Texas</h2><p>Former President Donald Trump won Texas for the third consecutive election on Tuesday, adding 40 electoral votes to his tally. Texas gained two more electoral votes this cycle after the 2020 census. The Republican nominee for president has won Texas for nearly 50 years since Democrat Jimmy Carter carried the state in 1976. The Associated Press declared Trump the winner at 9:12 p.m. EST.</p><h2 id=\"id_1585318882\">Donald Trump wins Ohio</h2><p>Republican Donald Trump carried Ohio for a third time on Tuesday, defeating Democratic nominee Kamala Harris to capture the state’s 17 electoral votes. Support for the former president helped turn Ohio from a presidential bellwether to reliably Republican in recent years. Ohio voters supported him by wide margins in 2016 and 2020, and they delivered for him again this year. No Republican has reached the White House without carrying Ohio. In 2020, Joe Biden became the first Democrat to win the presidency without winning Ohio since John F. Kennedy in 1960. The Associated Press declared Trump the winner at 9:08 p.m. EST.</p><h2 id=\"id_1623718132\">Donald Trump wins Wyoming</h2><p>Former President Donald Trump beat Vice President Kamala Harris in deep-red Wyoming to win the least-populated state’s three electoral votes on Tuesday. One of the most Republican states by almost any measure, Wyoming gave Trump his widest margins of victory in any state in the 2020 and 2016 elections. Trump made at least one fundraising visit to Wyoming in 2024 but did not campaign in the state. He focused instead on states less certain to deliver him wins. The Associated Press declared Trump the winner at 9:00 p.m. EST.</p><h2 id=\"id_1506989875\">Donald Trump wins Louisiana</h2><p>Former President Donald Trump won Louisiana on Tuesday for the third consecutive presidential election, increasing his electoral vote tally by eight. In addition to voter support, Trump has various powerful political allies in and from the Bayou State, including House Speaker Mike Johnson, Majority Leader Steve Scalise and Gov. Jeff Landry. In Louisiana, where the GOP currently holds each statewide elected office and controls the legislature, the Republican nominee for president has won every election since 1996. Trump won Louisiana with about 58% of the vote in both 2016 and 2020. The Associated Press declared Trump the winner at 9:00 p.m. EST.</p><h2 id=\"id_178975169\">Donald Trump wins South Dakota</h2><p>Former President Donald Trump won South Dakota’s three electoral votes for president Tuesday. The Republican nominee had been expected to prevail comfortably in a state where GOP voters outnumber Democrats by more than 2-to-1. No Democratic nominee has carried South Dakota since President Lyndon Johnson won in 1964. Trump received nearly 62% of the vote in each of his previous runs for president, and both times his margin was more than 26 percentage points. Almost 51% of the state’s 616,000 registered voters are Republicans, while fewer than 24% are Democrats. The Associated Press declared Trump the winner at 9:00 p.m. EST.</p><h2 id=\"id_2768408390\">Donald Trump wins North Dakota</h2><p>Former President Donald Trump won North Dakota’s three electoral votes on Tuesday. His victory continues a decadeslong streak of Republican presidential wins in the conservative state known for its agriculture and energy production. The last Democratic presidential candidate to win the state was President Lyndon B. Johnson in 1964. North Dakota has about 784,000 residents. The Associated Press declared Trump the winner at 9:00 p.m. EST.</p><h2 id=\"id_2469656713\">Kamala Harris wins New York</h2><p>Vice President Kamala Harris won New York’s presidential contest on Tuesday, picking up the state’s 28 electoral votes. New York has now voted for the Democrat in every presidential contest since giving Ronald Reagan the nod in his landslide 1984 election. Former President Donald Trump has consistently struggled to gain traction in his home state, losing New York in each of his three runs for the White House. New York’s electoral vote haul is the fourth richest, after California, Texas and Florida, but has one fewer vote than it did four years ago due to population shifts. The Associated Press declared Harris the winner at 9:00 p.m. EST.</p><h2 id=\"id_416964774\">Donald Trump wins the statewide vote in Nebraska and two electoral votes</h2><p>Republican Donald Trump won the statewide popular vote in Nebraska for the third consecutive election on Tuesday, receiving two electoral college votes. Nebraska is one of two states that divide electoral votes with two votes going to the statewide winner and one apiece to the winner of each congressional district. Trump won Nebraska by 25 percentage points in 2016 and by 19 points four years later. The last Democratic presidential nominee to win the statewide popular vote in Nebraska was Lyndon B. Johnson in 1964. The AP declared Trump the winner at 9:00 p.m. EST.</p><h2 id=\"id_3154310403\">Kamala Harris wins Illinois</h2><p>Vice President Kamala Harris won Illinois on Tuesday, claiming the state’s 19 electoral votes for Democrats. The reliably blue state, the home of former President Barack Obama, has supported Democratic presidential candidates since 1992. The Associated Press declared Harris the winner at 8:38 p.m. EST.</p><h2 id=\"id_4277637791\">Kamala Harris wins Delaware</h2><p>Democrat Kamala Harris won Delaware’s presidential contest Tuesday, easily defeating Republican Donald Trump. Harris’ victory in solid-blue Delaware was a foregone conclusion, given the stranglehold Democrats have held on the state’s three electoral votes for decades. The last Republican presidential candidate to win in Delaware was George H.W. Bush in 1988. That’s also the last time Delaware voters elected a Republican governor. Delaware’s congressional delegation for years has been composed entirely of Democrats, who also control both chambers of the state legislature. The Associated Press declared Harris the winner at 8:34 p.m. EST.</p><h2 id=\"id_1374367471\">Kamala Harris wins New Jersey</h2><p>Vice President Kamala Harris won New Jersey’s 14 electoral votes on Tuesday. Harris’ victory over Republican Donald Trump continues Democrats’ dominance in the state, which has gone with the Democratic candidate for president in every election since 1988. New Jersey Democrats have nearly 1 million more registered voters than Republicans. Trump has ties to New Jersey, including golf clubs across the state. He also operated casinos in the shore resort of Atlantic City, but they ended in bankruptcy. The Associated Press declared Harris the winner at 8:30 p.m. EST.</p><h2 id=\"id_2870316003\">Donald Trump wins Arkansas</h2><p>Former President Donald Trump secured Arkansas’ six electoral votes on Tuesday, winning the heavily Republican state for the third presidential election in a row. Trump had the backing of the state’s top Republican figures, including Gov. Sarah Huckabee Sanders. Sanders, who had served as Trump’s White House press secretary, endorsed the former president’s bid and campaigned for him. Former Gov. Asa Hutchinson ran unsuccessfully for the GOP nomination and declined to endorse Trump’s reelection. Democrats have not won a presidential election in Arkansas since 1996, when native son Bill Clinton won reelection. The Associated Press declared Trump the winner at 8:30 p.m. EST.</p><h2 id=\"id_1802782428\">Donald Trump wins South Carolina</h2><p>Former President Donald Trump won South Carolina on Tuesday, earning its nine electoral votes for the third straight election. South Carolina has not voted for the Democratic nominee for president since 1976, when Democrat Jimmy Carter -- the governor of the neighboring state of Georgia -- defeated Republican President Gerald Ford throughout the South. Four years ago, Trump won 55% of the vote, matching his performance from 2016. Given the success Republicans have in the state, presidential candidates rarely spend time campaigning there. The Associated Press declared Trump the winner at 8:01 p.m. EST.</p><h2 id=\"id_1995096622\">Donald Trump wins Florida</h2><p>Donald Trump won Florida on Tuesday for the third consecutive election, earning the state’s 30 electoral votes. Once a crucial battleground state, Florida has been drifting toward the Republican Party in recent years. A Democratic presidential nominee has not won the state since Barack Obama carried it in 2012. Meanwhile, Trump grew his margin of victory in his adopted home state between 2016 and 2020. The Associated Press declared Trump the winner at 8:01 p.m. EST.</p><h2 id=\"id_3770977523\">Kamala Harris wins Rhode Island</h2><p>Vice President Kamala Harris won Rhode Island on Tuesday, giving her four electoral votes and continuing the Democrats’ dominance in the state. The last time a Republican presidential candidate won Rhode Island was in 1984, when former President Ronald Reagan defeated former Vice President Walter Mondale. President Joe Biden easily defeated former President Donald Trump in Rhode Island in 2020, winning more than 59% of the vote. Hillary Clinton also did well in the state, winning over 54% of the vote in 2016. Given the Democrats’ success in Rhode Island, presidential candidates rarely spend time campaigning in the state. The Associated Press declared Harris the winner at 8:00 p.m. EST.</p><h2 id=\"id_1859238693\">Kamala Harris wins Massachusetts</h2><p>Vice President Kamala Harris won Massachusetts on Tuesday, continuing a decadeslong streak of victories for Democratic presidential candidates in the Bay State. The last time Massachusetts backed a Republican candidate was in 1984 when voters cast their ballots for Ronald Reagan. The commonwealth and its 11 electoral votes have become one of the reliable gains for Democrats in presidential elections. In 2020, Joe Biden easily defeated Donald Trump, winning more than 65% of the vote. The state has also become a steady source of campaign cash for both Republican and Democratic candidates, though few spend time campaigning in the state. Associated Press declared Harris the winner at 8:00 p.m. EST.</p><h2 id=\"id_520379827\">Kamala Harris wins Connecticut</h2><p>Vice President Kamala Harris won Connecticut on Tuesday, extending the state’s long trend of supporting Democratic presidential candidates and adding seven electoral votes to her tally. This year marked the ninth consecutive presidential election in which Connecticut voters favored the Democratic candidate. The last Republican presidential candidate to win the state was George H.W. Bush in 1988. Former President Donald Trump has now lost Connecticut three times, first to former Secretary of State Hillary Clinton, then to Joe Biden and now to Harris. The Associated Press declared Harris the winner at 8:00 p.m. EST.</p><h2 id=\"id_3813776858\">Donald Trump wins Tennessee</h2><p>Former President Donald Trump won Tennessee on Tuesday, keeping the firmly Republican state and its 11 electoral votes in his win column. Trump won Tennessee by about 23 percentage points in 2020 and by 26 points in 2016. The state’s two Republican U.S. senators, Marsha Blackburn and Bill Hagerty, both won their first elections behind endorsements from Trump. The state has not voted for a Democrat for president since Bill Clinton’s reelection in 1996. Voters in 2000 turned on Clinton’s vice president from Tennessee, Al Gore, and voted for George W. Bush. The Associated Press declared Trump the winner at 8:00 p.m. EST.</p><h2 id=\"id_2728642074\">Donald Trump wins Oklahoma</h2><p>Former President Donald Trump won Oklahoma and its seven electoral votes on Tuesday, defeating Democratic Vice President Kamala Harris. A Democrat has not won the presidential race in Oklahoma since 1964, and Trump was heavily favored to win. The last time a Democrat won one of Oklahoma’s 77 counties in a presidential race was in 2000 when Al Gore won nine counties in the eastern part of the state during his loss to then-Texas Gov. George W. Bush. The Associated Press declared Trump the winner at 8:00 p.m. EST.</p><h2 id=\"id_3831562525\">Kamala Harris wins Maryland</h2><p>Vice President Kamala Harris won Maryland and its 10 electoral votes on Tuesday. Maryland is a heavily Democratic state that is home to many federal workers next to the nation’s capital. The state has a Black population of about 30%, the largest percentage of any state outside the Deep South. Democrats outnumber Republicans 2-1 in the state. Former President Donald Trump is deeply unpopular in Maryland. In 2020, Trump received just 32% of the vote. A Republican has not won a presidential election in the state since George H.W. Bush in 1988. The Associated Press declared Harris the winner at 8:00 p.m. EST.</p><h2 id=\"id_1314965210\">Donald Trump wins Alabama</h2><p>Former President Donald Trump won Alabama for the third consecutive election on Tuesday, adding nine electoral votes to the Republican’s tally. Democrats have not won Alabama since 1976, when Jimmy Carter carried the state. The Associated Press declared Trump the winner at 8:00 p.m. EST.</p><h2 id=\"id_3158619036\">Donald Trump wins Mississippi</h2><p>Former President Donald Trump won Mississippi on Tuesday, claiming the state’s six electoral votes and continuing a long winning streak for Republicans. The last Democratic presidential nominee to win Mississippi was Jimmy Carter in 1976. Republicans hold both of Mississippi’s U.S. Senate seats, three of its four U.S. House seats, all eight statewide offices and a wide majority in the state House and Senate. Gov. Tate Reeves and most other Republican officials in Mississippi endorsed Trump, while Democratic U.S. Rep. Bennie Thompson endorsed the Democratic nominee, Kamala Harris. The Associated Press declared Trump the winner at 8:00 p.m. EST.</p><h2 id=\"id_2925250206\">Donald Trump wins West Virginia</h2><p>Former President Donald Trump won West Virginia for the third straight presidential election cycle on Tuesday. The victory adds four electoral votes to the former president’s count. West Virginia has one fewer electoral vote this cycle after losing a congressional seat following the 2020 census. The state is one of only two where Trump won every county in 2016 and 2020. No Democrat has won the presidential election in West Virginia since Bill Clinton in 1996. Republicans control every elected partisan statewide office in West Virginia. The Associated Press declared Trump the winner at 7:30 p.m. EST.</p><h2 id=\"id_331460524\">Donald Trump wins Kentucky</h2><p>Former President Donald Trump won Kentucky for the third consecutive election on Tuesday, adding eight electoral votes to his tally. The Republican nominee for president has won Kentucky in every election since Democrat Bill Clinton carried the Bluegrass State in 1996. Kentucky’s most powerful Republican, Senate GOP leader Mitch McConnell, once called Trump “morally responsible” for the Jan. 6, 2021, Capitol attack. But in a remarkable turnaround, McConnell endorsed Trump’s bid to return to the White House. During Trump’s term, the two worked together to pass a tax cuts package and to put three conservative justices on the Supreme Court. The Associated Press declared Trump the winner at 7:00 p.m. EST.</p><h2 id=\"id_1897241717\">Kamala Harris wins Vermont</h2><p>Kamala Harris won the Democratic stronghold of Vermont on Tuesday. The small state has voted in favor of Democratic candidates in the previous eight presidential elections. Vermont Gov. Phil Scott, a Republican, has been a critic of Republican presidential nominee Donald Trump and voted for Democrat Joe Biden in the 2020 election. The Associated Press declared Harris the winner at 7:00 p.m. EST.</p><h2 id=\"id_610480627\">Donald Trump wins Indiana</h2><p>Republican Donald Trump won the presidential election in Indiana on Tuesday. The reliably conservative state, where Republicans have held the governor’s office for 20 years, gave Trump its 11 electoral votes over Democrat Kamala Harris. Indiana has been favorable toward Trump in his three races for the White House. In 2016, the year he won the presidency, and again in 2020, Trump took 57% of the Hoosier state vote. The Associated Press declared Trump the winner at 7:00 p.m. EST.</p><h2 id=\"id_1270537027\">The Associated Press reports that Trump won Indiana, Kentucky and West Virginia in the election, while Harris won Vermont</h2><p>Former President Donald Trump won West Virginia for the third straight presidential election cycle on Tuesday. The victory adds four electoral votes to the former president’s count. West Virginia has one fewer electoral vote this cycle after losing a congressional seat following the 2020 census. The state is one of only two where Trump won every county in 2016 and 2020. No Democrat has won the presidential election in West Virginia since Bill Clinton in 1996. Republicans control every elected partisan statewide office in West Virginia. The Associated Press declared Trump the winner at 7:30 p.m. EST.</p><p>Kamala Harris won the Democratic stronghold of Vermont on Tuesday. The small state has voted in favor of Democratic candidates in the previous eight presidential elections. Vermont Gov. Phil Scott, a Republican, has been a critic of Republican presidential nominee Donald Trump and voted for Democrat Joe Biden in the 2020 election. The Associated Press declared Harris the winner at 7:00 p.m. EST.</p><p>Republican Donald Trump won the presidential election in Indiana on Tuesday. The reliably conservative state, where Republicans have held the governor’s office for 20 years, gave Trump its 11 electoral votes over Democrat Kamala Harris. Indiana has been favorable toward Trump in his three races for the White House. In 2016, the year he won the presidency, and again in 2020, Trump took 57% of the Hoosier state vote. The Associated Press declared Trump the winner at 7:00 p.m. EST.</p><p>Former President Donald Trump won Kentucky for the third consecutive election on Tuesday, adding eight electoral votes to his tally. The Republican nominee for president has won Kentucky in every election since Democrat Bill Clinton carried the Bluegrass State in 1996. Kentucky’s most powerful Republican, Senate GOP leader Mitch McConnell, once called Trump “morally responsible” for the Jan. 6, 2021, Capitol attack. But in a remarkable turnaround, McConnell endorsed Trump’s bid to return to the White House. During Trump’s term, the two worked together to pass a tax cuts package and to put three conservative justices on the Supreme Court. The Associated Press declared Trump the winner at 7:00 p.m. EST.</p><h2 id=\"id_773569559\" style=\"text-align: start;\">Motion filed to keep polls open later in Arizona’s Apache County after voting machine issues</h2><p>The Navajo Nation Human Rights Commission has filed a complaint in Apache County state court to keep polls there open two more hours, the commission’s executive director Leonard Gorman told CNN, after multiple polling locations reported voting machines and printers failing earlier Tuesday.</p><p style=\"text-align: start;\">Gorman told CNN that his commission — which is part of the Navajo Nation government — received reports of malfunctioning printers and voting equipment at around 10 polling places out of around 30 total voting locations in the county.</p><p style=\"text-align: start;\">An Arizona state official told CNN they heard issues with Apache County voting equipment were resolved earlier this afternoon, adding the county is working with the Navajo Nation to avoid litigation. CNN has reached out to the Arizona Secretary of State’s office for comment.</p><p style=\"text-align: start;\">But Gorman told CNN he has heard reports from Navajo voters of issues persisting in some locations and said it has caused some voters to leave the voting line and not cast their ballots.</p><p style=\"text-align: start;\">“My personal experience has been worse than the past,” Gorman told CNN.</p><p style=\"text-align: start;\">Apache County is located in the northeast corner of Arizona and much of the county is home to the Navajo Nation.</p><h2 id=\"id_3307634566\" style=\"text-align: start;\">Kentucky judge denies request to extend voting hours in Jefferson County after reports of delays</h2><p>A Kentucky judge denied a request to extend voting hours in Jefferson County after reports of extensive delays in Louisville on Tuesday.</p><p style=\"text-align: start;\">Jefferson Circuit Court Judge Eric Haner denied a request from the Kentucky Democratic Party to extend voting by two hours, from 6 p.m. local time to 8 p.m., after reports of “significant county-wide delays,” according to the complaint seeking immediate relief shared with CNN.</p><p style=\"text-align: start;\">In denying the request, Haner said the Democrats failed to establish how many voters were impacted by the delays and failed to prove that voters were denied the right to vote based on the voting machine issues.</p><p style=\"text-align: start;\">The complaint alleged there were “systemic issues” with Jefferson County’s electronic systems.</p><p>“The machines shut down, crashed or otherwise had errors in finding voters such that there were numerous periods of time when we were unable check-in voters or issue ballots” clerk Rosalind Welch said in her declaration.</p><p style=\"text-align: start;\">Welch said as a result, “the longest wait time we experienced was approximately 2 hours and 30 minutes due to multiple technical errors.”</p><h2 id=\"id_3969908227\" style=\"text-align: start;\">Pennsylvania judge orders county election official to refrain from hand-counting votes</h2><p>A judge in Fayette County, Pennsylvania, has ordered a poll official in Washington Township to allow votes to be sent to the county election bureau for tabulation when voting ends “without a hand count or manual tabulation of the votes cast for any office.”</p><p style=\"text-align: start;\">Earlier Tuesday, the Fayette County Election Bureau in southwestern Pennsylvania filed an emergency petition asking the judge to order an election official not to hand-count votes in the township where he’s an election judge because it’s against county protocol.</p><p style=\"text-align: start;\">Vincent Manetta, the judge of election for Washington Township — which falls within Fayette County — has said he intends “to remove the ballots from the ballot box and audit or hand count the votes cast for each presidential candidate that after the polls close,” according to the emergency petition filed late Tuesday afternoon.</p><p style=\"text-align: start;\">“Despite being instructed by the Election Director and the solicitor that he could not act outside of the statute by performing a hand audit or manual tabulation of the votes cast for each presidential candidate, Mr. [Vincent] Manetta indicated that it was still his intention to perform that count at the precinct,” the filing said.</p><p style=\"text-align: start;\">If the Washington Township election judge fails to comply, the county sheriff’s office has been ordered to dispatch an escort to accompany a poll worker with the voting materials to the Fayette County Election Bureau per protocol, the judge’s ruling said.</p><p style=\"text-align: start;\">The judge’s ruling also orders the sheriff’s office to similarly escort any other Fayette County precinct “which is acting outside of the authority outlined” in the state’s election code.</p><h2 id=\"id_3903283325\" style=\"text-align: start;\">Absentee re-run process in Milwaukee will delay counting process by about 1 hour, official says</h2><p>It’s likely that the Milwaukee absentee ballot re-run counting process would only be delayed by about an hour or so, according to Ann Jacobs, the chair of the Wisconsin Elections Commission.</p><p style=\"text-align: start;\">“Those ballots have already been flattened, they’ve already been successfully through the machine,” Jacobs told CNN. “So my hope is that they can just get them through and they’ll go through and it shouldn’t take too much extra time.”</p><p style=\"text-align: start;\">The Milwaukee Election Commission (MEC) said in a statement that there is no estimate of how long the delay will be.</p><p>“It appears some doors were not fully secured by election officials,” the commission said in a statement, explaining its decision. “The City of Milwaukee has no doubt regarding the integrity of the election. However, in order to eliminate any doubt to be fully transparent, the MEC has decided to start the tabulation process over for all ballots at Central Count. This decision was made in consultation with both Republican and Democratic officials. Approximately 31,000 ballots will be re-tabulated.”</p><p style=\"text-align: start;\">The Republican National Committee co-chairs, Michael Whatley and Lara Trump, blasted Milwaukee over the error, calling it “an unacceptable example of incompetent election administration in a key swing state” and suggesting it would be “wildly extending the counting timeline.”</p><p style=\"text-align: start;\">“Voters deserve better and we are unambiguously calling on Milwaukee’s officials to do their jobs and count ballots quickly and effectively,” Whatley and Trump said. “Anything less undermines voter confidence.”</p><p style=\"text-align: start;\">But Jacobs said she thought Milwaukee officials were making the right move — in part to instill confidence in the count.</p><p style=\"text-align: start;\">“You can’t wait to see who wins to then decide if you’re going to re-run the ballots,” she said. “This had to be made today, it had to be made now, and they made the right decision.”</p><h2 id=\"id_1115294140\" style=\"text-align: start;\">Election official: 4 Arizona locations received &#34;unsubstantiated&#34; bomb threats believed to originate in Russia</h2><p>There were “unsubstantiated” bomb threats made to four locations in Navajo County, Arizona, and state officials have “reason to believe” that the threats originated in Russia, Arizona Secretary of State Adrian Fontes said Tuesday afternoon.</p><p style=\"text-align: start;\">“We have no reason to believe that any of our voters or any of our polling places are in any sort of jeopardy,” Fontes, a Democrat, told at a media briefing.</p><p>“This is another, we believe, probing attack,” he said. “We also have reason to believe — although I won’t get into specifics — that this comes from one of our foreign enemies, namely Russia.”</p><p style=\"text-align: start;\">Arizona joins a list of states, including Georgia, Michigan and Wisconsin, that have reportedly received suspected Russian-sourced bomb threats.</p><h2 id=\"id_2381301350\" style=\"text-align: start;\">Voting suspended at 5 locations in Georgia&#39;s DeKalb County due to bomb threats</h2><p>Bomb threats were called in to five voting locations in Georgia’s DeKalb County, as well as two other locations that are not polling places, according to a press release by the county, which says police are performing bombs sweeps at the seven total locations.</p><p>“Every asset that we have will be deployed to ensure that every citizen who wants to vote will be given that opportunity and every vote cast will be counted,” DeKalb County CEO Michael Thurmond said in the release.</p><p style=\"text-align: start;\">DeKalb County’s Office of Voter Registration and Elections said that voting has been suspended at the polling places.</p><p style=\"text-align: start;\">“Out of an abundance of caution, we are suspending voting at these polling locations until we have clearance from DeKalb Police to reopen the facilities,” said DeKalb Voter Registration and Elections Executive Director Keisha Smith in the release, which also said the county is going to court for an emergency order to extend voting hours at the affected polling places.</p><p style=\"text-align: start;\">The locations include a church, two libraries, a community center and a senior center.</p><p style=\"text-align: start;\">These bomb threats are in addition to the threats called in at other counties in Georgia that a US official told CNN were suspected to have originated from Russia and deemed non-credible.</p><h2 id=\"id_3543755533\" style=\"text-align: start;\">At least 182,000 registered voters in Philadelphia cast early ballots, official says</h2><p>At least 182,000 registered voters in Philadelphia cast their ballots early in the election, an election official told CNN.</p><p>That’s apart from the remaining ballots that the city has yet to pick up from drop-off locations and the votes cast in-person Tuesday.</p><p>The first release of early ballots will take place right after polls close – a target of 75,000 to 100,000 ballots, according to the official. Registered voters have until 8 p.m. ET to pick up their ballots after the polls close, the official said.</p><h2 id=\"id_101273199\" style=\"text-align: start;\">Around 10 Georgia polling sites will stay open late due to disruptions from non-credible threats, official says</h2><p>Around 10 polling locations in a “handful” of Georgia counties will stay open late due to non-credible threats that briefly disrupted voting, according to Georgia Secretary of State Brad Raffensperger.</p><p style=\"text-align: start;\">“It’s probably in that 10 number, plus or minus,” Raffensperger said, referring to the number of polling locations where voting will be extended past 7 p.m. ET, when the voting is scheduled to stop.</p><p style=\"text-align: start;\">“And typically, it’s about 20 to 40 minutes,” Raffensperger said of the extensions. “Most of them are like 20 to 30 minutes, I think there is one that was a little bit larger than 40 minutes but that’s kind of the range right there.”</p><p style=\"text-align: start;\">Raffensperger said once the FBI put out information that the non-credible threats originated from Russian email domains, they “kind of tapered off.”</p><p style=\"text-align: start;\">“I guess they realized that dog won’t hunt today in Georgia,” Raffensperger said.</p><p style=\"text-align: start;\">Five polling locations in Fulton County will see voting hours extended Tuesday evening, officials there said, following a ruling by the Fulton County Superior Court. Lake Forest Elementary School will remain open until 7:10 p.m.; C.H. Gullatt Elementary School will remain open until 7:15 p.m.; Southwest Arts Center will remain open until 7:43 p.m.; and Etris Darnell Community Center and Northwood Elementary School will both remain open until 7:45 p.m.</p><p style=\"text-align: start;\">Georgia’s top election official again stressed that election day turnout across the Peach State has continued to be impressive overall.</p><p style=\"text-align: start;\">“I think where we will be today will be north of 1.1 million,” Raffensperger told reporters. “So we’ll be north of 5.2 million (total), so big turnout, great turnout.”</p><h2 id=\"id_924655466\" style=\"text-align: start;\">Milwaukee will re-tabulate 30,000 absentee ballots &#34;out of an abundance of caution&#34;</h2><p>Milwaukee, Wisconsin, will re-run about 30,000 absentee ballots through tabulating machines “out of an abundance of caution” after finding evidence that the doors on its tabulating machines had not been closed properly, city spokesperson Jeff Fleming said.</p><p>“There have been extensive discussions with election officials here in consultation with people in Madison and our attorneys, and they said, let’s make sure there’s absolutely no question, and so that part of the process will be redone,” Fleming said.</p><p style=\"text-align: start;\">All tabulating machines are being set to zero and the ballots will be put through the machines again, he said. This could add several hours to the counting process, according to Fleming, although the biggest time sink in counting is processing absentee ballots and their envelopes — which does not have to be re-done for any of these ballots.</p><p style=\"text-align: start;\">The problem with the machines was caused by human error, and “we don’t believe they were tampered with in any way,” Fleming said.</p><p style=\"text-align: start;\">“We don’t want any questions about the accuracy of the results,” Fleming said. “So we’re going to make sure that they are run correctly.”</p><h2 id=\"id_4231368811\" style=\"text-align: start;\">Two Atlanta-area precincts will extend voting due to bomb threats, as two other counties seek the same</h2><p>Two election precincts in Gwinnett County, Georgia, will remain open until 7:58 p.m. local time after they briefly closed today due to a received threat, Gwinnett County Government Communications Director Joe Sorenson tells CNN.</p><p style=\"text-align: start;\">Precincts 112 and 52, which are in the same physical space, were evacuated for approximately an hour while the bomb threat, which was deemed non-credible, was investigated.</p><p style=\"text-align: start;\">Meanwhile, Fulton County will likely seek from a court to extend polling hours at select locations affected by non-credible bomb threats until 7:30 p.m. ET, according to a Georgia official with knowledge of the request.</p><p style=\"text-align: start;\">That same official also told CNN there are two polling places in Cobb County that are permitted to stay open until 7:20 p.m. ET, the official said.</p><p style=\"text-align: start;\">Extending polling hours would push back the one-hour window of when precincts must report results, though most precincts are still expected to send in results by the original time of 7 p.m. ET.</p><p style=\"text-align: start;\">Non-credible bomb threats were received at multiple Atlanta-area voting locations on Tuesday, CNN previously reported.</p><h2 id=\"id_2634243484\" style=\"text-align: start;\">North Carolina’s elections board extends voting at 2 precincts</h2><p>North Carolina’s elections board held an emergency meeting and approved an extra half hour of voting at two precincts that reportedly were temporarily unavailable to voters earlier Tuesday after apparent technical issues.</p><p style=\"text-align: start;\">Two separate precincts — one in Burke County in the state’s western region and one in Wilson County, east of Raleigh — will now close at 8 p.m. ET Tuesday.</p><p style=\"text-align: start;\">A polling place in Wilson County had some “printer issues that led to voters not being able to vote for an hour or so,” said state election board spokesperson Patrick Gannon.</p><p style=\"text-align: start;\">An issue with a laptop in Burke County contributed to a delay at a polling place Tuesday morning, said Kenny Rhyne, the local elections director.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"TSLA":"特斯拉","DJT":"特朗普媒体科技集团"},"source_url":"https://apnews.com/live/trump-harris-election-updates-11-5-2024#00000192-fefd-dc56-a39e-ffffa4120000","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1121136442","content_text":"Fox News projected that Republican Donald Trump has won the U.S. presidency, defeating Democrat Kamala Harris and capping a stunning political comeback four years after he left the White House.Fox NewsWith Trump's victory, these stocks and assets could beneft.Campaign Official: Trump Is on His Way to His Election Night Party, Indicating He Will Make an Announcement Soon;Harris Campaign Representative: Harris to Postpone Address to Supporters until Tomorrow.Trump-linked stocks jumped in overnight trading as the US election progressed.Fox News calls Wisconsin for Donald Trump.Fox News calls Minnesota for Kamala Harris.Fox News calls Pennsylvania for Donald Trump.Kamala Harris wins New HampshireVice President Kamala Harris won New Hampshire on Wednesday, continuing the state’s two-decade-long streak of awarding its four electoral votes to Democrats. New Hampshire has backed Democrats in seven of the last eight presidential elections. Harris’ win comes nine months after the Democratic National Committee bypassed New Hampshire as the leadoff presidential primary. It’s the third time that Republican Donald Trump has won New Hampshire’s GOP primary but lost the state in the general election. The Associated Press declared Harris the winner at 1:16 a.m. EST.AP Race Call: Donald Trump wins the 1st Congressional District in Nebraska and one electoral voteRepublican Donald Trump won the electoral vote tied to Nebraska’s 1st Congressional District on Wednesday. The former president easily bested Democratic candidate and Vice President Kamala Harris in the district that includes Nebraska’s capital city of Lincoln and surrounding rural areas. The district has long favored Republican candidates. It has not backed a Democrat for president since before 1992, when the state began splitting its Electoral College votes based on the popular votes in individual congressional districts. The Associated Press declared Trump the winner at 1:01 a.m. EST.Donald Trump wins GeorgiaFormer President Donald Trump won the swing state of Georgia on Wednesday, returning its 16 electoral votes to the Republican column. Joe Biden narrowly carried Georgia in 2020, but Republicans have won every other Georgia presidential vote since 1996. Trump tried to overturn his 2020 loss in Georgia, setting off a political and legal struggle that led to his indictment in the state. While the state has two Democratic U.S. senators, Trump’s victory proves Georgia still has a Republican bent. Six candidates appeared on Georgia ballots, but votes for Claudia De la Cruz and Cornel West weren’t counted. The Associated Press declared Trump the winner at 12:58 a.m. EST.Kamala Harris wins the 2nd Congressional DistriDemocrat Kamala Harris won the electoral vote tied to Nebraska’s 2nd Congressional District on Wednesday. The sitting vice president defeated Republican and former President Donald Trump in the district centered on Nebraska’s largest city of Omaha and its surrounding suburbs. The district has earned the nickname of Nebraska’s “blue dot” after having supported two other Democrats for president in the last 16 years – former President Barack Obama in 2008 and President Joe Biden in 2020. Nebraska and Maine are the only two states that split their Electoral College votes based on the popular votes in individual congressional districts. The Associated Press declared Harris the winner at 12:08 a.m. EST.Kamala Harris wins HawaiiVice President Kamala Harris won Hawaii and the state’s four electoral votes on Wednesday. It’s the 10th straight presidential election in which Hawaii has selected the Democratic Party candidate. The state last picked a Republican for the nation’s top office 40 years ago, when Ronald Reagan emerged victorious in 1984. Hawaii is a solidly blue state, with Democrats controlling all statewide elected offices and the state’s two U.S. House seats. Democrats have also long controlled more than three-quarters of the seats in both the state House and Senate. The Associated Press declared Harris the winner at 12:00 a.m. EST.Kamala Harris wins VirginiaVice President Kamala Harris won Virginia on Tuesday, adding 13 electoral votes to her tally. Harris’ victory marks the third time Donald Trump has lost the Old Dominion state. The Democratic nominee for president has won Virginia in every election since 2008. The Associated Press declared Harris the winner at 11:42 p.m. EST.Kamala Harris wins New MexicoKamala Harris won New Mexico on Tuesday, adding five electoral votes to Democrats’ tally. The Democratic Party’s influence in New Mexico has only grown over the last two decades, with former President George W. Bush being the last Republican to win the state in 2004. Harris never made any campaign stops in the state, but support in New Mexico’s more populous areas outweighed voters in conservative pockets as second-term Gov. Michelle Lujan Grisham and members of the state’s congressional delegation campaigned on the vice president’s behalf. The Associated Press declared Harris the winner at 11:33 p.m. EST.Kamala Harris wins OregonKamala Harris won Oregon on Tuesday, adding eight electoral votes to her tally. Oregon has one more electoral vote this cycle than it did in the previous presidential election after gaining a congressional seat following the 2020 census. The Democratic nominee for president has won Oregon since 1988. The Associated Press declared Harris the winner at 11:23 p.m. EST.Donald Trump wins North CarolinaFormer President Donald Trump won the battleground state of North Carolina on Tuesday. Trump receives the state’s 16 electoral votes after defeating Democratic nominee Kamala Harris. Trump also won the state in 2016 and 2020, but Democrats had been optimistic they could reverse previous outcomes with campaign spending, canvassing and Harris rallies. They also tried to link Trump to embattled Republican gubernatorial candidate Mark Robinson. But Trump and running mate JD Vance visited North Carolina often during the fall campaign, pushing a more protectionist economic agenda and promises to crack down on illegal immigration and the southern border. The Associated Press declared Trump the winner at 11:18 p.m. EST.Trump loses Colorado after railing against AuroraTrump turned the Colorado suburb of Aurora into part of his message against illegal immigration. In the end, he failed to capture the Mountain State, which has become increasingly Democratic in recent years.Trump likened Aurora to a “war zone” overrun by a Venezuelan gang that had taken over multiple buildings. Authorities pushed back against that characterization, saying it was a single block and the area was once again safe.Colorado is one of the several states Trump visited down the stretch outside the seven most competitive states. In recent weeks, he also campaigned in California, New Mexico and, memorably, in New York for the rally at Madison Square Garden.Kamala Harris wins CaliforniaKamala Harris won California on Tuesday, giving her the largest prize in the presidential election - 54 electoral votes. The outcome in the heavily Democratic state where Harris previously served as a U.S. senator and attorney general was expected. A Republican candidate hasn’t won a presidential contest in the nation’s most populous state since 1988, and the GOP hasn’t seriously contested California in a presidential election since 2000. Registered Democrats outnumber Republicans in California by about 2-to-1, and the party holds every statewide office and dominates the Legislature and congressional delegation. The Associated Press declared Harris the winner at 11:00 p.m. EST.Donald Trump wins IdahoFormer President Donald Trump won Idaho for the third consecutive election on Tuesday, adding four electoral votes to his tally. Idaho is deeply red, and the Republican presidential nominee has carried the state with more than 60% of the vote for the last several elections. The last time a Democratic presidential nominee won Idaho was 60 years ago, when Lyndon Johnson beat Republican Barry Goldwater by a narrow margin of just over 5,300 votes. The Associated Press declared Trump the winner at 11:00 p.m. EST.Kamala Harris wins WashingtonVice President Kamala Harris won Washington’s 12 electoral votes on Tuesday, besting former President Donald Trump in a state where he is not popular. Washington has not gone for a Republican presidential candidate since Ronald Reagan in 1984. President Joe Biden carried Washington in 2020 with 58% of the vote to Trump’s less than 39%. The Associated Press declared Harris the winner at 11:00 p.m. EST.AP Race Call: Kamala Harris wins the 1st Congressional District in Maine and one electoral voteVoters in Maine’s 1st Congressional District, which is comprised of wealthy coastal communities, delivered an electoral vote to Democrat Kamala Harris on Tuesday. Maine is one of two states that divide electoral votes with two votes going to the statewide winner and one apiece to the winner of each congressional district. Harris won the vote in the state’s more liberal district. The rural, conservative 2nd District voted for Republican Donald Trump in 2016 and 2020. The Associated Press declared Harris the winner of Maine’s 1st District at 10:45 p.m. EST.Donald Trump wins IowaFormer President Donald Trump won Iowa on Tuesday, claiming the state’s six electoral votes. Formerly considered a swing state, Iowa has proved to be a clear example of Trump’s appeal among Republican voters and his staying power in the GOP. A majority of Iowans backed Democrat Barack Obama in 2008 and 2012 but chose Trump decisively in 2016 and again in 2020. Now, after easily earning the support of Iowa’s Republican caucusgoers earlier this year and buoying his reelection bid, Trump has won the state in three consecutive presidential elections. The Associated Press declared Trump the winner at 10:40 p.m. EST.Donald Trump wins KansasFormer President Donald Trump won Kansas and its six electoral votes on Tuesday. Republican candidates have carried Kansas in every presidential election since 1964, and it was the third election in a row that Trump has won the state. Kansas City-area suburbs that once were reliable GOP strongholds started leaning more Democratic after Trump was elected president in 2016, but Trump has retained his strong popularity in much of the state and particularly in rural areas. The Associated Press declared Trump the winner at 10:39 p.m. EST.Kamala Harris wins the District of ColumbiaVice President Kamala Harris won the District of Columbia on Tuesday, securing the capital’s three electoral votes. Harris’ win in D.C. is no surprise – the District is a longtime Democratic stronghold whose government repeatedly feuded with Republican Donald Trump when he was the president. Trump has described modern-day Washington as a crime-ridden dystopia, and Republican allies in Congress have threatened to strip D.C. of its limited autonomy. The Associated Press declared Harris the winner at 10:20 p.m. EST.Kamala Harris wins ColoradoKamala Harris won Colorado on Tuesday, picking up the state’s 10 electoral votes. Colorado was once a purple state, flipping between Democratic and Republican presidential candidates, but it has shifted blue in the past two decades. The last Republican presidential candidate to snag Colorado’s electoral votes was George W. Bush in 2004. Since then, it’s backed Democratic presidential candidates, with Joe Biden winning it handily in 2020. Colorado gained its 10th electoral vote after the 2020 census, attributed to population growth around Denver. The Associated Press declared Harris the winner at 10:08 p.m. EST.Donald Trump wins UtahDonald Trump won Utah and its six electoral votes on Tuesday. The Mountain West state is a rare Republican stronghold that has in past elections only half-heartedly supported Trump, whose brash style and comments about immigrants do not sit right with some members of The Church of Jesus Christ of Latter-day Saints. Latter-day Saints, commonly known as Mormons, make up about half of Utah’s 3.4 million residents. A Democratic presidential candidate has not won in Utah since Lyndon B. Johnson in 1964. Voters have historically favored moderate Republicans in statewide elections. The Associated Press declared Trump the winner at 10:00 p.m. EST.Donald Trump wins MontanaFormer President Donald Trump won Montana for the third consecutive election on Tuesday, adding four electoral votes to his tally. Montana has one more electoral vote this cycle than it did in the previous two, as the state received an additional congressional seat following the 2020 census. Montana has gone to the Republican nominee for president in all but one election going back to 1968. The Associated Press declared Trump the winner at 10:00 p.m. EST.Donald Trump wins MissouriRepublican Donald Trump won the reliably conservative state of Missouri on Tuesday, defeating Democrat Kamala Harris. Missouri voters overwhelmingly favored Trump over Democrats in the 2016 and 2020 elections, and he was favored to win again this year. In the past decade, the GOP has become increasingly dominant in Missouri, and Republicans now hold all statewide political offices. Republicans also hold large majorities in both legislative chambers. The Associated Press declared Trump the winner at 9:49 p.m. EST.Donald Trump wins the 3rd Congressional District in Nebraska and one electoral voteRepublican Donald Trump won the electoral vote tied to Nebraska’s vast, rural 3rd Congressional District on Tuesday. The former president easily defeated Democratic candidate and Vice President Kamala Harris in the state’s most conservative of its three districts, covering 80 counties and two time zones. The district is also one of the most conservative in the country and supported Trump by about 3-to-1 in both 2016 and 2020. The last time the district voted for a Democrat to represent it in the U.S. House was in 1958. The Associated Press declared Trump the winner at 9:25 p.m. EST.Donald Trump wins TexasFormer President Donald Trump won Texas for the third consecutive election on Tuesday, adding 40 electoral votes to his tally. Texas gained two more electoral votes this cycle after the 2020 census. The Republican nominee for president has won Texas for nearly 50 years since Democrat Jimmy Carter carried the state in 1976. The Associated Press declared Trump the winner at 9:12 p.m. EST.Donald Trump wins OhioRepublican Donald Trump carried Ohio for a third time on Tuesday, defeating Democratic nominee Kamala Harris to capture the state’s 17 electoral votes. Support for the former president helped turn Ohio from a presidential bellwether to reliably Republican in recent years. Ohio voters supported him by wide margins in 2016 and 2020, and they delivered for him again this year. No Republican has reached the White House without carrying Ohio. In 2020, Joe Biden became the first Democrat to win the presidency without winning Ohio since John F. Kennedy in 1960. The Associated Press declared Trump the winner at 9:08 p.m. EST.Donald Trump wins WyomingFormer President Donald Trump beat Vice President Kamala Harris in deep-red Wyoming to win the least-populated state’s three electoral votes on Tuesday. One of the most Republican states by almost any measure, Wyoming gave Trump his widest margins of victory in any state in the 2020 and 2016 elections. Trump made at least one fundraising visit to Wyoming in 2024 but did not campaign in the state. He focused instead on states less certain to deliver him wins. The Associated Press declared Trump the winner at 9:00 p.m. EST.Donald Trump wins LouisianaFormer President Donald Trump won Louisiana on Tuesday for the third consecutive presidential election, increasing his electoral vote tally by eight. In addition to voter support, Trump has various powerful political allies in and from the Bayou State, including House Speaker Mike Johnson, Majority Leader Steve Scalise and Gov. Jeff Landry. In Louisiana, where the GOP currently holds each statewide elected office and controls the legislature, the Republican nominee for president has won every election since 1996. Trump won Louisiana with about 58% of the vote in both 2016 and 2020. The Associated Press declared Trump the winner at 9:00 p.m. EST.Donald Trump wins South DakotaFormer President Donald Trump won South Dakota’s three electoral votes for president Tuesday. The Republican nominee had been expected to prevail comfortably in a state where GOP voters outnumber Democrats by more than 2-to-1. No Democratic nominee has carried South Dakota since President Lyndon Johnson won in 1964. Trump received nearly 62% of the vote in each of his previous runs for president, and both times his margin was more than 26 percentage points. Almost 51% of the state’s 616,000 registered voters are Republicans, while fewer than 24% are Democrats. The Associated Press declared Trump the winner at 9:00 p.m. EST.Donald Trump wins North DakotaFormer President Donald Trump won North Dakota’s three electoral votes on Tuesday. His victory continues a decadeslong streak of Republican presidential wins in the conservative state known for its agriculture and energy production. The last Democratic presidential candidate to win the state was President Lyndon B. Johnson in 1964. North Dakota has about 784,000 residents. The Associated Press declared Trump the winner at 9:00 p.m. EST.Kamala Harris wins New YorkVice President Kamala Harris won New York’s presidential contest on Tuesday, picking up the state’s 28 electoral votes. New York has now voted for the Democrat in every presidential contest since giving Ronald Reagan the nod in his landslide 1984 election. Former President Donald Trump has consistently struggled to gain traction in his home state, losing New York in each of his three runs for the White House. New York’s electoral vote haul is the fourth richest, after California, Texas and Florida, but has one fewer vote than it did four years ago due to population shifts. The Associated Press declared Harris the winner at 9:00 p.m. EST.Donald Trump wins the statewide vote in Nebraska and two electoral votesRepublican Donald Trump won the statewide popular vote in Nebraska for the third consecutive election on Tuesday, receiving two electoral college votes. Nebraska is one of two states that divide electoral votes with two votes going to the statewide winner and one apiece to the winner of each congressional district. Trump won Nebraska by 25 percentage points in 2016 and by 19 points four years later. The last Democratic presidential nominee to win the statewide popular vote in Nebraska was Lyndon B. Johnson in 1964. The AP declared Trump the winner at 9:00 p.m. EST.Kamala Harris wins IllinoisVice President Kamala Harris won Illinois on Tuesday, claiming the state’s 19 electoral votes for Democrats. The reliably blue state, the home of former President Barack Obama, has supported Democratic presidential candidates since 1992. The Associated Press declared Harris the winner at 8:38 p.m. EST.Kamala Harris wins DelawareDemocrat Kamala Harris won Delaware’s presidential contest Tuesday, easily defeating Republican Donald Trump. Harris’ victory in solid-blue Delaware was a foregone conclusion, given the stranglehold Democrats have held on the state’s three electoral votes for decades. The last Republican presidential candidate to win in Delaware was George H.W. Bush in 1988. That’s also the last time Delaware voters elected a Republican governor. Delaware’s congressional delegation for years has been composed entirely of Democrats, who also control both chambers of the state legislature. The Associated Press declared Harris the winner at 8:34 p.m. EST.Kamala Harris wins New JerseyVice President Kamala Harris won New Jersey’s 14 electoral votes on Tuesday. Harris’ victory over Republican Donald Trump continues Democrats’ dominance in the state, which has gone with the Democratic candidate for president in every election since 1988. New Jersey Democrats have nearly 1 million more registered voters than Republicans. Trump has ties to New Jersey, including golf clubs across the state. He also operated casinos in the shore resort of Atlantic City, but they ended in bankruptcy. The Associated Press declared Harris the winner at 8:30 p.m. EST.Donald Trump wins ArkansasFormer President Donald Trump secured Arkansas’ six electoral votes on Tuesday, winning the heavily Republican state for the third presidential election in a row. Trump had the backing of the state’s top Republican figures, including Gov. Sarah Huckabee Sanders. Sanders, who had served as Trump’s White House press secretary, endorsed the former president’s bid and campaigned for him. Former Gov. Asa Hutchinson ran unsuccessfully for the GOP nomination and declined to endorse Trump’s reelection. Democrats have not won a presidential election in Arkansas since 1996, when native son Bill Clinton won reelection. The Associated Press declared Trump the winner at 8:30 p.m. EST.Donald Trump wins South CarolinaFormer President Donald Trump won South Carolina on Tuesday, earning its nine electoral votes for the third straight election. South Carolina has not voted for the Democratic nominee for president since 1976, when Democrat Jimmy Carter -- the governor of the neighboring state of Georgia -- defeated Republican President Gerald Ford throughout the South. Four years ago, Trump won 55% of the vote, matching his performance from 2016. Given the success Republicans have in the state, presidential candidates rarely spend time campaigning there. The Associated Press declared Trump the winner at 8:01 p.m. EST.Donald Trump wins FloridaDonald Trump won Florida on Tuesday for the third consecutive election, earning the state’s 30 electoral votes. Once a crucial battleground state, Florida has been drifting toward the Republican Party in recent years. A Democratic presidential nominee has not won the state since Barack Obama carried it in 2012. Meanwhile, Trump grew his margin of victory in his adopted home state between 2016 and 2020. The Associated Press declared Trump the winner at 8:01 p.m. EST.Kamala Harris wins Rhode IslandVice President Kamala Harris won Rhode Island on Tuesday, giving her four electoral votes and continuing the Democrats’ dominance in the state. The last time a Republican presidential candidate won Rhode Island was in 1984, when former President Ronald Reagan defeated former Vice President Walter Mondale. President Joe Biden easily defeated former President Donald Trump in Rhode Island in 2020, winning more than 59% of the vote. Hillary Clinton also did well in the state, winning over 54% of the vote in 2016. Given the Democrats’ success in Rhode Island, presidential candidates rarely spend time campaigning in the state. The Associated Press declared Harris the winner at 8:00 p.m. EST.Kamala Harris wins MassachusettsVice President Kamala Harris won Massachusetts on Tuesday, continuing a decadeslong streak of victories for Democratic presidential candidates in the Bay State. The last time Massachusetts backed a Republican candidate was in 1984 when voters cast their ballots for Ronald Reagan. The commonwealth and its 11 electoral votes have become one of the reliable gains for Democrats in presidential elections. In 2020, Joe Biden easily defeated Donald Trump, winning more than 65% of the vote. The state has also become a steady source of campaign cash for both Republican and Democratic candidates, though few spend time campaigning in the state. Associated Press declared Harris the winner at 8:00 p.m. EST.Kamala Harris wins ConnecticutVice President Kamala Harris won Connecticut on Tuesday, extending the state’s long trend of supporting Democratic presidential candidates and adding seven electoral votes to her tally. This year marked the ninth consecutive presidential election in which Connecticut voters favored the Democratic candidate. The last Republican presidential candidate to win the state was George H.W. Bush in 1988. Former President Donald Trump has now lost Connecticut three times, first to former Secretary of State Hillary Clinton, then to Joe Biden and now to Harris. The Associated Press declared Harris the winner at 8:00 p.m. EST.Donald Trump wins TennesseeFormer President Donald Trump won Tennessee on Tuesday, keeping the firmly Republican state and its 11 electoral votes in his win column. Trump won Tennessee by about 23 percentage points in 2020 and by 26 points in 2016. The state’s two Republican U.S. senators, Marsha Blackburn and Bill Hagerty, both won their first elections behind endorsements from Trump. The state has not voted for a Democrat for president since Bill Clinton’s reelection in 1996. Voters in 2000 turned on Clinton’s vice president from Tennessee, Al Gore, and voted for George W. Bush. The Associated Press declared Trump the winner at 8:00 p.m. EST.Donald Trump wins OklahomaFormer President Donald Trump won Oklahoma and its seven electoral votes on Tuesday, defeating Democratic Vice President Kamala Harris. A Democrat has not won the presidential race in Oklahoma since 1964, and Trump was heavily favored to win. The last time a Democrat won one of Oklahoma’s 77 counties in a presidential race was in 2000 when Al Gore won nine counties in the eastern part of the state during his loss to then-Texas Gov. George W. Bush. The Associated Press declared Trump the winner at 8:00 p.m. EST.Kamala Harris wins MarylandVice President Kamala Harris won Maryland and its 10 electoral votes on Tuesday. Maryland is a heavily Democratic state that is home to many federal workers next to the nation’s capital. The state has a Black population of about 30%, the largest percentage of any state outside the Deep South. Democrats outnumber Republicans 2-1 in the state. Former President Donald Trump is deeply unpopular in Maryland. In 2020, Trump received just 32% of the vote. A Republican has not won a presidential election in the state since George H.W. Bush in 1988. The Associated Press declared Harris the winner at 8:00 p.m. EST.Donald Trump wins AlabamaFormer President Donald Trump won Alabama for the third consecutive election on Tuesday, adding nine electoral votes to the Republican’s tally. Democrats have not won Alabama since 1976, when Jimmy Carter carried the state. The Associated Press declared Trump the winner at 8:00 p.m. EST.Donald Trump wins MississippiFormer President Donald Trump won Mississippi on Tuesday, claiming the state’s six electoral votes and continuing a long winning streak for Republicans. The last Democratic presidential nominee to win Mississippi was Jimmy Carter in 1976. Republicans hold both of Mississippi’s U.S. Senate seats, three of its four U.S. House seats, all eight statewide offices and a wide majority in the state House and Senate. Gov. Tate Reeves and most other Republican officials in Mississippi endorsed Trump, while Democratic U.S. Rep. Bennie Thompson endorsed the Democratic nominee, Kamala Harris. The Associated Press declared Trump the winner at 8:00 p.m. EST.Donald Trump wins West VirginiaFormer President Donald Trump won West Virginia for the third straight presidential election cycle on Tuesday. The victory adds four electoral votes to the former president’s count. West Virginia has one fewer electoral vote this cycle after losing a congressional seat following the 2020 census. The state is one of only two where Trump won every county in 2016 and 2020. No Democrat has won the presidential election in West Virginia since Bill Clinton in 1996. Republicans control every elected partisan statewide office in West Virginia. The Associated Press declared Trump the winner at 7:30 p.m. EST.Donald Trump wins KentuckyFormer President Donald Trump won Kentucky for the third consecutive election on Tuesday, adding eight electoral votes to his tally. The Republican nominee for president has won Kentucky in every election since Democrat Bill Clinton carried the Bluegrass State in 1996. Kentucky’s most powerful Republican, Senate GOP leader Mitch McConnell, once called Trump “morally responsible” for the Jan. 6, 2021, Capitol attack. But in a remarkable turnaround, McConnell endorsed Trump’s bid to return to the White House. During Trump’s term, the two worked together to pass a tax cuts package and to put three conservative justices on the Supreme Court. The Associated Press declared Trump the winner at 7:00 p.m. EST.Kamala Harris wins VermontKamala Harris won the Democratic stronghold of Vermont on Tuesday. The small state has voted in favor of Democratic candidates in the previous eight presidential elections. Vermont Gov. Phil Scott, a Republican, has been a critic of Republican presidential nominee Donald Trump and voted for Democrat Joe Biden in the 2020 election. The Associated Press declared Harris the winner at 7:00 p.m. EST.Donald Trump wins IndianaRepublican Donald Trump won the presidential election in Indiana on Tuesday. The reliably conservative state, where Republicans have held the governor’s office for 20 years, gave Trump its 11 electoral votes over Democrat Kamala Harris. Indiana has been favorable toward Trump in his three races for the White House. In 2016, the year he won the presidency, and again in 2020, Trump took 57% of the Hoosier state vote. The Associated Press declared Trump the winner at 7:00 p.m. EST.The Associated Press reports that Trump won Indiana, Kentucky and West Virginia in the election, while Harris won VermontFormer President Donald Trump won West Virginia for the third straight presidential election cycle on Tuesday. The victory adds four electoral votes to the former president’s count. West Virginia has one fewer electoral vote this cycle after losing a congressional seat following the 2020 census. The state is one of only two where Trump won every county in 2016 and 2020. No Democrat has won the presidential election in West Virginia since Bill Clinton in 1996. Republicans control every elected partisan statewide office in West Virginia. The Associated Press declared Trump the winner at 7:30 p.m. EST.Kamala Harris won the Democratic stronghold of Vermont on Tuesday. The small state has voted in favor of Democratic candidates in the previous eight presidential elections. Vermont Gov. Phil Scott, a Republican, has been a critic of Republican presidential nominee Donald Trump and voted for Democrat Joe Biden in the 2020 election. The Associated Press declared Harris the winner at 7:00 p.m. EST.Republican Donald Trump won the presidential election in Indiana on Tuesday. The reliably conservative state, where Republicans have held the governor’s office for 20 years, gave Trump its 11 electoral votes over Democrat Kamala Harris. Indiana has been favorable toward Trump in his three races for the White House. In 2016, the year he won the presidency, and again in 2020, Trump took 57% of the Hoosier state vote. The Associated Press declared Trump the winner at 7:00 p.m. EST.Former President Donald Trump won Kentucky for the third consecutive election on Tuesday, adding eight electoral votes to his tally. The Republican nominee for president has won Kentucky in every election since Democrat Bill Clinton carried the Bluegrass State in 1996. Kentucky’s most powerful Republican, Senate GOP leader Mitch McConnell, once called Trump “morally responsible” for the Jan. 6, 2021, Capitol attack. But in a remarkable turnaround, McConnell endorsed Trump’s bid to return to the White House. During Trump’s term, the two worked together to pass a tax cuts package and to put three conservative justices on the Supreme Court. The Associated Press declared Trump the winner at 7:00 p.m. EST.Motion filed to keep polls open later in Arizona’s Apache County after voting machine issuesThe Navajo Nation Human Rights Commission has filed a complaint in Apache County state court to keep polls there open two more hours, the commission’s executive director Leonard Gorman told CNN, after multiple polling locations reported voting machines and printers failing earlier Tuesday.Gorman told CNN that his commission — which is part of the Navajo Nation government — received reports of malfunctioning printers and voting equipment at around 10 polling places out of around 30 total voting locations in the county.An Arizona state official told CNN they heard issues with Apache County voting equipment were resolved earlier this afternoon, adding the county is working with the Navajo Nation to avoid litigation. CNN has reached out to the Arizona Secretary of State’s office for comment.But Gorman told CNN he has heard reports from Navajo voters of issues persisting in some locations and said it has caused some voters to leave the voting line and not cast their ballots.“My personal experience has been worse than the past,” Gorman told CNN.Apache County is located in the northeast corner of Arizona and much of the county is home to the Navajo Nation.Kentucky judge denies request to extend voting hours in Jefferson County after reports of delaysA Kentucky judge denied a request to extend voting hours in Jefferson County after reports of extensive delays in Louisville on Tuesday.Jefferson Circuit Court Judge Eric Haner denied a request from the Kentucky Democratic Party to extend voting by two hours, from 6 p.m. local time to 8 p.m., after reports of “significant county-wide delays,” according to the complaint seeking immediate relief shared with CNN.In denying the request, Haner said the Democrats failed to establish how many voters were impacted by the delays and failed to prove that voters were denied the right to vote based on the voting machine issues.The complaint alleged there were “systemic issues” with Jefferson County’s electronic systems.“The machines shut down, crashed or otherwise had errors in finding voters such that there were numerous periods of time when we were unable check-in voters or issue ballots” clerk Rosalind Welch said in her declaration.Welch said as a result, “the longest wait time we experienced was approximately 2 hours and 30 minutes due to multiple technical errors.”Pennsylvania judge orders county election official to refrain from hand-counting votesA judge in Fayette County, Pennsylvania, has ordered a poll official in Washington Township to allow votes to be sent to the county election bureau for tabulation when voting ends “without a hand count or manual tabulation of the votes cast for any office.”Earlier Tuesday, the Fayette County Election Bureau in southwestern Pennsylvania filed an emergency petition asking the judge to order an election official not to hand-count votes in the township where he’s an election judge because it’s against county protocol.Vincent Manetta, the judge of election for Washington Township — which falls within Fayette County — has said he intends “to remove the ballots from the ballot box and audit or hand count the votes cast for each presidential candidate that after the polls close,” according to the emergency petition filed late Tuesday afternoon.“Despite being instructed by the Election Director and the solicitor that he could not act outside of the statute by performing a hand audit or manual tabulation of the votes cast for each presidential candidate, Mr. [Vincent] Manetta indicated that it was still his intention to perform that count at the precinct,” the filing said.If the Washington Township election judge fails to comply, the county sheriff’s office has been ordered to dispatch an escort to accompany a poll worker with the voting materials to the Fayette County Election Bureau per protocol, the judge’s ruling said.The judge’s ruling also orders the sheriff’s office to similarly escort any other Fayette County precinct “which is acting outside of the authority outlined” in the state’s election code.Absentee re-run process in Milwaukee will delay counting process by about 1 hour, official saysIt’s likely that the Milwaukee absentee ballot re-run counting process would only be delayed by about an hour or so, according to Ann Jacobs, the chair of the Wisconsin Elections Commission.“Those ballots have already been flattened, they’ve already been successfully through the machine,” Jacobs told CNN. “So my hope is that they can just get them through and they’ll go through and it shouldn’t take too much extra time.”The Milwaukee Election Commission (MEC) said in a statement that there is no estimate of how long the delay will be.“It appears some doors were not fully secured by election officials,” the commission said in a statement, explaining its decision. “The City of Milwaukee has no doubt regarding the integrity of the election. However, in order to eliminate any doubt to be fully transparent, the MEC has decided to start the tabulation process over for all ballots at Central Count. This decision was made in consultation with both Republican and Democratic officials. Approximately 31,000 ballots will be re-tabulated.”The Republican National Committee co-chairs, Michael Whatley and Lara Trump, blasted Milwaukee over the error, calling it “an unacceptable example of incompetent election administration in a key swing state” and suggesting it would be “wildly extending the counting timeline.”“Voters deserve better and we are unambiguously calling on Milwaukee’s officials to do their jobs and count ballots quickly and effectively,” Whatley and Trump said. “Anything less undermines voter confidence.”But Jacobs said she thought Milwaukee officials were making the right move — in part to instill confidence in the count.“You can’t wait to see who wins to then decide if you’re going to re-run the ballots,” she said. “This had to be made today, it had to be made now, and they made the right decision.”Election official: 4 Arizona locations received \"unsubstantiated\" bomb threats believed to originate in RussiaThere were “unsubstantiated” bomb threats made to four locations in Navajo County, Arizona, and state officials have “reason to believe” that the threats originated in Russia, Arizona Secretary of State Adrian Fontes said Tuesday afternoon.“We have no reason to believe that any of our voters or any of our polling places are in any sort of jeopardy,” Fontes, a Democrat, told at a media briefing.“This is another, we believe, probing attack,” he said. “We also have reason to believe — although I won’t get into specifics — that this comes from one of our foreign enemies, namely Russia.”Arizona joins a list of states, including Georgia, Michigan and Wisconsin, that have reportedly received suspected Russian-sourced bomb threats.Voting suspended at 5 locations in Georgia's DeKalb County due to bomb threatsBomb threats were called in to five voting locations in Georgia’s DeKalb County, as well as two other locations that are not polling places, according to a press release by the county, which says police are performing bombs sweeps at the seven total locations.“Every asset that we have will be deployed to ensure that every citizen who wants to vote will be given that opportunity and every vote cast will be counted,” DeKalb County CEO Michael Thurmond said in the release.DeKalb County’s Office of Voter Registration and Elections said that voting has been suspended at the polling places.“Out of an abundance of caution, we are suspending voting at these polling locations until we have clearance from DeKalb Police to reopen the facilities,” said DeKalb Voter Registration and Elections Executive Director Keisha Smith in the release, which also said the county is going to court for an emergency order to extend voting hours at the affected polling places.The locations include a church, two libraries, a community center and a senior center.These bomb threats are in addition to the threats called in at other counties in Georgia that a US official told CNN were suspected to have originated from Russia and deemed non-credible.At least 182,000 registered voters in Philadelphia cast early ballots, official saysAt least 182,000 registered voters in Philadelphia cast their ballots early in the election, an election official told CNN.That’s apart from the remaining ballots that the city has yet to pick up from drop-off locations and the votes cast in-person Tuesday.The first release of early ballots will take place right after polls close – a target of 75,000 to 100,000 ballots, according to the official. Registered voters have until 8 p.m. ET to pick up their ballots after the polls close, the official said.Around 10 Georgia polling sites will stay open late due to disruptions from non-credible threats, official saysAround 10 polling locations in a “handful” of Georgia counties will stay open late due to non-credible threats that briefly disrupted voting, according to Georgia Secretary of State Brad Raffensperger.“It’s probably in that 10 number, plus or minus,” Raffensperger said, referring to the number of polling locations where voting will be extended past 7 p.m. ET, when the voting is scheduled to stop.“And typically, it’s about 20 to 40 minutes,” Raffensperger said of the extensions. “Most of them are like 20 to 30 minutes, I think there is one that was a little bit larger than 40 minutes but that’s kind of the range right there.”Raffensperger said once the FBI put out information that the non-credible threats originated from Russian email domains, they “kind of tapered off.”“I guess they realized that dog won’t hunt today in Georgia,” Raffensperger said.Five polling locations in Fulton County will see voting hours extended Tuesday evening, officials there said, following a ruling by the Fulton County Superior Court. Lake Forest Elementary School will remain open until 7:10 p.m.; C.H. Gullatt Elementary School will remain open until 7:15 p.m.; Southwest Arts Center will remain open until 7:43 p.m.; and Etris Darnell Community Center and Northwood Elementary School will both remain open until 7:45 p.m.Georgia’s top election official again stressed that election day turnout across the Peach State has continued to be impressive overall.“I think where we will be today will be north of 1.1 million,” Raffensperger told reporters. “So we’ll be north of 5.2 million (total), so big turnout, great turnout.”Milwaukee will re-tabulate 30,000 absentee ballots \"out of an abundance of caution\"Milwaukee, Wisconsin, will re-run about 30,000 absentee ballots through tabulating machines “out of an abundance of caution” after finding evidence that the doors on its tabulating machines had not been closed properly, city spokesperson Jeff Fleming said.“There have been extensive discussions with election officials here in consultation with people in Madison and our attorneys, and they said, let’s make sure there’s absolutely no question, and so that part of the process will be redone,” Fleming said.All tabulating machines are being set to zero and the ballots will be put through the machines again, he said. This could add several hours to the counting process, according to Fleming, although the biggest time sink in counting is processing absentee ballots and their envelopes — which does not have to be re-done for any of these ballots.The problem with the machines was caused by human error, and “we don’t believe they were tampered with in any way,” Fleming said.“We don’t want any questions about the accuracy of the results,” Fleming said. “So we’re going to make sure that they are run correctly.”Two Atlanta-area precincts will extend voting due to bomb threats, as two other counties seek the sameTwo election precincts in Gwinnett County, Georgia, will remain open until 7:58 p.m. local time after they briefly closed today due to a received threat, Gwinnett County Government Communications Director Joe Sorenson tells CNN.Precincts 112 and 52, which are in the same physical space, were evacuated for approximately an hour while the bomb threat, which was deemed non-credible, was investigated.Meanwhile, Fulton County will likely seek from a court to extend polling hours at select locations affected by non-credible bomb threats until 7:30 p.m. ET, according to a Georgia official with knowledge of the request.That same official also told CNN there are two polling places in Cobb County that are permitted to stay open until 7:20 p.m. ET, the official said.Extending polling hours would push back the one-hour window of when precincts must report results, though most precincts are still expected to send in results by the original time of 7 p.m. ET.Non-credible bomb threats were received at multiple Atlanta-area voting locations on Tuesday, CNN previously reported.North Carolina’s elections board extends voting at 2 precinctsNorth Carolina’s elections board held an emergency meeting and approved an extra half hour of voting at two precincts that reportedly were temporarily unavailable to voters earlier Tuesday after apparent technical issues.Two separate precincts — one in Burke County in the state’s western region and one in Wilson County, east of Raleigh — will now close at 8 p.m. ET Tuesday.A polling place in Wilson County had some “printer issues that led to voters not being able to vote for an hour or so,” said state election board spokesperson Patrick Gannon.An issue with a laptop in Burke County contributed to a delay at a polling place Tuesday morning, said Kenny Rhyne, the local elections director.","news_type":1,"symbols_score_info":{"TSLA":1.1,"DJT":1.1}},"isVote":1,"tweetType":1,"viewCount":3241,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":358938180178032,"gmtCreate":1728639295837,"gmtModify":1728639299745,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"Ridiculous event filled with empty promises again with no clear timeline obviously because there is no plan. A cybervan design that is not even feasible for daily driving and at best a novelty. Stock&nbsp;will crash and burn.&nbsp;","listText":"Ridiculous event filled with empty promises again with no clear timeline obviously because there is no plan. A cybervan design that is not even feasible for daily driving and at best a novelty. Stock&nbsp;will crash and burn.&nbsp;","text":"Ridiculous event filled with empty promises again with no clear timeline obviously because there is no plan. A cybervan design that is not even feasible for daily driving and at best a novelty. Stock will crash and burn.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/358938180178032","repostId":"1109809832","repostType":2,"repost":{"id":"1109809832","kind":"news","weMediaInfo":{"introduction":"Reuters.com brings you the latest news from around the world, covering breaking news in markets, business, politics, entertainment and technology","home_visible":1,"media_name":"Reuters","id":"1032215980","head_image":"https://community-static.tradeup.com/news/4567337cbdf294b657b1fa87c5488b48"},"pubTimestamp":1728638397,"share":"https://ttm.financial/m/news/1109809832?lang=en_US&edition=fundamental","pubTime":"2024-10-11 17:19","market":"us","language":"en","title":"Tesla Robotaxi Event Was Long on Promises, but Investors Wanted More Details","url":"https://stock-news.laohu8.com/highlight/detail?id=1109809832","media":"Reuters","summary":"Tesla shares drop 4% in premarket trading after Robotaxi Event.Tesla CEO Elon Musk showcased on Thursday a long-awaited robotaxi with two gull-wing doors and no steering wheel or pedals and surprised ","content":"<html><head></head><body><p>Tesla shares drop 6% in premarket trading after Robotaxi Event.</p><p></p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/6c25e37d5d49b6f08ab37f909d061d1a\" tg-width=\"422\" tg-height=\"391\"/></p><p>For a businessman who perpetually struggles with broken promises, Elon Musk gave himself quite a to-do list Thursday night at Tesla&#39;s long-awaited Hollywood unveiling of its driverless robotaxis.</p><p style=\"text-align: start;\">After traversing the fake streets of the Warner Bros movie studio set in a sleek, silver two-door &#34;Cybercab&#34; prototype, Musk promised that the company&#39;s popular Model 3 and Model Y vehicles would be able to operate without driver supervision in California and Texas by next year.</p><p><a href=\"https://ttm.financial/RN?name=RNLive&amp;rndata=%7B%22liveId%22:%221812380015251529%22,%22type%22:1%7D\" title=\"【Live Replay】Tesla &#34;WE, ROBOT&#34; launch conference&gt;&gt;&gt;\" target=\"_blank\" class=\"\">【Live Replay】Tesla &#34;WE, ROBOT&#34; launch conference&gt;&gt;&gt;</a></p><p>He said the company would start building the fully autonomous Cybercab by 2026 at a price of less than $30,000, and showed off a robovan capable of transporting 20 people around town - products he said would reshape cities by &#34;turning parking lots into parks.&#34;</p><p style=\"text-align: start;\">Later came the dancing humanoid robots that also mixed drinks at the bar. Tesla will sell those, too, Musk said, eventually for $20,000 to $30,000 a piece. &#34;I think this will be the biggest product ever, of any kind,&#34; he declared.</p><p style=\"text-align: start;\">Thursday night&#39;s electronic dance music-infused event had the signature trappings of Musk&#39;s salesmanship, but some Tesla investors and experts said they were hoping for more concrete details on how the company plans to transform from an automaker into an autonomous driving and artificial intelligence titan with a solid business plan.</p><p>&#34;His vision is lovely, but somebody has to actualize it,&#34; said Ross Gerber, a Tesla shareholder and CEO of Gerber Kawasaki Wealth and Investment Management. &#34;For now, for the next 24 months, Tesla has to sell EVs. Why aren&#39;t we focused on that?&#34;</p><p style=\"text-align: start;\">Gerber said he was happy to see products like the Cybercab and the robovan, but hoped to also see a more traditional, lower-priced mass-market vehicle that the company could sell in the near future.</p><p>Musk had for years pledged to sell a car expected to start at about $25,000, a promise that investors saw as critical to winning new customers. Reuters reported exclusively on April 5 that Tesla had abandoned this project, initially sending Tesla shares down. Musk responded by posting later that day on X that Tesla would unveil a robotaxi on Aug. 8, which was later delayed to October.</p><p style=\"text-align: start;\">&#39;YEARS BEHIND&#39;</p><p style=\"text-align: start;\">Tesla is aiming to leapfrog incumbent self-driving players, including Alphabet&#39;s Waymo, by pursuing a lower-cost technological path that Musk believes will allow the company to scale up its autonomous vehicles far quicker than rivals.</p><p style=\"text-align: start;\">Tesla&#39;s strategy is simpler and much cheaper than that of its rivals, but has critical weaknesses. Chief among those is that the AI technology underpinning its self-driving system makes it nearly impossible to pinpoint why a crash or other failure occurred - something that could concern regulators.</p><p>&#34;Tesla software is at least years behind where Waymo is. That&#39;s the hard part. No flashy vehicle design is going to change that,&#34; said Matthew Wansley, professor at New York&#39;s Cardozo School of Law.</p><p>Tesla&#39;s rivals use similar AI and camera technology, but layer on so-called redundant systems and more-expensive sensors as a safety precaution.</p><p>Ramesh Poola, co-chief investment officer at Creative Planning, which holds Tesla shares, said he was impressed by the presentation but &#34;obviously, we were looking for more details on what exactly his future plans are going to be and how he&#39;s going to monetize this new AI and robotics.&#34;</p><p>In particular, Poola said he anticipates regulators will pose a &#34;major hurdle&#34; to Musk&#39;s plans to shift to unsupervised autonomous driving by next year. Tesla&#39;s current &#34;Full Self-Driving&#34; driver-assistance feature cannot be operated safely without a human driver paying constant attention.</p><p>&#34;He&#39;s shown the prototypes and definitely there&#39;s some excitement around it,&#34; Poola said. But widespread adoption of autonomous Cybercabs, where riders can hail rides through an Uber-style app, are still &#34;maybe three to four years away,&#34; he said.</p><p>That is not necessarily a bad thing, Poola said, adding that he will be telling clients not to sell Tesla stock. &#34;There are lots and lots of avenues to monetize this technology,&#34; he said. &#34;Cybercab may not necessarily be next year, but down the road, the viability is there.&#34;</p><p>Musk had previously said he planned to operate a fleet of self-driving Tesla taxis that passengers can hail through an app. He made no mention of the app at Thursday&#39;s event.</p><p>Tasha Keeney, director of investment analysis at Tesla investor ARK Investment Management, said she had been hoping for more specifics on the app.</p><p>However, Keeney said she was encouraged by Musk&#39;s timeline of offering an unsupervised version of its full self-driving system in Texas and California next year.</p><p>&#34;If they can do that, I don&#39;t see why they wouldn&#39;t launch a robotaxi service soon after,&#34; she said.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Tesla Robotaxi Event Was Long on Promises, but Investors Wanted More Details</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; 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}\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nTesla Robotaxi Event Was Long on Promises, but Investors Wanted More Details\n</h2>\n\n<h4 class=\"meta\">\n\n\n<a class=\"head\" href=\"https://laohu8.com/wemedia/1032215980\">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://community-static.tradeup.com/news/4567337cbdf294b657b1fa87c5488b48);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Reuters </p>\n<p class=\"h-time\">2024-10-11 17:19</p>\n</div>\n\n</a>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p>Tesla shares drop 6% in premarket trading after Robotaxi Event.</p><p></p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/6c25e37d5d49b6f08ab37f909d061d1a\" tg-width=\"422\" tg-height=\"391\"/></p><p>For a businessman who perpetually struggles with broken promises, Elon Musk gave himself quite a to-do list Thursday night at Tesla&#39;s long-awaited Hollywood unveiling of its driverless robotaxis.</p><p style=\"text-align: start;\">After traversing the fake streets of the Warner Bros movie studio set in a sleek, silver two-door &#34;Cybercab&#34; prototype, Musk promised that the company&#39;s popular Model 3 and Model Y vehicles would be able to operate without driver supervision in California and Texas by next year.</p><p><a href=\"https://ttm.financial/RN?name=RNLive&amp;rndata=%7B%22liveId%22:%221812380015251529%22,%22type%22:1%7D\" title=\"【Live Replay】Tesla &#34;WE, ROBOT&#34; launch conference&gt;&gt;&gt;\" target=\"_blank\" class=\"\">【Live Replay】Tesla &#34;WE, ROBOT&#34; launch conference&gt;&gt;&gt;</a></p><p>He said the company would start building the fully autonomous Cybercab by 2026 at a price of less than $30,000, and showed off a robovan capable of transporting 20 people around town - products he said would reshape cities by &#34;turning parking lots into parks.&#34;</p><p style=\"text-align: start;\">Later came the dancing humanoid robots that also mixed drinks at the bar. Tesla will sell those, too, Musk said, eventually for $20,000 to $30,000 a piece. &#34;I think this will be the biggest product ever, of any kind,&#34; he declared.</p><p style=\"text-align: start;\">Thursday night&#39;s electronic dance music-infused event had the signature trappings of Musk&#39;s salesmanship, but some Tesla investors and experts said they were hoping for more concrete details on how the company plans to transform from an automaker into an autonomous driving and artificial intelligence titan with a solid business plan.</p><p>&#34;His vision is lovely, but somebody has to actualize it,&#34; said Ross Gerber, a Tesla shareholder and CEO of Gerber Kawasaki Wealth and Investment Management. &#34;For now, for the next 24 months, Tesla has to sell EVs. Why aren&#39;t we focused on that?&#34;</p><p style=\"text-align: start;\">Gerber said he was happy to see products like the Cybercab and the robovan, but hoped to also see a more traditional, lower-priced mass-market vehicle that the company could sell in the near future.</p><p>Musk had for years pledged to sell a car expected to start at about $25,000, a promise that investors saw as critical to winning new customers. Reuters reported exclusively on April 5 that Tesla had abandoned this project, initially sending Tesla shares down. Musk responded by posting later that day on X that Tesla would unveil a robotaxi on Aug. 8, which was later delayed to October.</p><p style=\"text-align: start;\">&#39;YEARS BEHIND&#39;</p><p style=\"text-align: start;\">Tesla is aiming to leapfrog incumbent self-driving players, including Alphabet&#39;s Waymo, by pursuing a lower-cost technological path that Musk believes will allow the company to scale up its autonomous vehicles far quicker than rivals.</p><p style=\"text-align: start;\">Tesla&#39;s strategy is simpler and much cheaper than that of its rivals, but has critical weaknesses. Chief among those is that the AI technology underpinning its self-driving system makes it nearly impossible to pinpoint why a crash or other failure occurred - something that could concern regulators.</p><p>&#34;Tesla software is at least years behind where Waymo is. That&#39;s the hard part. No flashy vehicle design is going to change that,&#34; said Matthew Wansley, professor at New York&#39;s Cardozo School of Law.</p><p>Tesla&#39;s rivals use similar AI and camera technology, but layer on so-called redundant systems and more-expensive sensors as a safety precaution.</p><p>Ramesh Poola, co-chief investment officer at Creative Planning, which holds Tesla shares, said he was impressed by the presentation but &#34;obviously, we were looking for more details on what exactly his future plans are going to be and how he&#39;s going to monetize this new AI and robotics.&#34;</p><p>In particular, Poola said he anticipates regulators will pose a &#34;major hurdle&#34; to Musk&#39;s plans to shift to unsupervised autonomous driving by next year. Tesla&#39;s current &#34;Full Self-Driving&#34; driver-assistance feature cannot be operated safely without a human driver paying constant attention.</p><p>&#34;He&#39;s shown the prototypes and definitely there&#39;s some excitement around it,&#34; Poola said. But widespread adoption of autonomous Cybercabs, where riders can hail rides through an Uber-style app, are still &#34;maybe three to four years away,&#34; he said.</p><p>That is not necessarily a bad thing, Poola said, adding that he will be telling clients not to sell Tesla stock. &#34;There are lots and lots of avenues to monetize this technology,&#34; he said. &#34;Cybercab may not necessarily be next year, but down the road, the viability is there.&#34;</p><p>Musk had previously said he planned to operate a fleet of self-driving Tesla taxis that passengers can hail through an app. He made no mention of the app at Thursday&#39;s event.</p><p>Tasha Keeney, director of investment analysis at Tesla investor ARK Investment Management, said she had been hoping for more specifics on the app.</p><p>However, Keeney said she was encouraged by Musk&#39;s timeline of offering an unsupervised version of its full self-driving system in Texas and California next year.</p><p>&#34;If they can do that, I don&#39;t see why they wouldn&#39;t launch a robotaxi service soon after,&#34; she said.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"TSLA":"特斯拉"},"source_url":"","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1109809832","content_text":"Tesla shares drop 6% in premarket trading after Robotaxi Event.For a businessman who perpetually struggles with broken promises, Elon Musk gave himself quite a to-do list Thursday night at Tesla's long-awaited Hollywood unveiling of its driverless robotaxis.After traversing the fake streets of the Warner Bros movie studio set in a sleek, silver two-door \"Cybercab\" prototype, Musk promised that the company's popular Model 3 and Model Y vehicles would be able to operate without driver supervision in California and Texas by next year.【Live Replay】Tesla \"WE, ROBOT\" launch conference>>>He said the company would start building the fully autonomous Cybercab by 2026 at a price of less than $30,000, and showed off a robovan capable of transporting 20 people around town - products he said would reshape cities by \"turning parking lots into parks.\"Later came the dancing humanoid robots that also mixed drinks at the bar. Tesla will sell those, too, Musk said, eventually for $20,000 to $30,000 a piece. \"I think this will be the biggest product ever, of any kind,\" he declared.Thursday night's electronic dance music-infused event had the signature trappings of Musk's salesmanship, but some Tesla investors and experts said they were hoping for more concrete details on how the company plans to transform from an automaker into an autonomous driving and artificial intelligence titan with a solid business plan.\"His vision is lovely, but somebody has to actualize it,\" said Ross Gerber, a Tesla shareholder and CEO of Gerber Kawasaki Wealth and Investment Management. \"For now, for the next 24 months, Tesla has to sell EVs. Why aren't we focused on that?\"Gerber said he was happy to see products like the Cybercab and the robovan, but hoped to also see a more traditional, lower-priced mass-market vehicle that the company could sell in the near future.Musk had for years pledged to sell a car expected to start at about $25,000, a promise that investors saw as critical to winning new customers. Reuters reported exclusively on April 5 that Tesla had abandoned this project, initially sending Tesla shares down. Musk responded by posting later that day on X that Tesla would unveil a robotaxi on Aug. 8, which was later delayed to October.'YEARS BEHIND'Tesla is aiming to leapfrog incumbent self-driving players, including Alphabet's Waymo, by pursuing a lower-cost technological path that Musk believes will allow the company to scale up its autonomous vehicles far quicker than rivals.Tesla's strategy is simpler and much cheaper than that of its rivals, but has critical weaknesses. Chief among those is that the AI technology underpinning its self-driving system makes it nearly impossible to pinpoint why a crash or other failure occurred - something that could concern regulators.\"Tesla software is at least years behind where Waymo is. That's the hard part. No flashy vehicle design is going to change that,\" said Matthew Wansley, professor at New York's Cardozo School of Law.Tesla's rivals use similar AI and camera technology, but layer on so-called redundant systems and more-expensive sensors as a safety precaution.Ramesh Poola, co-chief investment officer at Creative Planning, which holds Tesla shares, said he was impressed by the presentation but \"obviously, we were looking for more details on what exactly his future plans are going to be and how he's going to monetize this new AI and robotics.\"In particular, Poola said he anticipates regulators will pose a \"major hurdle\" to Musk's plans to shift to unsupervised autonomous driving by next year. Tesla's current \"Full Self-Driving\" driver-assistance feature cannot be operated safely without a human driver paying constant attention.\"He's shown the prototypes and definitely there's some excitement around it,\" Poola said. But widespread adoption of autonomous Cybercabs, where riders can hail rides through an Uber-style app, are still \"maybe three to four years away,\" he said.That is not necessarily a bad thing, Poola said, adding that he will be telling clients not to sell Tesla stock. \"There are lots and lots of avenues to monetize this technology,\" he said. \"Cybercab may not necessarily be next year, but down the road, the viability is there.\"Musk had previously said he planned to operate a fleet of self-driving Tesla taxis that passengers can hail through an app. He made no mention of the app at Thursday's event.Tasha Keeney, director of investment analysis at Tesla investor ARK Investment Management, said she had been hoping for more specifics on the app.However, Keeney said she was encouraged by Musk's timeline of offering an unsupervised version of its full self-driving system in Texas and California next year.\"If they can do that, I don't see why they wouldn't launch a robotaxi service soon after,\" she said.","news_type":1,"symbols_score_info":{"TSLA":1.1}},"isVote":1,"tweetType":1,"viewCount":2792,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":352567686988080,"gmtCreate":1727094781314,"gmtModify":1727094785017,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"Ban Tesla in china ! Waiting on china to retaliate aaccordingly&nbsp;","listText":"Ban Tesla in china ! Waiting on china to retaliate aaccordingly&nbsp;","text":"Ban Tesla in china ! Waiting on china to retaliate aaccordingly","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":0,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/352567686988080","repostId":"1198478147","repostType":2,"repost":{"id":"1198478147","kind":"news","weMediaInfo":{"introduction":"Providing stock market headlines, business news, financials and earnings ","home_visible":1,"media_name":"Tiger Newspress","id":"1079075236","head_image":"https://static.tigerbbs.com/8274c5b9d4c2852bfb1c4d6ce16c68ba"},"pubTimestamp":1727079300,"share":"https://ttm.financial/m/news/1198478147?lang=en_US&edition=fundamental","pubTime":"2024-09-23 16:15","market":"us","language":"en","title":"NIO Stock Drops 3% As US to Propose Ban on Chinese Software, Hardware in Connected Vehicles","url":"https://stock-news.laohu8.com/highlight/detail?id=1198478147","media":"Tiger Newspress","summary":"The U.S. Commerce Department is expected on Monday to propose prohibiting Chinese software and hardware in connected and autonomous vehicles on American roads due to national security concerns, two so","content":"<html><head></head><body><p>The U.S. Commerce Department is expected on Monday to propose prohibiting Chinese software and hardware in connected and autonomous vehicles on American roads due to national security concerns, two sources told Reuters.</p><p>NIO shares dropped 2.7% in premarket trading.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/d56092b2cde0c9dd94e6916b8b607c76\" tg-width=\"879\" tg-height=\"620\"/></p><p>The Biden administration has raised serious concerns about the collection of data by Chinese companies on U.S. drivers and infrastructure as well as the potential foreign manipulation of vehicles connected to the internet and navigation systems.</p><p>The proposed regulation would ban the import and sale of vehicles from China with key communications or automated driving system software or hardware, said the two sources, who declined to be identified because the decision had not been publicly disclosed.</p><p>The move is a significant escalation in the United States&#39; ongoing restrictions on Chinese vehicles, software and components. Last week, the Biden administration locked in steep tariff hikes on Chinese imports, including a 100% duty on electric vehicles as well as new hikes on EV batteries and key minerals.</p><p>NIO&#39;s management revealed production capacity plans for the L60, the first model from sub-brand Onvo, as the model appears to be gaining good initial acceptance.</p><p style=\"text-align: left;\">Onvo L60 capacity is expected to reach 5,000 units in October and 10,000 in December, Nio founder, chairman and CEO William Li said.</p><p style=\"text-align: left;\">By January 2025, the model&#39;s capacity will reach at least 16,000 units and 20,000 units by March, Li said.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>NIO Stock Drops 3% As US to Propose Ban on Chinese Software, Hardware in Connected Vehicles</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nNIO Stock Drops 3% As US to Propose Ban on Chinese Software, Hardware in Connected Vehicles\n</h2>\n\n<h4 class=\"meta\">\n\n\n<a class=\"head\" href=\"https://laohu8.com/wemedia/1079075236\">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/8274c5b9d4c2852bfb1c4d6ce16c68ba);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Tiger Newspress </p>\n<p class=\"h-time\">2024-09-23 16:15</p>\n</div>\n\n</a>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p>The U.S. Commerce Department is expected on Monday to propose prohibiting Chinese software and hardware in connected and autonomous vehicles on American roads due to national security concerns, two sources told Reuters.</p><p>NIO shares dropped 2.7% in premarket trading.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/d56092b2cde0c9dd94e6916b8b607c76\" tg-width=\"879\" tg-height=\"620\"/></p><p>The Biden administration has raised serious concerns about the collection of data by Chinese companies on U.S. drivers and infrastructure as well as the potential foreign manipulation of vehicles connected to the internet and navigation systems.</p><p>The proposed regulation would ban the import and sale of vehicles from China with key communications or automated driving system software or hardware, said the two sources, who declined to be identified because the decision had not been publicly disclosed.</p><p>The move is a significant escalation in the United States&#39; ongoing restrictions on Chinese vehicles, software and components. Last week, the Biden administration locked in steep tariff hikes on Chinese imports, including a 100% duty on electric vehicles as well as new hikes on EV batteries and key minerals.</p><p>NIO&#39;s management revealed production capacity plans for the L60, the first model from sub-brand Onvo, as the model appears to be gaining good initial acceptance.</p><p style=\"text-align: left;\">Onvo L60 capacity is expected to reach 5,000 units in October and 10,000 in December, Nio founder, chairman and CEO William Li said.</p><p style=\"text-align: left;\">By January 2025, the model&#39;s capacity will reach at least 16,000 units and 20,000 units by March, Li said.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"NIO":"蔚来"},"source_url":"","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1198478147","content_text":"The U.S. Commerce Department is expected on Monday to propose prohibiting Chinese software and hardware in connected and autonomous vehicles on American roads due to national security concerns, two sources told Reuters.NIO shares dropped 2.7% in premarket trading.The Biden administration has raised serious concerns about the collection of data by Chinese companies on U.S. drivers and infrastructure as well as the potential foreign manipulation of vehicles connected to the internet and navigation systems.The proposed regulation would ban the import and sale of vehicles from China with key communications or automated driving system software or hardware, said the two sources, who declined to be identified because the decision had not been publicly disclosed.The move is a significant escalation in the United States' ongoing restrictions on Chinese vehicles, software and components. Last week, the Biden administration locked in steep tariff hikes on Chinese imports, including a 100% duty on electric vehicles as well as new hikes on EV batteries and key minerals.NIO's management revealed production capacity plans for the L60, the first model from sub-brand Onvo, as the model appears to be gaining good initial acceptance.Onvo L60 capacity is expected to reach 5,000 units in October and 10,000 in December, Nio founder, chairman and CEO William Li said.By January 2025, the model's capacity will reach at least 16,000 units and 20,000 units by March, Li said.","news_type":1,"symbols_score_info":{"NIO":1.1}},"isVote":1,"tweetType":1,"viewCount":2624,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":329220378632288,"gmtCreate":1721381980328,"gmtModify":1721382004602,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"Can't wait for US to be like a circus again. This guy will stop green energy, shut down semiconductorfactories in Taiwan.&nbsp;","listText":"Can't wait for US to be like a circus again. This guy will stop green energy, shut down semiconductorfactories in Taiwan.&nbsp;","text":"Can't wait for US to be like a circus again. This guy will stop green energy, shut down semiconductorfactories in Taiwan.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":0,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/329220378632288","repostId":"1144554051","repostType":2,"repost":{"id":"1144554051","kind":"news","pubTimestamp":1721367768,"share":"https://ttm.financial/m/news/1144554051?lang=en_US&edition=fundamental","pubTime":"2024-07-19 13:42","market":"us","language":"en","title":"Trump Vows Action to End Electric Vehicle \"Mandate\" on Day One","url":"https://stock-news.laohu8.com/highlight/detail?id=1144554051","media":"Bloomberg","summary":"Candidate uses address at RNC to criticize ‘green new scam’Biden has made shift to clean vehicles one of his top goalsFormer President Donald Trump used his nomination speech to take aim at President ","content":"<div>\n<p>Candidate uses address at RNC to criticize ‘green new scam’Biden has made shift to clean vehicles one of his top goalsFormer President Donald Trump used his nomination speech to take aim at President ...</p>\n\n<a href=\"https://www.bloomberg.com/news/articles/2024-07-18/biden-fine-campaign-insists-as-pressure-to-drop-out-mounts?srnd=homepage-asia\">Source Link</a>\n\n</div>\n","source":"lsy1584095487587","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Trump Vows Action to End Electric Vehicle \"Mandate\" on Day One</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nTrump Vows Action to End Electric Vehicle \"Mandate\" on Day One\n</h2>\n\n<h4 class=\"meta\">\n\n\n2024-07-19 13:42 GMT+8&nbsp;&nbsp;&nbsp;<a href=https://www.bloomberg.com/news/articles/2024-07-18/biden-fine-campaign-insists-as-pressure-to-drop-out-mounts?srnd=homepage-asia><strong>Bloomberg</strong></a>\n\n\n</h4>\n\n</header>\n<article>\n<div>\n<p>Candidate uses address at RNC to criticize ‘green new scam’Biden has made shift to clean vehicles one of his top goalsFormer President Donald Trump used his nomination speech to take aim at President ...</p>\n\n<a href=\"https://www.bloomberg.com/news/articles/2024-07-18/biden-fine-campaign-insists-as-pressure-to-drop-out-mounts?srnd=homepage-asia\">Source Link</a>\n\n</div>\n\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"XPEV":"小鹏汽车","NIO":"蔚来","LI":"理想汽车","TSLA":"特斯拉"},"source_url":"https://www.bloomberg.com/news/articles/2024-07-18/biden-fine-campaign-insists-as-pressure-to-drop-out-mounts?srnd=homepage-asia","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1144554051","content_text":"Candidate uses address at RNC to criticize ‘green new scam’Biden has made shift to clean vehicles one of his top goalsFormer President Donald Trump used his nomination speech to take aim at President Joe Biden’s electric vehicle policies, vowing to action against them on his first day in office.“I will end the electric vehicle mandate on day one,” Trump said in his address at the Republican National Convention in Milwaukee. The move would result in “saving the US auto industry from complete obliteration, which is happening right now, and saving US customers thousands and thousands of dollars per car,” he said.While the Biden administration doesn’t have a mandate on electric vehicles, critics of new air-pollution limits issued by the Environmental Protection Agency in March have said they would illegally force automakers to sell EVs.Trump’s remarks on EVs came just moments before he criticized what he said was trillions of dollars of wasteful spending “having to do with the green new scam.” He said he would instead direct the money to projects like roads, bridges and dams, though it wasn’t immediately clear how he would make good on the pledge.Trump has made no secret his disdain for electric vehicles, claiming they don’t work and will benefit China and Mexico while hurting American autoworkers. Biden, in contrast, has made the shift to battery-powered cars one of his top climate and industrial policies and has set a goal of having 50% of all new vehicle sales be electric by 2030.","news_type":1,"symbols_score_info":{"XPEV":1.1,"LI":1.1,"TSLA":1.1,"NIO":1.1}},"isVote":1,"tweetType":1,"viewCount":2854,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":326412643938472,"gmtCreate":1720714754734,"gmtModify":1720714760002,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"More like additional delay to work on the CGI to scam investors on unveiling day. Better run&nbsp;","listText":"More like additional delay to work on the CGI to scam investors on unveiling day. Better run&nbsp;","text":"More like additional delay to work on the CGI to scam investors on unveiling day. Better run","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":5,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/326412643938472","repostId":"1147882283","repostType":2,"repost":{"id":"1147882283","kind":"news","pubTimestamp":1720713336,"share":"https://ttm.financial/m/news/1147882283?lang=en_US&edition=fundamental","pubTime":"2024-07-11 23:55","market":"us","language":"en","title":"Tesla Plans to Delay Robotaxi Unveiling to October From August","url":"https://stock-news.laohu8.com/highlight/detail?id=1147882283","media":"Bloomberg","summary":"Tesla Inc. is delaying its planned robotaxi unveiling to October, from August, to allow teams working on the project more time to build additional vehicle prototypes, according to people familiar with the decision.Chief Executive Officer Elon Musk set the Aug. 8 date for the event months ago, and optimism about the impending event has contributed to an 11-day run-up in Tesla shares. The stock 6% in intraday trading Thursday shortly after Bloomberg News first reported the delay.","content":"<div>\n<p>Tesla Inc. is delaying its planned robotaxi unveiling to October, from August, to allow teams working on the project more time to build additional vehicle prototypes, according to people familiar with...</p>\n\n<a href=\"https://www.bloomberg.com/news/articles/2024-07-11/tesla-plans-to-delay-robotaxi-unveiling-to-october-from-august\">Source Link</a>\n\n</div>\n","source":"lsy1584095487587","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Tesla Plans to Delay Robotaxi Unveiling to October From August</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nTesla Plans to Delay Robotaxi Unveiling to October From August\n</h2>\n\n<h4 class=\"meta\">\n\n\n2024-07-11 23:55 GMT+8&nbsp;&nbsp;&nbsp;<a href=https://www.bloomberg.com/news/articles/2024-07-11/tesla-plans-to-delay-robotaxi-unveiling-to-october-from-august><strong>Bloomberg</strong></a>\n\n\n</h4>\n\n</header>\n<article>\n<div>\n<p>Tesla Inc. is delaying its planned robotaxi unveiling to October, from August, to allow teams working on the project more time to build additional vehicle prototypes, according to people familiar with...</p>\n\n<a href=\"https://www.bloomberg.com/news/articles/2024-07-11/tesla-plans-to-delay-robotaxi-unveiling-to-october-from-august\">Source Link</a>\n\n</div>\n\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"TSLA":"特斯拉"},"source_url":"https://www.bloomberg.com/news/articles/2024-07-11/tesla-plans-to-delay-robotaxi-unveiling-to-october-from-august","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1147882283","content_text":"Tesla Inc. is delaying its planned robotaxi unveiling to October, from August, to allow teams working on the project more time to build additional vehicle prototypes, according to people familiar with the decision.Chief Executive Officer Elon Musk set the Aug. 8 date for the event months ago, and optimism about the impending event has contributed to an 11-day run-up in Tesla shares. The stock 6% in intraday trading Thursday shortly after Bloomberg News first reported the delay.","news_type":1,"symbols_score_info":{"TSLA":1.1}},"isVote":1,"tweetType":1,"viewCount":2567,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":326008635076920,"gmtCreate":1720616034884,"gmtModify":1720619489388,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"what a load of crap. A conman&nbsp;","listText":"what a load of crap. A conman&nbsp;","text":"what a load of crap. A conman","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/326008635076920","repostId":"2450286436","repostType":2,"isVote":1,"tweetType":1,"viewCount":2052,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":304018494136504,"gmtCreate":1715244722234,"gmtModify":1715245107651,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"Shows how rotten the culture is. Efficiency will decrease with employee working under super low morale wondering if they can receive their paycheck tomorrow.&nbsp;","listText":"Shows how rotten the culture is. Efficiency will decrease with employee working under super low morale wondering if they can receive their paycheck tomorrow.&nbsp;","text":"Shows how rotten the culture is. Efficiency will decrease with employee working under super low morale wondering if they can receive their paycheck tomorrow.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":1,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/304018494136504","repostId":"1190675837","repostType":2,"repost":{"id":"1190675837","kind":"news","pubTimestamp":1715243802,"share":"https://ttm.financial/m/news/1190675837?lang=en_US&edition=fundamental","pubTime":"2024-05-09 16:36","market":"us","language":"en","title":"Tesla Ramps Up Job Cuts in China as Sales Slowdown Bites","url":"https://stock-news.laohu8.com/highlight/detail?id=1190675837","media":"Bloomberg","summary":"Layoffs affect departments from production to customer serviceMusk had won China’s in-principle approval for driving systemTesla Inc.’s job cuts are escalating in China, according to people familiar w","content":"<div>\n<p>Layoffs affect departments from production to customer serviceMusk had won China’s in-principle approval for driving systemTesla Inc.’s job cuts are escalating in China, according to people familiar ...</p>\n\n<a href=\"https://www.bloomberg.com/news/articles/2024-05-09/tesla-ramps-up-job-cuts-in-china-as-sales-slowdown-bites?srnd=homepage-asia\">Source Link</a>\n\n</div>\n","source":"lsy1584095487587","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Tesla Ramps Up Job Cuts in China as Sales Slowdown Bites</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nTesla Ramps Up Job Cuts in China as Sales Slowdown Bites\n</h2>\n\n<h4 class=\"meta\">\n\n\n2024-05-09 16:36 GMT+8&nbsp;&nbsp;&nbsp;<a href=https://www.bloomberg.com/news/articles/2024-05-09/tesla-ramps-up-job-cuts-in-china-as-sales-slowdown-bites?srnd=homepage-asia><strong>Bloomberg</strong></a>\n\n\n</h4>\n\n</header>\n<article>\n<div>\n<p>Layoffs affect departments from production to customer serviceMusk had won China’s in-principle approval for driving systemTesla Inc.’s job cuts are escalating in China, according to people familiar ...</p>\n\n<a href=\"https://www.bloomberg.com/news/articles/2024-05-09/tesla-ramps-up-job-cuts-in-china-as-sales-slowdown-bites?srnd=homepage-asia\">Source Link</a>\n\n</div>\n\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"TSLA":"特斯拉"},"source_url":"https://www.bloomberg.com/news/articles/2024-05-09/tesla-ramps-up-job-cuts-in-china-as-sales-slowdown-bites?srnd=homepage-asia","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1190675837","content_text":"Layoffs affect departments from production to customer serviceMusk had won China’s in-principle approval for driving systemTesla Inc.’s job cuts are escalating in China, according to people familiar with the matter, as Elon Musk contends with growing pressure to win back share in the world’s biggest auto market.Additional layoffs began earlier this week, extending cuts in mid-April that were part of the electric vehicle maker’s pledge to slash global headcount by more than 10%, said the people, who asked not to be identified as they’re not authorized to disclose the information publicly.The latest move affects a range of departments including customer service staff, engineers, production line workers, and the logistics team at Tesla’s Shanghai plant — home to more than half the company’s global production, according to the people. The layoffs last month more directly impacted sales representatives, they said.It’s unclear how many people will be affected and what impact it may have on Tesla’s China operations. The company’s China-based representatives did not immediately respond to requests for comments.A global slowdown in EV demand has sparked Tesla’s biggest layoffs ever. But the hit has been particularly acute in China, where intense competition from rivals like BYD Co. and weak consumer sentiment is hurting sales. Shipments from its Shanghai factory dropped 18% in April even as the overall market for new-energy vehicles grew 33%.Tesla’s China market share shrank to about 7.5% in the first quarter of 2024, from 10.5% in the same period last year, according to Bloomberg News calculations.China OverhaulIn addition to the ongoing cuts, Tesla’s China business will see the return of Tom Zhu, who previously headed the carmaker’s Asia Pacific operations and led its entry into China, Bloomberg News reported Wednesday. Zhu had been promoted to senior vice president of automotive in April 2023, a role in which he oversaw global production, sales, deliveries, service and the company’s factories from Tesla’s Austin headquarters.The layoffs come despite Tesla winning in-principle approval from government officials to deploy its driver-assistance system China, which will be an immediate revenue boost. It was granted the approval under certain conditions and managed to clear two important hurdles: reaching a mapping and navigation deal with Chinese tech giant Baidu Inc., and meeting requirements for how it handles data-security and privacy issues.Most of the laid off employees in China will receive a payout equivalent to one month’s pay for every year worked, plus an additional three months’ salary, according to one of the people. Some staff were escorted out of their workplaces by managers and some left in groups via shuttle bus, one of the people said.Globally, a growing number of executives have left Tesla, most of the company’s 500-person Supercharger team and its newly formed marketing team have been axed, and the automaker is rescinding offers just weeks before internships were set to start.","news_type":1,"symbols_score_info":{"TSLA":1.1}},"isVote":1,"tweetType":1,"viewCount":2672,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":288692642586960,"gmtCreate":1711514350948,"gmtModify":1711514354224,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"meme stock&nbsp;","listText":"meme stock&nbsp;","text":"meme stock","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":0,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/288692642586960","repostId":"1181857358","repostType":2,"repost":{"id":"1181857358","kind":"news","weMediaInfo":{"introduction":"Providing stock market headlines, business news, financials and earnings ","home_visible":1,"media_name":"Tiger Newspress","id":"1079075236","head_image":"https://static.tigerbbs.com/8274c5b9d4c2852bfb1c4d6ce16c68ba"},"pubTimestamp":1711460213,"share":"https://ttm.financial/m/news/1181857358?lang=en_US&edition=fundamental","pubTime":"2024-03-26 21:36","market":"us","language":"en","title":"Reddit Stock Gains Another 10% After Soaring 30% Yesterday","url":"https://stock-news.laohu8.com/highlight/detail?id=1181857358","media":"Tiger Newspress","summary":"Reddit shares gained another 10.1% in morning trading Tuesday after soaring 30% on Monday.The launch of options on Reddit on Monday drew a flurry of bullish bets that some analysts said helped boost the social media platform's stock after last week's strong market debut.Reddit shares soared 48% on the New York Stock Exchange as the company went public on Thursday, despite posting no annual profit since its launch in 2005.Reddit was the top percentage gainer on the New York Stock Exchange on Mond","content":"<html><head></head><body><p>Reddit shares gained another 10.1% in morning trading Tuesday after soaring 30% on Monday.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/f854c18836829b829e74cf6f00c95d31\" tg-width=\"841\" tg-height=\"621\"/></p><p>The launch of options on Reddit on Monday drew a flurry of bullish bets that some analysts said helped boost the social media platform&#39;s stock after last week&#39;s strong market debut.</p><p>Reddit shares soared 48% on the New York Stock Exchange as the company went public on Thursday, despite posting no annual profit since its launch in 2005.</p><p>Reddit was the top percentage gainer on the New York Stock Exchange on Monday, finishing up 30% at $59.80.</p><p>Some 90,000 Reddit options changed hands, with trades leaning toward bullish bets, analysts said.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Reddit Stock Gains Another 10% After Soaring 30% Yesterday</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nReddit Stock Gains Another 10% After Soaring 30% Yesterday\n</h2>\n\n<h4 class=\"meta\">\n\n\n<a class=\"head\" href=\"https://laohu8.com/wemedia/1079075236\">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/8274c5b9d4c2852bfb1c4d6ce16c68ba);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Tiger Newspress </p>\n<p class=\"h-time\">2024-03-26 21:36</p>\n</div>\n\n</a>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p>Reddit shares gained another 10.1% in morning trading Tuesday after soaring 30% on Monday.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/f854c18836829b829e74cf6f00c95d31\" tg-width=\"841\" tg-height=\"621\"/></p><p>The launch of options on Reddit on Monday drew a flurry of bullish bets that some analysts said helped boost the social media platform&#39;s stock after last week&#39;s strong market debut.</p><p>Reddit shares soared 48% on the New York Stock Exchange as the company went public on Thursday, despite posting no annual profit since its launch in 2005.</p><p>Reddit was the top percentage gainer on the New York Stock Exchange on Monday, finishing up 30% at $59.80.</p><p>Some 90,000 Reddit options changed hands, with trades leaning toward bullish bets, analysts said.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"RDDT":"Reddit"},"source_url":"","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1181857358","content_text":"Reddit shares gained another 10.1% in morning trading Tuesday after soaring 30% on Monday.The launch of options on Reddit on Monday drew a flurry of bullish bets that some analysts said helped boost the social media platform's stock after last week's strong market debut.Reddit shares soared 48% on the New York Stock Exchange as the company went public on Thursday, despite posting no annual profit since its launch in 2005.Reddit was the top percentage gainer on the New York Stock Exchange on Monday, finishing up 30% at $59.80.Some 90,000 Reddit options changed hands, with trades leaning toward bullish bets, analysts said.","news_type":1,"symbols_score_info":{"RDDT":1.1}},"isVote":1,"tweetType":1,"viewCount":1951,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":282243101413496,"gmtCreate":1709915310160,"gmtModify":1709915313801,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"Stock is already going down, too much fake media hype&nbsp;","listText":"Stock is already going down, too much fake media hype&nbsp;","text":"Stock is already going down, too much fake media hype","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/282243101413496","repostId":"2417053695","repostType":2,"repost":{"id":"2417053695","kind":"highlight","pubTimestamp":1709907356,"share":"https://ttm.financial/m/news/2417053695?lang=en_US&edition=fundamental","pubTime":"2024-03-08 22:15","market":"us","language":"en","title":"Nvidia Looks Primed for a Stock Split After $1 Trillion Rally","url":"https://stock-news.laohu8.com/highlight/detail?id=2417053695","media":"Bloomberg","summary":" -- Nvidia Corp’s scorching rally has added more than $1 trillion in value this year alone, sending it well above the level where it last split its shares. Some see the AI giant well placed to do so again.Chemical Linked to Cancer Found in Acne Creams Including Proactiv, Clearasil. Huawei Chip Breakthrough Used Tech From Two US Gear Suppliers. How Trump’s Ex-Treasury Chief Landed 2024's Highest-Profile US Bank Deal. Biden Orders Military to Build Port to Ease Gaza’s Hunger Crisis. The company last announced a four-for-one stock split in May 2021, when it was trading at about $600 per share. Today, the stock is nearing the $1,000 level, extending last year’s 240% surge. While bulls argue that its valuation based on future earnings growth is relatively cheap, some potential investors may balk at the price.In addition, no companies in the Nasdaq 100 split their stocks last year amid a market-leading tech rally. That was a reversal from just a few years earlier during the pandemic, when te","content":"<div>\n<p>Shares have blown past level where Nvidia last split stockA stock split could help entice retail traders to buy shares(Bloomberg) -- Nvidia Corp’s scorching rally has added more than $1 trillion in ...</p>\n\n<a href=\"https://www.bloomberg.com/news/articles/2024-03-08/nvidia-looks-primed-for-a-stock-split-after-1-trillion-rally?srnd=homepage-asia\">Source Link</a>\n\n</div>\n","source":"lsy1584095487587","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Nvidia Looks Primed for a Stock Split After $1 Trillion Rally</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nNvidia Looks Primed for a Stock Split After $1 Trillion Rally\n</h2>\n\n<h4 class=\"meta\">\n\n\n2024-03-08 22:15 GMT+8&nbsp;&nbsp;&nbsp;<a href=https://www.bloomberg.com/news/articles/2024-03-08/nvidia-looks-primed-for-a-stock-split-after-1-trillion-rally?srnd=homepage-asia><strong>Bloomberg</strong></a>\n\n\n</h4>\n\n</header>\n<article>\n<div>\n<p>Shares have blown past level where Nvidia last split stockA stock split could help entice retail traders to buy shares(Bloomberg) -- Nvidia Corp’s scorching rally has added more than $1 trillion in ...</p>\n\n<a href=\"https://www.bloomberg.com/news/articles/2024-03-08/nvidia-looks-primed-for-a-stock-split-after-1-trillion-rally?srnd=homepage-asia\">Source Link</a>\n\n</div>\n\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"LU0466842654.USD":"HSBC ISLAMIC GLOBAL EQUITY INDEX \"A\" (USD) ACC","LU0689472784.USD":"安联收益及增长基金Cl AM AT Acc","IE00BFSS7M15.SGD":"Janus Henderson Balanced A Acc SGD-H","IE00BSNM7G36.USD":"NEUBERGER BERMAN SYSTEMATIC GLOBAL SUSTAINABLE VALUE \"A\" (USD) ACC","LU0234572021.USD":"高盛美国核心股票组合Acc","IE00BD6J9T35.USD":"NEUBERGER BERMAN NEXT GENERATION MOBILITY \"A\" (USD) ACC","LU0276348264.USD":"THREADNEEDLE (LUX) GLOBAL DYNAMIC REAL RETURN\"AUP\" (USD) INC","LU0109392836.USD":"富兰克林科技股A","LU0786609619.USD":"高盛全球千禧一代股票组合Acc","BK4535":"淡马锡持仓","LU0642271901.SGD":"Janus Henderson Horizon Global Technology Leaders A2 SGD-H","IE0034235188.USD":"PINEBRIDGE GLOBAL FOCUS EQUITY \"A\" (USD) ACC","LU0640476718.USD":"THREADNEEDLE (LUX) US CONTRARIAN CORE EQ \"AU\" (USD) ACC","BK4538":"云计算","NVDA":"英伟达","IE00BZ1G4Q59.USD":"LEGG MASON CLEARBRIDGE US EQUITY SUSTAINABILITY LEADER \"A\"(USD) INC (A)","IE00BKVL7J92.USD":"Legg Mason ClearBridge - US Equity Sustainability Leaders A Acc USD","IE00BDCRKT87.USD":"PINEBRIDGE GLOBAL DYNAMIC ASSET ALLOCATION \"ADC\" (USD) INC","LU0127658192.USD":"EASTSPRING INVESTMENTS GLOBAL TECHNOLOGY \"A\" (USD) ACC","BK4549":"软银资本持仓","LU0175139822.USD":"AB FCP I Global Equity Blend A USD","IE00BWXC8680.SGD":"PINEBRIDGE US LARGE CAP RESEARCH ENHANCED \"A5\" (SGD) ACC","LU0719512351.SGD":"JPMorgan Funds - US Technology A (acc) SGD","BK4548":"巴美列捷福持仓","IE00BLSP4452.SGD":"Legg Mason ClearBridge - Tactical Dividend Income A Mdis SGD-H Plus","IE00BJJMRY28.SGD":"Janus Henderson Balanced A Inc SGD","LU0320765059.SGD":"FTIF - Franklin US Opportunities A Acc SGD","LU0158827948.USD":"ALLIANZ GLOBAL SUSTAINABILITY \"A\" (USD) INC","IE00BMPRXR70.SGD":"Neuberger Berman 5G Connectivity A Acc SGD-H","IE00BMPRXN33.USD":"NEUBERGER BERMAN 5G CONNECTIVITY \"A\" (USD) ACC","LU0672654240.SGD":"FTIF - Franklin US Opportunities A Acc SGD-H1","LU0444971666.USD":"天利全球科技基金","LU0234570918.USD":"高盛全球核心股票组合Acc Close","LU0170899867.USD":"EASTSPRING INVESTMENTS WORLD VALUE EQUITY  \"A\" (USD) ACC","BK4097":"系统软件","LU0417517546.SGD":"Allianz US Equity Cl AT Acc SGD","BK4532":"文艺复兴科技持仓","BK4554":"元宇宙及AR概念","LU0353189763.USD":"ALLSPRING  US ALL CAP GROWTH FUND \"I\" (USD) ACC","LU0149725797.USD":"汇丰美国股市经济规模基金","BK4543":"AI","LU0072462426.USD":"贝莱德全球配置 A2","LU0011850046.USD":"贝莱德全球长线股票 A2 USD","BK4567":"ESG概念","BK4534":"瑞士信贷持仓","LU0056508442.USD":"贝莱德世界科技基金A2","LU0080751232.USD":"富达环球多元动力基金A","LU0097036916.USD":"贝莱德美国增长A2 USD","BK4533":"AQR资本管理(全球第二大对冲基金)"},"source_url":"https://www.bloomberg.com/news/articles/2024-03-08/nvidia-looks-primed-for-a-stock-split-after-1-trillion-rally?srnd=homepage-asia","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"2417053695","content_text":"Shares have blown past level where Nvidia last split stockA stock split could help entice retail traders to buy shares(Bloomberg) -- Nvidia Corp’s scorching rally has added more than $1 trillion in value this year alone, sending it well above the level where it last split its shares. Some see the AI giant well placed to do so again.The company last announced a four-for-one stock split in May 2021, when it was trading at about $600 per share. Today, the stock is nearing the $1,000 level, extending last year’s 240% surge. While bulls argue that its valuation based on future earnings growth is relatively cheap, some potential investors may balk at the price.“Probably in the next year or so, I expect the stock to split and that would be able to get some small retail investors into the stock where they think it’s out of reach right now,” said Ken Mahoney, president and chief executive officer of Mahoney Asset Management. The reasoning Nvidia gave for 2021 split was “to make stock ownership more accessible to investors and employees,” according to a press release.  It rallied to about $750 per share by July 19 that year — the day before it started trading on a split adjusted basis. After a 2022 drop, the shares have since blasted past those levels.Stock splits are a cosmetic move generally enacted to attract smaller investors. The action reduces share price by redistributing the amount of equity over a larger number of stock, but doesn’t change anything about underlying fundamentals or valuation. “I’m always of two minds,” said Mike Sansoterra, chief investment officer at Silvant Capital Management LLC, adding that on one hand, stock splits don’t matter much because they don’t change anything about a company’s value. “But, on the other hand, retail investors psychologically do like to buy things that are $30 instead of $300,” he said. “They tell themselves that it’s less expensive even though it’s absolutely not less expensive.” To be sure, Nvidia hasn’t made any indication that it would split its shares anytime soon, and with its rally still marching higher, it doesn’t seem to be scaring away all retail investors. Its one of the most-traded stocks for the retail crowd, alongside Tesla Inc., Advanced Micro Devices Inc. and Super Micro Computer Inc., according to data from Vanda Research. And, investors that aren’t ready to pony up Thursday’s closing price of about $927 could still buy fractional shares of Nvidia, or hold fewer units.In addition, no companies in the Nasdaq 100 split their stocks last year amid a market-leading tech rally. That was a reversal from just a few years earlier during the pandemic, when technology stocks soared and spurred splits in some of the largest companies. Both Apple Inc. and Tesla Inc. split their shares in 2020 — with the move being the EV maker’s second in a two-years span. Amazon.com Inc. and Alphabet Inc. both split their stocks in 2022. Microsoft, however, hasn’t split its own shares since 2003, when it traded at about $50. It’s now trading at more than $400. If Nvidia can continue to exhibit the consistent growth on an upward trajectory, a stock split “would make sense,” Mahoney said. A positive outlook for revenue and cash flow in 2024 has been one of the factors lifting International Business Machines Corp. back toward a record high set more than 10 years ago. The firm has focused on streamlining its operations around software and services in recent years, divesting other businesses.","news_type":1,"symbols_score_info":{"NVDA":1}},"isVote":1,"tweetType":1,"viewCount":2038,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":281755358789816,"gmtCreate":1709816530240,"gmtModify":1709816534254,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"Matter of time stock will fall, sold on hype. hardware is useless without proper software.&nbsp;","listText":"Matter of time stock will fall, sold on hype. hardware is useless without proper software.&nbsp;","text":"Matter of time stock will fall, sold on hype. hardware is useless without proper software.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":1,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/281755358789816","repostId":"2417261576","repostType":2,"repost":{"id":"2417261576","kind":"highlight","pubTimestamp":1709791200,"share":"https://ttm.financial/m/news/2417261576?lang=en_US&edition=fundamental","pubTime":"2024-03-07 14:00","market":"us","language":"en","title":"NVDA Stock Forecast: Can Nvidia’s Too-Good-to-Be-True Rally Go On?","url":"https://stock-news.laohu8.com/highlight/detail?id=2417261576","media":"InvestorPlace","summary":"All good things must eventually come to an end but in the case of NVDA stock, that doesn't appear to be anytime soon.","content":"<div>\n<p>Nvidia stock picked up in 2024 right where it left off last year.Burgeoning artificial intelligence (AI) demand is creating outsized demand and investors can’t get enough.But no stock can keep such ...</p>\n\n<a href=\"https://investorplace.com/2024/03/nvda-stock-forecast-can-nvidias-too-good-to-be-true-rally-go-on/\">Source Link</a>\n\n</div>\n","source":"investorplace_stock_picks","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>NVDA Stock Forecast: Can Nvidia’s Too-Good-to-Be-True Rally Go On?</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; 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overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nNVDA Stock Forecast: Can Nvidia’s Too-Good-to-Be-True Rally Go On?\n</h2>\n\n<h4 class=\"meta\">\n\n\n2024-03-07 14:00 GMT+8&nbsp;&nbsp;&nbsp;<a href=https://investorplace.com/2024/03/nvda-stock-forecast-can-nvidias-too-good-to-be-true-rally-go-on/><strong>InvestorPlace</strong></a>\n\n\n</h4>\n\n</header>\n<article>\n<div>\n<p>Nvidia stock picked up in 2024 right where it left off last year.Burgeoning artificial intelligence (AI) demand is creating outsized demand and investors can’t get enough.But no stock can keep such ...</p>\n\n<a href=\"https://investorplace.com/2024/03/nvda-stock-forecast-can-nvidias-too-good-to-be-true-rally-go-on/\">Source Link</a>\n\n</div>\n\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"LU0321505439.SGD":"Schroder ISF Global Dividend Maximiser A Acc SGD","LU0289960550.SGD":"AB FCP I - GLOBAL EQUITY BLEND PORTFOLIO 'A' (SGD) ACC","IE00BFSS7M15.SGD":"Janus Henderson Balanced A Acc SGD-H","BK4504":"桥水持仓","IE00BSNM7G36.USD":"NEUBERGER BERMAN SYSTEMATIC GLOBAL SUSTAINABLE VALUE \"A\" (USD) ACC","LU0308772762.SGD":"Blackrock Global Allocation A2 SGD-H","IE00BFSS8Q28.SGD":"Janus Henderson Balanced A Inc SGD-H","LU0052756011.USD":"TEMPLETON GLOBAL BALANCED \"A\" (USD) INC","LU0080751232.USD":"富达环球多元动力基金A","BK4170":"电脑硬件、储存设备及电脑周边","LU0072462426.USD":"贝莱德全球配置 A2","NVDA":"英伟达","LU0348723411.USD":"ALLIANZ GLOBAL HI-TECH GROWTH \"A\" (USD) INC","LU1814569148.SGD":"WELLINGTON GLOBAL QUALITY GROWTH \"D\" (SGDHDG) ACC","LU0320765059.SGD":"FTIF - Franklin US Opportunities A Acc SGD","LU0965509283.SGD":"AB LOW VOLATILITY EQUITY PORTFOLIO \"AD\" (SGDHDG) INC","IE00BMPRXR70.SGD":"Neuberger Berman 5G Connectivity A Acc SGD-H","LU0234570918.USD":"高盛全球核心股票组合Acc Close","LU0029864427.USD":"TEMPLETON GLOBAL \"A\" (USD) INC","BK4543":"AI","LU0238689110.USD":"贝莱德环球动力股票基金","BK4501":"段永平概念","IE00BLSP4239.USD":"Legg Mason ClearBridge - Tactical Dividend Income A Mdis USD Plus","LU0316494557.USD":"FRANKLIN GLOBAL FUNDAMENTAL STRATEGIES \"A\" ACC","LU0082616367.USD":"摩根大通美国科技A（dist）","BK4503":"景林资产持仓","LU0053666078.USD":"摩根大通基金-美国股票A（离岸）美元","LU0061474705.USD":"THREADNEEDLE (LUX) GLOBAL DYNAMIC REAL RETURN \"AU\" (USD) ACC","LU0786609619.USD":"高盛全球千禧一代股票组合Acc","IE00B7KXQ091.USD":"Janus Henderson Balanced A Inc USD","LU0251142724.SGD":"Fidelity America A-SGD","LU1852331112.SGD":"Blackrock World Technology Fund A2 SGD-H","LU0234572021.USD":"高盛美国核心股票组合Acc","BK4505":"高瓴资本持仓"},"source_url":"https://investorplace.com/2024/03/nvda-stock-forecast-can-nvidias-too-good-to-be-true-rally-go-on/","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"2417261576","content_text":"Nvidia stock picked up in 2024 right where it left off last year.Burgeoning artificial intelligence (AI) demand is creating outsized demand and investors can’t get enough.But no stock can keep such momentum going forever and NVDA will eventually fall.Source: Ascannio / Shutterstock.comYou’re not alone in thinking you missed the Nvidia rally. The stock just seems to keep going higher with no end in sight. And as shares attain new heights, it is only reasonable to think at some point NVDA stock has to return to earth.And yet every day the never-ending rally never ends. An NVDA stock analysis indicates gravity will take hold at some point but it raises the question, does it really matter? If the long-term outlook for the stock is as good as some suggest, then a return trip from the stratosphere should be welcome.Here’s a look at what investors can expect from Nvidia in the not-so-distant future.An unstoppable juggernautThe temptation to take money off the table is great. After more than tripling in value last year, NVDA stock is up another 79% so far in 2024, adding roughly $925 billion to its market cap since Jan. 2. And we’re only eight weeks into the new year! From its bottom in October 2022, Nvidia shares have soared 650%. At some point it has to come to an end, right? Right?!Well, sort of. The stock is riding the tsunami of artificial intelligence (AI) demand. Its shares are leapfrogging the valuation of Amazon and Alphabet to become the third-largest stock in the world by capitalization. It was always a foregone conclusion Nvidia would achieve a $2 trillion valuation. And now people wonder if it will soon join Apple at $3 trillion.Hedge funds, however, started selling down their positions early. In the fourth quarter, Joel Greenblatt at Gotham Asset Management reduced his stake by 16%, David Tepper at Appaloosa cut his 23%, and Cathie Wood slashed her holdings in her Ark Invest funds by more than 34%. Wood continues to sell off NVDA stock in 2024, cutting another 31% from her holdings. She now owns less than 80,000 shares from a peak of 1.3 million back in 2022. Did they sell too soon?An unassailable vantage pointThere is no reason Nvidia should stop growing, at least not for the foreseeable future. Demand for AI accelerators, including graphics processing units (GPUs) at data centers, continues unabated. Especially for hyper-scalers like Amazon and Microsoft, their needs are only escalating. As CFO Collette Kress told analysts, “the enterprise wave of AI adoption is beginning,” and its crest has not yet peaked. Nvidia is firing on all cylinders, and its earnings report last month only confirms that the business is still chugging along.There is also no credible threat to Nvidia on the horizon. Both AMD and Intel want to steal a piece of the action and likely will at some point. But especially in the AI market, they are not going to topple Nvidia from the throne in any meaningful way.Although Nvidia’s chips cost more than comparable ones from the competition, the chipmaker’s ecosystem will keep most of its customers close to home. The Cuda platform integrates well with its chips making the tools easy to use while allowing customers to build out their own applications.Be ready for the dipYes, one day NVDA stock will stall out. AI mania will ebb, sales will slow, and the stock will tumble. No company can continue growing at the pace Nvidia is today. It will fall and may even fall hard. But long-term investors should welcome any discount the market is willing to share.That’s because AI is in the early innings of a long game. There is no telling how big the need will be. Some analysts talk about multi-trillion-dollar opportunities. Nvidia is a company that will just grow right alongside it. For bold investors who won’t be shaken out, any decline will represent a chance to scoop up even more stock at a lower price just before Nvidia begins the next leg of its journey higher.","news_type":1,"symbols_score_info":{"NVDA":1.1}},"isVote":1,"tweetType":1,"viewCount":1560,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":9939066675,"gmtCreate":1662025935400,"gmtModify":1676536628007,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"Good results&nbsp;","listText":"Good results&nbsp;","text":"Good results","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":1,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/9939066675","repostId":"1112077407","repostType":2,"repost":{"id":"1112077407","kind":"news","weMediaInfo":{"introduction":"Providing stock market headlines, business news, financials and earnings ","home_visible":1,"media_name":"Tiger Newspress","id":"1079075236","head_image":"https://static.tigerbbs.com/8274c5b9d4c2852bfb1c4d6ce16c68ba"},"pubTimestamp":1662024656,"share":"https://ttm.financial/m/news/1112077407?lang=en_US&edition=fundamental","pubTime":"2022-09-01 17:30","market":"hk","language":"en","title":"NIO Delivered 10,677 Vehicles in August 2022, Increasing By 81.6% Year-Over-Year","url":"https://stock-news.laohu8.com/highlight/detail?id=1112077407","media":"Tiger Newspress","summary":"NIO delivered 10,677 vehicles in August 2022, representing an increase of 81.6% year-over-year. The ","content":"<html><head></head><body><p>NIO delivered 10,677 vehicles in August 2022, representing an increase of 81.6% year-over-year. The deliveries consisted of 7,551 premium smart electric SUVs, and 3,126 premium smart electric sedans. Cumulative deliveries of NIO vehicles reached 238,626 as of August 31, 2022.</p><p>In August, the production and delivery of the ES7, a mid-large five-seater premium smart electric SUV based on NIO Technology 2.0 (NT2), started to ramp up steadily. 398 ES7s were delivered to users in August 2022.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>NIO Delivered 10,677 Vehicles in August 2022, Increasing By 81.6% Year-Over-Year</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nNIO Delivered 10,677 Vehicles in August 2022, Increasing By 81.6% Year-Over-Year\n</h2>\n\n<h4 class=\"meta\">\n\n\n<a class=\"head\" href=\"https://laohu8.com/wemedia/1079075236\">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/8274c5b9d4c2852bfb1c4d6ce16c68ba);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Tiger Newspress </p>\n<p class=\"h-time\">2022-09-01 17:30</p>\n</div>\n\n</a>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p>NIO delivered 10,677 vehicles in August 2022, representing an increase of 81.6% year-over-year. The deliveries consisted of 7,551 premium smart electric SUVs, and 3,126 premium smart electric sedans. Cumulative deliveries of NIO vehicles reached 238,626 as of August 31, 2022.</p><p>In August, the production and delivery of the ES7, a mid-large five-seater premium smart electric SUV based on NIO Technology 2.0 (NT2), started to ramp up steadily. 398 ES7s were delivered to users in August 2022.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"NIO":"蔚来","09866":"蔚来-SW","NIO.SI":"蔚来"},"source_url":"","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1112077407","content_text":"NIO delivered 10,677 vehicles in August 2022, representing an increase of 81.6% year-over-year. The deliveries consisted of 7,551 premium smart electric SUVs, and 3,126 premium smart electric sedans. Cumulative deliveries of NIO vehicles reached 238,626 as of August 31, 2022.In August, the production and delivery of the ES7, a mid-large five-seater premium smart electric SUV based on NIO Technology 2.0 (NT2), started to ramp up steadily. 398 ES7s were delivered to users in August 2022.","news_type":1,"symbols_score_info":{"09866":0.9,"NIO.SI":0.9,"NIO":0.9}},"isVote":1,"tweetType":1,"viewCount":1269,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":9991602999,"gmtCreate":1660819639914,"gmtModify":1676536404992,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"<a href=\"https://ttm.financial/S/09866\">$NIO-SW(09866)$</a> . Xq-)6 months V not a cc","listText":"<a href=\"https://ttm.financial/S/09866\">$NIO-SW(09866)$</a> . Xq-)6 months V not a cc","text":"$NIO-SW(09866)$ . Xq-)6 months V not a cc","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":1,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/9991602999","isVote":1,"tweetType":1,"viewCount":1099,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":9902280302,"gmtCreate":1659707268308,"gmtModify":1704702136028,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"<a href=\"https://ttm.financial/S/NIO\">$NIO Inc.(NIO)$</a>expect another interest rate hike at this pace","listText":"<a href=\"https://ttm.financial/S/NIO\">$NIO Inc.(NIO)$</a>expect another interest rate hike at this pace","text":"$NIO Inc.(NIO)$expect another interest rate hike at this pace","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/9902280302","isVote":1,"tweetType":1,"viewCount":1427,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":9070158516,"gmtCreate":1657032518435,"gmtModify":1676535935589,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"idStr":"4098151747339220","authorIdStr":"4098151747339220"},"themes":[],"htmlText":"<a href=\"https://ttm.financial/S/GRAB\">$Grab Holdings(GRAB)$</a>no reason for the rise trade with caution&nbsp;","listText":"<a href=\"https://ttm.financial/S/GRAB\">$Grab Holdings(GRAB)$</a>no reason for the rise trade with caution&nbsp;","text":"$Grab Holdings(GRAB)$no reason for the rise trade with caution","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":0,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/9070158516","isVote":1,"tweetType":1,"viewCount":977,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0}],"hots":[{"id":9032711187,"gmtCreate":1647441317164,"gmtModify":1676534230553,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"<a href=\"https://ttm.financial/S/GRAB\">$Grab Holdings(GRAB)$</a>still a rubbish stock","listText":"<a href=\"https://ttm.financial/S/GRAB\">$Grab Holdings(GRAB)$</a>still a rubbish stock","text":"$Grab Holdings(GRAB)$still a rubbish stock","images":[],"top":1,"highlighted":2,"essential":1,"paper":1,"likeSize":7,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/9032711187","isVote":1,"tweetType":1,"viewCount":1652,"authorTweetTopStatus":1,"verified":2,"comments":[{"author":{"id":"4108102484066540","authorId":"4108102484066540","name":"pollock","avatar":"https://static.laohu8.com/default-avatar.jpg","crmLevel":12,"crmLevelSwitch":0,"authorIdStr":"4108102484066540","idStr":"4108102484066540"},"content":"doesnt deserve 20%. ppl may have confused it as a china tech stock","text":"doesnt deserve 20%. ppl may have confused it as a china tech stock","html":"doesnt deserve 20%. ppl may have confused it as a china tech stock"}],"imageCount":0,"langContent":"EN","totalScore":0},{"id":9094860594,"gmtCreate":1645110180016,"gmtModify":1676533998395,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"<a href=\"https://ttm.financial/S/PLTR\">$Palantir Technologies Inc.(PLTR)$</a>what goes down must go up","listText":"<a href=\"https://ttm.financial/S/PLTR\">$Palantir Technologies Inc.(PLTR)$</a>what goes down must go up","text":"$Palantir Technologies Inc.(PLTR)$what goes down must go up","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":14,"commentSize":0,"repostSize":1,"link":"https://ttm.financial/post/9094860594","isVote":1,"tweetType":1,"viewCount":1786,"authorTweetTopStatus":1,"verified":2,"comments":[{"author":{"id":"3578739292709085","authorId":"3578739292709085","name":"EdLien","avatar":"https://static.tigerbbs.com/b4d85e297c27dc8237d9c6b5d0690f81","crmLevel":12,"crmLevelSwitch":1,"authorIdStr":"3578739292709085","idStr":"3578739292709085"},"content":"Can't agree more, this is not a junk company","text":"Can't agree more, this is not a junk company","html":"Can't agree more, this is not a junk company"}],"imageCount":0,"langContent":"EN","totalScore":0},{"id":9030676742,"gmtCreate":1645718289520,"gmtModify":1676534057254,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"<a href=\"https://ttm.financial/S/PLTR\">$Palantir Technologies Inc.(PLTR)$</a>when cathie does something just do the opposite&nbsp;","listText":"<a href=\"https://ttm.financial/S/PLTR\">$Palantir Technologies Inc.(PLTR)$</a>when cathie does something just do the opposite&nbsp;","text":"$Palantir Technologies Inc.(PLTR)$when cathie does something just do the opposite","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":16,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/9030676742","isVote":1,"tweetType":1,"viewCount":841,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":9038225724,"gmtCreate":1646843216088,"gmtModify":1676534169163,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"<a href=\"https://ttm.financial/S/GRAB\">$Grab Holdings(GRAB)$</a>still red when everything else is green&nbsp;","listText":"<a href=\"https://ttm.financial/S/GRAB\">$Grab Holdings(GRAB)$</a>still red when everything else is green&nbsp;","text":"$Grab Holdings(GRAB)$still red when everything else is green","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":4,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/9038225724","isVote":1,"tweetType":1,"viewCount":1891,"authorTweetTopStatus":1,"verified":2,"comments":[{"author":{"id":"4101449357353590","authorId":"4101449357353590","name":"Nomo77","avatar":"https://static.laohu8.com/default-avatar.jpg","crmLevel":12,"crmLevelSwitch":1,"authorIdStr":"4101449357353590","idStr":"4101449357353590"},"content":"How much lower can this counter go?","text":"How much lower can this counter go?","html":"How much lower can this counter go?"}],"imageCount":0,"langContent":"EN","totalScore":0},{"id":326412643938472,"gmtCreate":1720714754734,"gmtModify":1720714760002,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"More like additional delay to work on the CGI to scam investors on unveiling day. Better run&nbsp;","listText":"More like additional delay to work on the CGI to scam investors on unveiling day. Better run&nbsp;","text":"More like additional delay to work on the CGI to scam investors on unveiling day. Better run","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":5,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/326412643938472","repostId":"1147882283","repostType":2,"repost":{"id":"1147882283","kind":"news","pubTimestamp":1720713336,"share":"https://ttm.financial/m/news/1147882283?lang=en_US&edition=fundamental","pubTime":"2024-07-11 23:55","market":"us","language":"en","title":"Tesla Plans to Delay Robotaxi Unveiling to October From August","url":"https://stock-news.laohu8.com/highlight/detail?id=1147882283","media":"Bloomberg","summary":"Tesla Inc. is delaying its planned robotaxi unveiling to October, from August, to allow teams working on the project more time to build additional vehicle prototypes, according to people familiar with the decision.Chief Executive Officer Elon Musk set the Aug. 8 date for the event months ago, and optimism about the impending event has contributed to an 11-day run-up in Tesla shares. The stock 6% in intraday trading Thursday shortly after Bloomberg News first reported the delay.","content":"<div>\n<p>Tesla Inc. is delaying its planned robotaxi unveiling to October, from August, to allow teams working on the project more time to build additional vehicle prototypes, according to people familiar with...</p>\n\n<a href=\"https://www.bloomberg.com/news/articles/2024-07-11/tesla-plans-to-delay-robotaxi-unveiling-to-october-from-august\">Source Link</a>\n\n</div>\n","source":"lsy1584095487587","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Tesla Plans to Delay Robotaxi Unveiling to October From August</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nTesla Plans to Delay Robotaxi Unveiling to October From August\n</h2>\n\n<h4 class=\"meta\">\n\n\n2024-07-11 23:55 GMT+8&nbsp;&nbsp;&nbsp;<a href=https://www.bloomberg.com/news/articles/2024-07-11/tesla-plans-to-delay-robotaxi-unveiling-to-october-from-august><strong>Bloomberg</strong></a>\n\n\n</h4>\n\n</header>\n<article>\n<div>\n<p>Tesla Inc. is delaying its planned robotaxi unveiling to October, from August, to allow teams working on the project more time to build additional vehicle prototypes, according to people familiar with...</p>\n\n<a href=\"https://www.bloomberg.com/news/articles/2024-07-11/tesla-plans-to-delay-robotaxi-unveiling-to-october-from-august\">Source Link</a>\n\n</div>\n\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"TSLA":"特斯拉"},"source_url":"https://www.bloomberg.com/news/articles/2024-07-11/tesla-plans-to-delay-robotaxi-unveiling-to-october-from-august","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1147882283","content_text":"Tesla Inc. is delaying its planned robotaxi unveiling to October, from August, to allow teams working on the project more time to build additional vehicle prototypes, according to people familiar with the decision.Chief Executive Officer Elon Musk set the Aug. 8 date for the event months ago, and optimism about the impending event has contributed to an 11-day run-up in Tesla shares. The stock 6% in intraday trading Thursday shortly after Bloomberg News first reported the delay.","news_type":1,"symbols_score_info":{"TSLA":1.1}},"isVote":1,"tweetType":1,"viewCount":2567,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":9016813074,"gmtCreate":1649165671764,"gmtModify":1676534461657,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"<a href=\"https://ttm.financial/S/NIO\">$NIO Inc.(NIO)$</a>today will be red day. Time to pick up more when it drops more","listText":"<a href=\"https://ttm.financial/S/NIO\">$NIO Inc.(NIO)$</a>today will be red day. Time to pick up more when it drops more","text":"$NIO Inc.(NIO)$today will be red day. Time to pick up more when it drops more","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":3,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/9016813074","isVote":1,"tweetType":1,"viewCount":1334,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":474378514358536,"gmtCreate":1756850758741,"gmtModify":1756850762666,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"Can't even get cars right and expect to get robots right? Load of bs&nbsp;","listText":"Can't even get cars right and expect to get robots right? Load of bs&nbsp;","text":"Can't even get cars right and expect to get robots right? Load of bs","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":4,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/474378514358536","repostId":"1154631842","repostType":2,"repost":{"id":"1154631842","kind":"news","weMediaInfo":{"introduction":"Providing stock market headlines, business news, financials and earnings ","home_visible":1,"media_name":"Tiger Newspress","id":"1079075236","head_image":"https://static.tigerbbs.com/8274c5b9d4c2852bfb1c4d6ce16c68ba"},"pubTimestamp":1756824749,"share":"https://ttm.financial/m/news/1154631842?lang=en_US&edition=fundamental","pubTime":"2025-09-02 22:52","market":"us","language":"en","title":"Musk Looks Past Tesla Sales Slump, Says 80% of Value Will Come from Optimus","url":"https://stock-news.laohu8.com/highlight/detail?id=1154631842","media":"Tiger Newspress","summary":"Tesla CEO Elon Musk said on X that about 80% of his automaker's value will come from Optimus humanoid robots.Musk said in mid-2024 that Optimus robots could make Tesla a $25 trillion company, equal...","content":"<html><head></head><body><ul style=\"\"><li><p>Tesla CEO Elon Musk said on X that about 80% of his automaker&#39;s value will come from Optimus humanoid robots.</p></li><li><p>Musk said in mid-2024 that Optimus robots could make Tesla a $25 trillion company, equal to more than half the value of the S&amp;P 500 at the time of his comment.</p></li><li><p>Musk said earlier this year that Tesla aims to produce about 5,000 robots this year.</p></li></ul><p><a href=\"https://laohu8.com/S/TSLA\">Tesla Motors</a> CEO Elon Musk predicted that Optimus robots, which have yet to hit the market, will eventually make up more than three-quarters of his automaker&#39;s value.</p><p style=\"text-align: start;\">In a post on X on Monday, Musk wrote, &#34;~80% of Tesla&#39;s value will be Optimus.&#34; In mid-2024, Musk predicted that Optimus robots would someday turn Tesla into a $25 trillion company, which was equal to more than half of the entire value of the S&amp;P 500 at the time of his comment.</p><p style=\"text-align: start;\">With Tesla in the midst of a multi-quarter sales slump due to competition from lower-cost Chinese competitors, an aging lineup of electric vehicles and Musk&#39;s incendiary political rhetoric and involvement with the Trump administration, the world&#39;s richest person has been trying to convince Wall Street to look to the future.</p><p style=\"text-align: start;\">For Tesla, that dream revolves around a world filled with robotaxis and humanoid robots, powered by artificial intelligence.</p><p style=\"text-align: start;\">&#34;It is important to note that Tesla is by far the best in the world at real-world AI,&#34; Musk said in the company&#39;s second-quarter conference call with analysts in July.</p><p style=\"text-align: start;\">The problem for Tesla is that it&#39;s behind in those key markets.</p><p>In robotaxis, Tesla has only recently started tests in Austin, Texas, and San Francisco, while Alphabet&#39;s Waymo is live in numerous markets and reached 10 million paid trips in May. Baidu&#39;s Apollo Go is live in China.</p><p style=\"text-align: start;\">Meanwhile, competition in humanoid robots is coming from the likes of Chinese companies like Unitree, which won multiple medals at the World Humanoid Robot Games. Others in the space include Boston Dynamics, Agility Robotics, Apptronik, 1X and Figure.</p><p style=\"text-align: start;\">Musk said in March that Tesla plans to make 5,000 of its Optimus robots this year. In its first-quarter shareholder deck, Tesla said it was on target for &#34;builds of Optimus on our Fremont pilot production line in 2025, with wider deployment of bots doing useful work across our factories.&#34;</p><p style=\"text-align: start;\">Tesla recently lost the person running the division.</p><p style=\"text-align: start;\">Milan Kovac, Tesla&#39;s vice president of Optimus robotics, announced his departure in June after nine years at the company.</p><p style=\"text-align: start;\">Tesla is developing Optimus with the aim of someday selling it as a bipedal, intelligent robot capable of everything from factory work to babysitting.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Musk Looks Past Tesla Sales Slump, Says 80% of Value Will Come from Optimus</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nMusk Looks Past Tesla Sales Slump, Says 80% of Value Will Come from Optimus\n</h2>\n\n<h4 class=\"meta\">\n\n\n<a class=\"head\" href=\"https://laohu8.com/wemedia/1079075236\">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/8274c5b9d4c2852bfb1c4d6ce16c68ba);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Tiger Newspress </p>\n<p class=\"h-time\">2025-09-02 22:52</p>\n</div>\n\n</a>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><ul style=\"\"><li><p>Tesla CEO Elon Musk said on X that about 80% of his automaker&#39;s value will come from Optimus humanoid robots.</p></li><li><p>Musk said in mid-2024 that Optimus robots could make Tesla a $25 trillion company, equal to more than half the value of the S&amp;P 500 at the time of his comment.</p></li><li><p>Musk said earlier this year that Tesla aims to produce about 5,000 robots this year.</p></li></ul><p><a href=\"https://laohu8.com/S/TSLA\">Tesla Motors</a> CEO Elon Musk predicted that Optimus robots, which have yet to hit the market, will eventually make up more than three-quarters of his automaker&#39;s value.</p><p style=\"text-align: start;\">In a post on X on Monday, Musk wrote, &#34;~80% of Tesla&#39;s value will be Optimus.&#34; In mid-2024, Musk predicted that Optimus robots would someday turn Tesla into a $25 trillion company, which was equal to more than half of the entire value of the S&amp;P 500 at the time of his comment.</p><p style=\"text-align: start;\">With Tesla in the midst of a multi-quarter sales slump due to competition from lower-cost Chinese competitors, an aging lineup of electric vehicles and Musk&#39;s incendiary political rhetoric and involvement with the Trump administration, the world&#39;s richest person has been trying to convince Wall Street to look to the future.</p><p style=\"text-align: start;\">For Tesla, that dream revolves around a world filled with robotaxis and humanoid robots, powered by artificial intelligence.</p><p style=\"text-align: start;\">&#34;It is important to note that Tesla is by far the best in the world at real-world AI,&#34; Musk said in the company&#39;s second-quarter conference call with analysts in July.</p><p style=\"text-align: start;\">The problem for Tesla is that it&#39;s behind in those key markets.</p><p>In robotaxis, Tesla has only recently started tests in Austin, Texas, and San Francisco, while Alphabet&#39;s Waymo is live in numerous markets and reached 10 million paid trips in May. Baidu&#39;s Apollo Go is live in China.</p><p style=\"text-align: start;\">Meanwhile, competition in humanoid robots is coming from the likes of Chinese companies like Unitree, which won multiple medals at the World Humanoid Robot Games. Others in the space include Boston Dynamics, Agility Robotics, Apptronik, 1X and Figure.</p><p style=\"text-align: start;\">Musk said in March that Tesla plans to make 5,000 of its Optimus robots this year. In its first-quarter shareholder deck, Tesla said it was on target for &#34;builds of Optimus on our Fremont pilot production line in 2025, with wider deployment of bots doing useful work across our factories.&#34;</p><p style=\"text-align: start;\">Tesla recently lost the person running the division.</p><p style=\"text-align: start;\">Milan Kovac, Tesla&#39;s vice president of Optimus robotics, announced his departure in June after nine years at the company.</p><p style=\"text-align: start;\">Tesla is developing Optimus with the aim of someday selling it as a bipedal, intelligent robot capable of everything from factory work to babysitting.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"TSLA":"特斯拉"},"source_url":"","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1154631842","content_text":"Tesla CEO Elon Musk said on X that about 80% of his automaker's value will come from Optimus humanoid robots.Musk said in mid-2024 that Optimus robots could make Tesla a $25 trillion company, equal to more than half the value of the S&P 500 at the time of his comment.Musk said earlier this year that Tesla aims to produce about 5,000 robots this year.Tesla Motors CEO Elon Musk predicted that Optimus robots, which have yet to hit the market, will eventually make up more than three-quarters of his automaker's value.In a post on X on Monday, Musk wrote, \"~80% of Tesla's value will be Optimus.\" In mid-2024, Musk predicted that Optimus robots would someday turn Tesla into a $25 trillion company, which was equal to more than half of the entire value of the S&P 500 at the time of his comment.With Tesla in the midst of a multi-quarter sales slump due to competition from lower-cost Chinese competitors, an aging lineup of electric vehicles and Musk's incendiary political rhetoric and involvement with the Trump administration, the world's richest person has been trying to convince Wall Street to look to the future.For Tesla, that dream revolves around a world filled with robotaxis and humanoid robots, powered by artificial intelligence.\"It is important to note that Tesla is by far the best in the world at real-world AI,\" Musk said in the company's second-quarter conference call with analysts in July.The problem for Tesla is that it's behind in those key markets.In robotaxis, Tesla has only recently started tests in Austin, Texas, and San Francisco, while Alphabet's Waymo is live in numerous markets and reached 10 million paid trips in May. Baidu's Apollo Go is live in China.Meanwhile, competition in humanoid robots is coming from the likes of Chinese companies like Unitree, which won multiple medals at the World Humanoid Robot Games. Others in the space include Boston Dynamics, Agility Robotics, Apptronik, 1X and Figure.Musk said in March that Tesla plans to make 5,000 of its Optimus robots this year. In its first-quarter shareholder deck, Tesla said it was on target for \"builds of Optimus on our Fremont pilot production line in 2025, with wider deployment of bots doing useful work across our factories.\"Tesla recently lost the person running the division.Milan Kovac, Tesla's vice president of Optimus robotics, announced his departure in June after nine years at the company.Tesla is developing Optimus with the aim of someday selling it as a bipedal, intelligent robot capable of everything from factory work to babysitting.","news_type":1,"symbols_score_info":{"TSLA":1.1}},"isVote":1,"tweetType":1,"viewCount":810,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":388238907879752,"gmtCreate":1735827401299,"gmtModify":1735830295714,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"Way overvalued stock. Nobody wants a car associated with this madman.","listText":"Way overvalued stock. Nobody wants a car associated with this madman.","text":"Way overvalued stock. Nobody wants a car associated with this madman.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":4,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/388238907879752","repostId":"2500992160","repostType":2,"repost":{"id":"2500992160","kind":"live","pubTimestamp":1735826460,"share":"https://ttm.financial/m/news/2500992160?lang=en_US&edition=fundamental","pubTime":"2025-01-02 22:01","market":"us","language":"en","title":"Tesla's Posts First Fall in Annual Deliveries as Demand Slows","url":"https://stock-news.laohu8.com/highlight/detail?id=2500992160","media":"THOMSON REUTERS","summary":"Tesla's annual deliveries fell for the first time in 2024 despite the electric automaker handing ove","content":"<html><head></head><body><p>Tesla&#39;s annual deliveries fell for the first time in 2024 despite the electric automaker handing over a record number of units in the fourth quarter, indicating tepid demand for its aging line-up of models.</p><p>Shares of the company fell 3% in trading before the bell as intensifying competition, the absence of some European subsidies and weak consumer spending in China hurt Tesla&#39;s deliveries in 2024.</p><p>October registrations of Tesla vehicles in Europe fell by 24%, owing to a tight race from Volkswagen Group, whose Skoda Enyaq SUV dethroned the Model Y as the best-selling EV in the region, according to data research firm JATO Dynamics.</p><p>Lower prices and incentives pinched Tesla&#39;s profit margin on vehicle sales last year. Wall Street, however, expects demand to pick up in 2025 as the U.S. Federal Reserve cuts interest rates.</p><p>Tesla delivered 471,930 Model 3 and Model Y and 23,640 units of other models, including the Model S sedan, Cybertruck and Model X premium SUV. It produced 459,445 vehicles during the October-December period.</p><p>The automaker handed over 495,570 vehicles in the three months to Dec. 31, missing estimates of 503,269 units, according to 15 analysts polled by LSEG.</p><p>Deliveries for 2024 were 1.79 million, 1.1% lower than a year ago, below estimates of 1.806 million units, according to 19 analysts polled by LSEG.</p></body></html>","source":"reuters_en_live","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Tesla's Posts First Fall in Annual Deliveries as Demand Slows</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nTesla's Posts First Fall in Annual Deliveries as Demand Slows\n</h2>\n\n<h4 class=\"meta\">\n\n\n2025-01-02 22:01 GMT+8&nbsp;&nbsp;&nbsp;<a href=https://api.refinitiv.com/data/news/v1/stories/urn:newsml:reuters.com:20250102:nFWN3NY0AK:1><strong>THOMSON REUTERS</strong></a>\n\n\n</h4>\n\n</header>\n<article>\n<div>\n<p>Tesla's annual deliveries fell for the first time in 2024 despite the electric automaker handing over a record number of units in the fourth quarter, indicating tepid demand for its aging line-up of ...</p>\n\n<a href=\"https://api.refinitiv.com/data/news/v1/stories/urn:newsml:reuters.com:20250102:nFWN3NY0AK:1\">Source Link</a>\n\n</div>\n\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"LU1861558580.USD":"日兴方舟颠覆性创新基金B","LU0345769631.USD":"NINETY ONE GSF GLOBAL EQUITY \"A\" (USD) INC","LU0053666078.USD":"摩根大通基金-美国股票A（离岸）美元","BK4588":"碎股","BK4550":"红杉资本持仓","SG9999015945.SGD":"LionGlobal Disruptive Innovation Fund A SGD","LU2360106780.USD":"BGF WORLD TECHNOLOGY \"A4\" (USD) INC","BK4548":"巴美列捷福持仓","LU0082616367.USD":"摩根大通美国科技A（dist）","LU2602419157.SGD":"HSBC ISLAMIC GLOBAL EQUITY INDEX \"AC\" (SGD) ACC","LU2063271972.USD":"富兰克林创新领域基金","LU0345770308.USD":"NINETY ONE GSF GLOBAL STRATEGIC EQUITY \"A\" (USD) ACC","LU1551013425.SGD":"Allianz Income and Growth Cl AMg2 DIS H2-SGD","IE00BWXC8680.SGD":"PINEBRIDGE US LARGE CAP RESEARCH ENHANCED \"A5\" (SGD) ACC","BK4574":"无人驾驶","LU1145028129.USD":"ALLIANZ INCOME AND GROWTH \"AQ\" (USD) INC","LU0719512351.SGD":"JPMorgan Funds - US Technology A (acc) SGD","BK4598":"佩洛西持仓","LU2023250330.USD":"ALLIANZ INCOME AND GROWTH \"AMG\" (USD) INC","IE00BJLML261.HKD":"HSBC GLOBAL EQUITY INDEX \"HCH\" (HKD) ACC","LU1720051017.SGD":"Allianz Global Artificial Intelligence AT Acc H2-SGD","LU2249611893.SGD":"BNP PARIBAS ENERGY TRANSITION \"CRH\" (SGD) ACC","LU1720051108.HKD":"ALLIANZ GLOBAL ARTIFICIAL INTELLIGENCE \"AT\" (HKD) ACC","LU1914381329.SGD":"Allianz Best Styles Global Equity Cl ET Acc H2-SGD","LU1861215975.USD":"贝莱德新一代科技基金 A2","TSLA":"特斯拉","LU1429558221.USD":"Natixis Loomis Sayles US Growth Equity RA USD","LU1548497426.USD":"安联环球人工智能AT Acc","BK4527":"明星科技股","LU1839511570.USD":"WELLS FARGO GLOBAL FACTOR ENHANCED EQUITY \"I\" (USD) ACC","BK4099":"汽车制造商","LU0820561818.USD":"安联收益及增长平衡基金Cl AM DIS","LU1861559042.SGD":"日兴方舟颠覆性创新基金B SGD","LU0198837287.USD":"UBS (LUX) EQUITY SICAV - USA GROWTH \"P\" (USD) ACC","LU0823411888.USD":"法巴消费创新基金 Cap","BK4511":"特斯拉概念","LU1435385759.SGD":"Natixis Loomis Sayles US Growth Equity RA SGD-H","BK4534":"瑞士信贷持仓","IE00BK4W5M84.HKD":"HSBC GLOBAL FUNDS ICAV US EQUITY INDEX \"HC\" (HKD) ACC","TSYW.SI":"TESLA 3xLongSG261006","BK4555":"新能源车","IE00B1XK9C88.USD":"PINEBRIDGE US LARGE CAP RESEARCH ENHANCED \"A\" (USD) ACC","LU0097036916.USD":"贝莱德美国增长A2 USD","LU0466842654.USD":"HSBC ISLAMIC GLOBAL EQUITY INDEX \"A\" (USD) ACC","SG9999015978.USD":"利安颠覆性创新基金A","LU0964807845.USD":"ALLIANZ INCOME & GROWTH \"A\" (USD) INC","LU1629891620.HKD":"ALLIANZ INCOME AND GROWTH \"AMG2\" (H2-HKD) INC","LU0943347566.SGD":"安联收益及增长平衡基金AM H2-SGD","LU0234572021.USD":"高盛美国核心股票组合Acc","BK4592":"伊斯兰概念"},"source_url":"https://api.refinitiv.com/data/news/v1/stories/urn:newsml:reuters.com:20250102:nFWN3NY0AK:1","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"2500992160","content_text":"Tesla's annual deliveries fell for the first time in 2024 despite the electric automaker handing over a record number of units in the fourth quarter, indicating tepid demand for its aging line-up of models.Shares of the company fell 3% in trading before the bell as intensifying competition, the absence of some European subsidies and weak consumer spending in China hurt Tesla's deliveries in 2024.October registrations of Tesla vehicles in Europe fell by 24%, owing to a tight race from Volkswagen Group, whose Skoda Enyaq SUV dethroned the Model Y as the best-selling EV in the region, according to data research firm JATO Dynamics.Lower prices and incentives pinched Tesla's profit margin on vehicle sales last year. Wall Street, however, expects demand to pick up in 2025 as the U.S. Federal Reserve cuts interest rates.Tesla delivered 471,930 Model 3 and Model Y and 23,640 units of other models, including the Model S sedan, Cybertruck and Model X premium SUV. It produced 459,445 vehicles during the October-December period.The automaker handed over 495,570 vehicles in the three months to Dec. 31, missing estimates of 503,269 units, according to 15 analysts polled by LSEG.Deliveries for 2024 were 1.79 million, 1.1% lower than a year ago, below estimates of 1.806 million units, according to 19 analysts polled by LSEG.","news_type":1,"symbols_score_info":{"TSLA":0.9,"TSYW.SI":0.6}},"isVote":1,"tweetType":1,"viewCount":2233,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":9064752234,"gmtCreate":1652378020228,"gmtModify":1676535088049,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"<a href=\"https://ttm.financial/S/TSLA\">$Tesla Motors(TSLA)$</a>no need to stock split anymore&nbsp;","listText":"<a href=\"https://ttm.financial/S/TSLA\">$Tesla Motors(TSLA)$</a>no need to stock split anymore&nbsp;","text":"$Tesla Motors(TSLA)$no need to stock split anymore","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":4,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/9064752234","isVote":1,"tweetType":1,"viewCount":1322,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":9033578626,"gmtCreate":1646323907799,"gmtModify":1676534117528,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"<a href=\"https://ttm.financial/S/GRAB\">$Grab Holdings(GRAB)$</a>stay far away from grab&nbsp;","listText":"<a href=\"https://ttm.financial/S/GRAB\">$Grab Holdings(GRAB)$</a>stay far away from grab&nbsp;","text":"$Grab Holdings(GRAB)$stay far away from grab","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":4,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/9033578626","isVote":1,"tweetType":1,"viewCount":805,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":497665470931392,"gmtCreate":1762522781418,"gmtModify":1762522785426,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"title":"","htmlText":"Right after the compensation plan approved. Get ready for a circus for the upcoming years. They will say all kinds of crap to bring up the SP now.&nbsp;","listText":"Right after the compensation plan approved. Get ready for a circus for the upcoming years. They will say all kinds of crap to bring up the SP now.&nbsp;","text":"Right after the compensation plan approved. Get ready for a circus for the upcoming years. They will say all kinds of crap to bring up the SP now.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":3,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/497665470931392","repostId":"2581074645","repostType":2,"repost":{"id":"2581074645","kind":"highlight","weMediaInfo":{"introduction":"Stock Market Quotes, Business News, Financial News, Trading Ideas, and Stock Research by Professionals","home_visible":0,"media_name":"Benzinga","id":"1052270027","head_image":"https://static.tigerbbs.com/d08bf7808052c0ca9deb4e944cae32aa"},"pubTimestamp":1762518600,"share":"https://ttm.financial/m/news/2581074645?lang=en_US&edition=fundamental","pubTime":"2025-11-07 20:30","market":"us","language":"en","title":"Cathie Wood Sees 483% Upside for Tesla, Says 90% of $2,600 Target Rides on Robotaxis: Target \"Goes Up\" If Humanoids Evolve Faster","url":"https://stock-news.laohu8.com/highlight/detail?id=2581074645","media":"Benzinga","summary":"Cathie Wood reaffirms her $2,600 Tesla price target, stating 90% is from robotaxis and that humanoid robots could push it even higher.","content":"<html><head></head><body><p>Ark Invest CEO and CIO <strong>Cathie Wood </strong>reaffirmed her firm&#39;s 2030 price target for <strong><a href=\"https://laohu8.com/S/TSLA\">Tesla Inc.</a></strong> (NASDAQ:TSLA) at $2,600, which represents a 483% upside from its current stock price of $445.91 apiece, stating that 90% of that valuation is based on the company’s robotaxi business.</p><h2 id=\"id_2531858202\" style=\"text-align: start;\">Robotaxis + Humanoid Robots = $2,600 Target ‘Goes Up’</h2><p style=\"text-align: start;\">Speaking on CNBC as Tesla held its annual shareholder meeting, Wood broke down the math behind her bullish case, emphasizing that the market still misunderstands the scale of the autonomous driving opportunity.</p><p style=\"text-align: start;\">&#34;90% of that valuation is a function of robo taxis,&#34; Wood said, noting the target has been published for “quite some time.”</p><p>While the robotaxi service forms the core of the current valuation, Wood said her team is now actively researching the potential of humanoid robots.</p><p style=\"text-align: start;\">She described the complexity of scaling humanoids as “multiples of robo taxis” but noted that this area represents significant future upside not yet factored into her price target.</p><p style=\"text-align: start;\">&#34;We have very little in that $2,600 for humanoid robots,&#34; Wood explained. &#34;To the extent humanoid robots evolve faster than we’re expecting, then that price target goes up.&#34;</p><h2 id=\"id_4076086027\" style=\"text-align: start;\">Wood Reaffirms Faith In Tesla For Humanoid Robots</h2><p style=\"text-align: start;\">Wood said that Tesla is in the “best position” to lead this new field because it is “already a robotics, energy storage, and AI company.”</p><p style=\"text-align: start;\">The interview took place as Tesla shareholders approved the trillion-dollar pay package for CEO<strong> Elon Musk</strong> during the company’s annual shareholder meeting.</p><p style=\"text-align: start;\">Wood offered strong support for the CEO, whom she called the “most productive and visionary human being on earth.”</p><p>&#34;We think he deserves this pay package,&#34; Wood stated, arguing that the pay-for-performance structure “aligns company management with shareholders long term.”</p><p style=\"text-align: start;\">She also dismissed criticisms from governance firms like ISS and Glass Lewis, stating they are “not doing the right kind of research” to understand Tesla’s long-term vision and are too “short-term focused.”</p><h2 id=\"id_948881959\" style=\"text-align: start;\">Tesla Underperforms The Market In 2025</h2><p style=\"text-align: start;\">Despite the optimism surrounding Tesla’s business, it reported a mixed third quarter and underperformed the market in the current year so far.</p><p style=\"text-align: start;\">While Tesla stock has gained 17.57% on a year-to-date basis, the Nasdaq 100 index has returned 19.81% in the same period. However, TSLA was up 50.18% over the year.</p><p style=\"text-align: start;\">It closed 3.5% lower at $445.91 apiece on Thursday and rose 1.57% in after-hours following the shareholder vote.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Cathie Wood Sees 483% Upside for Tesla, Says 90% of $2,600 Target Rides on Robotaxis: Target \"Goes Up\" If Humanoids Evolve Faster</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; 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}\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nCathie Wood Sees 483% Upside for Tesla, Says 90% of $2,600 Target Rides on Robotaxis: Target \"Goes Up\" If Humanoids Evolve Faster\n</h2>\n\n<h4 class=\"meta\">\n\n\n<div class=\"head\" \">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/d08bf7808052c0ca9deb4e944cae32aa);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Benzinga </p>\n<p class=\"h-time\">2025-11-07 20:30</p>\n</div>\n\n</div>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p>Ark Invest CEO and CIO <strong>Cathie Wood </strong>reaffirmed her firm&#39;s 2030 price target for <strong><a href=\"https://laohu8.com/S/TSLA\">Tesla Inc.</a></strong> (NASDAQ:TSLA) at $2,600, which represents a 483% upside from its current stock price of $445.91 apiece, stating that 90% of that valuation is based on the company’s robotaxi business.</p><h2 id=\"id_2531858202\" style=\"text-align: start;\">Robotaxis + Humanoid Robots = $2,600 Target ‘Goes Up’</h2><p style=\"text-align: start;\">Speaking on CNBC as Tesla held its annual shareholder meeting, Wood broke down the math behind her bullish case, emphasizing that the market still misunderstands the scale of the autonomous driving opportunity.</p><p style=\"text-align: start;\">&#34;90% of that valuation is a function of robo taxis,&#34; Wood said, noting the target has been published for “quite some time.”</p><p>While the robotaxi service forms the core of the current valuation, Wood said her team is now actively researching the potential of humanoid robots.</p><p style=\"text-align: start;\">She described the complexity of scaling humanoids as “multiples of robo taxis” but noted that this area represents significant future upside not yet factored into her price target.</p><p style=\"text-align: start;\">&#34;We have very little in that $2,600 for humanoid robots,&#34; Wood explained. &#34;To the extent humanoid robots evolve faster than we’re expecting, then that price target goes up.&#34;</p><h2 id=\"id_4076086027\" style=\"text-align: start;\">Wood Reaffirms Faith In Tesla For Humanoid Robots</h2><p style=\"text-align: start;\">Wood said that Tesla is in the “best position” to lead this new field because it is “already a robotics, energy storage, and AI company.”</p><p style=\"text-align: start;\">The interview took place as Tesla shareholders approved the trillion-dollar pay package for CEO<strong> Elon Musk</strong> during the company’s annual shareholder meeting.</p><p style=\"text-align: start;\">Wood offered strong support for the CEO, whom she called the “most productive and visionary human being on earth.”</p><p>&#34;We think he deserves this pay package,&#34; Wood stated, arguing that the pay-for-performance structure “aligns company management with shareholders long term.”</p><p style=\"text-align: start;\">She also dismissed criticisms from governance firms like ISS and Glass Lewis, stating they are “not doing the right kind of research” to understand Tesla’s long-term vision and are too “short-term focused.”</p><h2 id=\"id_948881959\" style=\"text-align: start;\">Tesla Underperforms The Market In 2025</h2><p style=\"text-align: start;\">Despite the optimism surrounding Tesla’s business, it reported a mixed third quarter and underperformed the market in the current year so far.</p><p style=\"text-align: start;\">While Tesla stock has gained 17.57% on a year-to-date basis, the Nasdaq 100 index has returned 19.81% in the same period. However, TSLA was up 50.18% over the year.</p><p style=\"text-align: start;\">It closed 3.5% lower at $445.91 apiece on Thursday and rose 1.57% in after-hours following the shareholder vote.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"LU0056508442.USD":"贝莱德世界科技基金A2","LU2471134879.HKD":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (HKD) INC","LU2462157665.USD":"ALLIANZ GLOBAL INCOME \"A\" (USD) INC","LU0097036916.USD":"贝莱德美国增长A2 USD","BK4533":"AQR资本管理(全球第二大对冲基金)","LU0964807845.USD":"ALLIANZ INCOME & GROWTH \"A\" (USD) INC","IE00B1XK9C88.USD":"PINEBRIDGE US LARGE CAP RESEARCH ENHANCED \"A\" (USD) ACC","LU2456880835.USD":"ALLIANZ GLOBAL INCOME \"AT\" (USD) ACC","LU2403377893.USD":"ALLIANZ SELECT INCOME AND GROWTH \"AM\" (USD) INC","BK4544":"ARK ETF合集","TSLL":"2倍做多TSLA ETF-Direxion","LU2326559502.SGD":"Natixis Loomis Sayles US Growth Equity P/A SGD-H","TSYW.SI":"TESLA 3xLongSG261006","LU0345769128.USD":"NINETY ONE GSF GLOBAL EQUITY \"A\" (USD) ACC","LU1852331112.SGD":"Blackrock World Technology Fund A2 SGD-H","LU1366192091.USD":"ALLIANZ US EQUITY PLUS \"AM\" (USD) INC","LU0234572021.USD":"高盛美国核心股票组合Acc","LU1674673691.USD":"HSBC GIF GLOBAL LOWER CARBON EQUITY \"AD\" (USD) INC","LU0820562030.AUD":"ALLIANZ INCOME AND GROWTH \"AMH2\" (AUDHDG) H2 INC","BK4592":"伊斯兰概念","LU1674673428.USD":"HSBC GIF GLOBAL LOWER CARBON EQUITY \"AC\" (USD) ACC","LU1778281490.HKD":"HSBC GIF GLOBAL LOWER CARBON EQUITY \"AD\" (HKD) INC","LU1629891620.HKD":"ALLIANZ INCOME AND GROWTH \"AMG2\" (H2-HKD) INC","LU2471134523.USD":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (USD) ACC","LU1232071149.USD":"AZ FUND 1 GLOBAL GROWTH SELECTOR \"AAZ\" (USDHDG) ACC","LU0053666078.USD":"摩根大通基金-美国股票A（离岸）美元","LU2213496289.HKD":"ALLIANZ INCOME AND GROWTH \"AT\" (HKD) ACC","LU2602419157.SGD":"HSBC ISLAMIC GLOBAL EQUITY INDEX \"AC\" (SGD) ACC","LU1551013425.SGD":"Allianz Income and Growth Cl AMg2 DIS H2-SGD","LU2360107168.USD":"BGF NEXT GENERATION TECHNOLOGY \"A4\" (USD) INC","BK4548":"巴美列捷福持仓","LU0082616367.USD":"摩根大通美国科技A（dist）","SG9999015986.USD":"LIONGLOBAL DISRUPTIVE INNOVATION \"I\" (USD) ACC","LU2750360997.AUD":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (AUDHDG) INC","LU2236285917.USD":"ALLIANZ GLOBAL INCOME \"AMG\" (USD) INC","BK4598":"佩洛西持仓","LU0348723411.USD":"ALLIANZ GLOBAL HI-TECH GROWTH \"A\" (USD) INC","BK4574":"无人驾驶","LU2023250330.USD":"ALLIANZ INCOME AND GROWTH \"AMG\" (USD) INC","LU2750360641.GBP":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (GBPHDG) INC","LU0198837287.USD":"UBS (LUX) EQUITY SICAV - USA GROWTH \"P\" (USD) ACC","LU2420271590.USD":"ALLIANZ SELECT INCOME AND GROWTH \"AT\" (USD) ACC","LU2471134796.USD":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (USD) INC","LU2357305700.SGD":"Allianz Global Artificial Intelligence ET H2-SGD","LU1429558221.USD":"Natixis Loomis Sayles US Growth Equity RA USD","TSLA":"特斯拉","BK4527":"明星科技股","LU1435385759.SGD":"Natixis Loomis Sayles US Growth Equity RA SGD-H","LU1551013342.USD":"Allianz Income and Growth Cl AMg2 DIS USD"},"source_url":"https://www.benzinga.com/markets/equities/25/11/48712211/cathie-wood-sees-483-upside-for-tesla-says-90-of-2600-target-rides-on-robotaxis-target-goes-up-if-humanoids-evolve-faster","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"2581074645","content_text":"Ark Invest CEO and CIO Cathie Wood reaffirmed her firm's 2030 price target for Tesla Inc. (NASDAQ:TSLA) at $2,600, which represents a 483% upside from its current stock price of $445.91 apiece, stating that 90% of that valuation is based on the company’s robotaxi business.Robotaxis + Humanoid Robots = $2,600 Target ‘Goes Up’Speaking on CNBC as Tesla held its annual shareholder meeting, Wood broke down the math behind her bullish case, emphasizing that the market still misunderstands the scale of the autonomous driving opportunity.\"90% of that valuation is a function of robo taxis,\" Wood said, noting the target has been published for “quite some time.”While the robotaxi service forms the core of the current valuation, Wood said her team is now actively researching the potential of humanoid robots.She described the complexity of scaling humanoids as “multiples of robo taxis” but noted that this area represents significant future upside not yet factored into her price target.\"We have very little in that $2,600 for humanoid robots,\" Wood explained. \"To the extent humanoid robots evolve faster than we’re expecting, then that price target goes up.\"Wood Reaffirms Faith In Tesla For Humanoid RobotsWood said that Tesla is in the “best position” to lead this new field because it is “already a robotics, energy storage, and AI company.”The interview took place as Tesla shareholders approved the trillion-dollar pay package for CEO Elon Musk during the company’s annual shareholder meeting.Wood offered strong support for the CEO, whom she called the “most productive and visionary human being on earth.”\"We think he deserves this pay package,\" Wood stated, arguing that the pay-for-performance structure “aligns company management with shareholders long term.”She also dismissed criticisms from governance firms like ISS and Glass Lewis, stating they are “not doing the right kind of research” to understand Tesla’s long-term vision and are too “short-term focused.”Tesla Underperforms The Market In 2025Despite the optimism surrounding Tesla’s business, it reported a mixed third quarter and underperformed the market in the current year so far.While Tesla stock has gained 17.57% on a year-to-date basis, the Nasdaq 100 index has returned 19.81% in the same period. However, TSLA was up 50.18% over the year.It closed 3.5% lower at $445.91 apiece on Thursday and rose 1.57% in after-hours following the shareholder vote.","news_type":1,"symbols_score_info":{"TSLA":1.5,"TSYW.SI":0.6,"TSLL":1.5}},"isVote":1,"tweetType":1,"viewCount":382,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":9021242948,"gmtCreate":1653065772984,"gmtModify":1676535217824,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"<a href=\"https://ttm.financial/S/TSLA\">$Tesla Motors(TSLA)$</a>overvalued stock finally correcting.&nbsp;","listText":"<a href=\"https://ttm.financial/S/TSLA\">$Tesla Motors(TSLA)$</a>overvalued stock finally correcting.&nbsp;","text":"$Tesla Motors(TSLA)$overvalued stock finally correcting.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":3,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/9021242948","isVote":1,"tweetType":1,"viewCount":843,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":9038228091,"gmtCreate":1646841810541,"gmtModify":1676534169079,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"<a href=\"https://ttm.financial/S/SE\">$Sea Ltd(SE)$</a>loss making company will not be profitable anytime soon","listText":"<a href=\"https://ttm.financial/S/SE\">$Sea Ltd(SE)$</a>loss making company will not be profitable anytime soon","text":"$Sea Ltd(SE)$loss making company will not be profitable anytime soon","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":3,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/9038228091","isVote":1,"tweetType":1,"viewCount":631,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":465599535030760,"gmtCreate":1754664316701,"gmtModify":1754664320346,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"You got to be shittin me.&nbsp;","listText":"You got to be shittin me.&nbsp;","text":"You got to be shittin me.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/465599535030760","repostId":"1177975459","repostType":2,"repost":{"id":"1177975459","kind":"news","weMediaInfo":{"introduction":"Stock Market Quotes, Business News, Financial News, Trading Ideas, and Stock Research by Professionals","home_visible":0,"media_name":"Benzinga","id":"1052270027","head_image":"https://static.tigerbbs.com/d08bf7808052c0ca9deb4e944cae32aa"},"pubTimestamp":1754620766,"share":"https://ttm.financial/m/news/1177975459?lang=en_US&edition=fundamental","pubTime":"2025-08-08 10:39","market":"us","language":"en","title":"Elon Musk Says $150K Investment In Tesla \"Probably\" Makes You A Millionaire","url":"https://stock-news.laohu8.com/highlight/detail?id=1177975459","media":"Benzinga","summary":"Tesla Inc. (NASDAQ:TSLA) CEO Elon Musk thinks investing $150,000 in the EV giant's stock could yield high returns for the investor.On Tuesday, a user on social media platform X, Cole Grinde, shared a...","content":"<html><head></head><body><p><strong>Tesla Inc.</strong> (NASDAQ:TSLA) CEO <strong>Elon Musk</strong> thinks investing $150,000 in the EV giant&#39;s stock could yield high returns for the investor.</p><p>On Tuesday, a user on social media platform X, <strong>Cole Grinde</strong>, shared a screenshot of Tesla stock performance since it first went public in 2010, with the caption &#34;$150,000 invested in Tesla will most likely make you a millionaire.&#34;</p><p>Responding to the post, Musk agreed with the caption. &#34;I think this is probably correct,&#34; the billionaire said on Tuesday.</p><p><img 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\" alt=\"\"/>Musk is all set to receive over 96 million Tesla shares as part of his CEO compensation award. The shares amount to over $29 billion in value. However, it&#39;s still shy of the $56 billion package originally approved by the Tesla board before being overruled by a Delaware judge in 2024.</p><p>Despite this, Tesla&#39;s sales are falling in multiple markets across the world, with European sales down in double-digit percentages in countries like France and the UK, where Tesla delivered 987 units in July, marking a 60% decline.</p><p>Tesla&#39;s Robotaxi faced criticism from analysts like <strong>Future Fund LLC</strong>&#39;s investor <strong>Gary Black</strong>, who said that the EV giant isn&#39;t the only one that will &#34;master unsupervised autonomy.&#34;</p><p>Elsewhere, the company announced it would be expanding its ride-hailing service in the San Francisco Bay Area. However, it&#39;s worth noting that the ride-hailing service isn&#39;t a Robotaxi as there will be a safety driver present in the car at all times.</p><p>Meanwhile, Tesla rival <strong>BYD Co. Ltd.</strong> (OTC:BYDDY) (OTC:BYDDF) announced it was bolstering its presence in the European market by introducing its two sub-brands, <strong>Yangwang</strong> as well as <strong>Denza</strong>, into the region next year.</p><p>Tesla scores well on Momentum, Quality and Growth metrics, but offers poor Value. For more such insights, sign up for Benzinga Edge Stock Rankings today!</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Elon Musk Says $150K Investment In Tesla \"Probably\" Makes You A Millionaire</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nElon Musk Says $150K Investment In Tesla \"Probably\" Makes You A Millionaire\n</h2>\n\n<h4 class=\"meta\">\n\n\n<div class=\"head\" \">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/d08bf7808052c0ca9deb4e944cae32aa);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Benzinga </p>\n<p class=\"h-time\">2025-08-08 10:39</p>\n</div>\n\n</div>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p><strong>Tesla Inc.</strong> (NASDAQ:TSLA) CEO <strong>Elon Musk</strong> thinks investing $150,000 in the EV giant&#39;s stock could yield high returns for the investor.</p><p>On Tuesday, a user on social media platform X, <strong>Cole Grinde</strong>, shared a screenshot of Tesla stock performance since it first went public in 2010, with the caption &#34;$150,000 invested in Tesla will most likely make you a millionaire.&#34;</p><p>Responding to the post, Musk agreed with the caption. &#34;I think this is probably correct,&#34; the billionaire said on Tuesday.</p><p><img 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\" alt=\"\"/>Musk is all set to receive over 96 million Tesla shares as part of his CEO compensation award. The shares amount to over $29 billion in value. However, it&#39;s still shy of the $56 billion package originally approved by the Tesla board before being overruled by a Delaware judge in 2024.</p><p>Despite this, Tesla&#39;s sales are falling in multiple markets across the world, with European sales down in double-digit percentages in countries like France and the UK, where Tesla delivered 987 units in July, marking a 60% decline.</p><p>Tesla&#39;s Robotaxi faced criticism from analysts like <strong>Future Fund LLC</strong>&#39;s investor <strong>Gary Black</strong>, who said that the EV giant isn&#39;t the only one that will &#34;master unsupervised autonomy.&#34;</p><p>Elsewhere, the company announced it would be expanding its ride-hailing service in the San Francisco Bay Area. However, it&#39;s worth noting that the ride-hailing service isn&#39;t a Robotaxi as there will be a safety driver present in the car at all times.</p><p>Meanwhile, Tesla rival <strong>BYD Co. Ltd.</strong> (OTC:BYDDY) (OTC:BYDDF) announced it was bolstering its presence in the European market by introducing its two sub-brands, <strong>Yangwang</strong> as well as <strong>Denza</strong>, into the region next year.</p><p>Tesla scores well on Momentum, Quality and Growth metrics, but offers poor Value. For more such insights, sign up for Benzinga Edge Stock Rankings today!</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"TSLA":"特斯拉","TSLL":"2倍做多TSLA ETF-Direxion"},"source_url":"","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1177975459","content_text":"Tesla Inc. (NASDAQ:TSLA) CEO Elon Musk thinks investing $150,000 in the EV giant's stock could yield high returns for the investor.On Tuesday, a user on social media platform X, Cole Grinde, shared a screenshot of Tesla stock performance since it first went public in 2010, with the caption \"$150,000 invested in Tesla will most likely make you a millionaire.\"Responding to the post, Musk agreed with the caption. \"I think this is probably correct,\" the billionaire said on Tuesday.Musk is all set to receive over 96 million Tesla shares as part of his CEO compensation award. The shares amount to over $29 billion in value. However, it's still shy of the $56 billion package originally approved by the Tesla board before being overruled by a Delaware judge in 2024.Despite this, Tesla's sales are falling in multiple markets across the world, with European sales down in double-digit percentages in countries like France and the UK, where Tesla delivered 987 units in July, marking a 60% decline.Tesla's Robotaxi faced criticism from analysts like Future Fund LLC's investor Gary Black, who said that the EV giant isn't the only one that will \"master unsupervised autonomy.\"Elsewhere, the company announced it would be expanding its ride-hailing service in the San Francisco Bay Area. However, it's worth noting that the ride-hailing service isn't a Robotaxi as there will be a safety driver present in the car at all times.Meanwhile, Tesla rival BYD Co. Ltd. (OTC:BYDDY) (OTC:BYDDF) announced it was bolstering its presence in the European market by introducing its two sub-brands, Yangwang as well as Denza, into the region next year.Tesla scores well on Momentum, Quality and Growth metrics, but offers poor Value. For more such insights, sign up for Benzinga Edge Stock Rankings today!","news_type":1,"symbols_score_info":{"TSLA":1.1,"TSLL":1.1}},"isVote":1,"tweetType":1,"viewCount":1004,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":464387515970008,"gmtCreate":1754400651196,"gmtModify":1754400654857,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"Good !","listText":"Good !","text":"Good !","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/464387515970008","repostId":"1107085703","repostType":2,"repost":{"id":"1107085703","kind":"news","weMediaInfo":{"introduction":"Reuters.com brings you the latest news from around the world, covering breaking news in markets, business, politics, entertainment and technology","home_visible":1,"media_name":"Reuters","id":"1032215980","head_image":"https://community-static.tradeup.com/news/4567337cbdf294b657b1fa87c5488b48"},"pubTimestamp":1754388578,"share":"https://ttm.financial/m/news/1107085703?lang=en_US&edition=fundamental","pubTime":"2025-08-05 18:09","market":"us","language":"en","title":"Tesla's German Car Sales More Than Halved in July","url":"https://stock-news.laohu8.com/highlight/detail?id=1107085703","media":"Reuters","summary":"Tesla's sales volume in Germany more than halved in July, the German road traffic agency KBA said on Tuesday, although sales of battery electric vehicles rose overall.KBA said Tesla sold 1,110 cars...","content":"<html><head></head><body><p>Tesla&#39;s sales volume in Germany more than halved in July, the German road traffic agency KBA said on Tuesday, although sales of battery electric vehicles rose overall.</p><p>KBA said Tesla sold 1,110 cars in Germany in July, down by 55.1% from a year earlier. The number of Teslas sold in the January-July period dropped 57.8% to 10,000 units, compared with the same period last year.</p><p>By contrast, the total number of newly registered electric vehicles increased by 58% in July to 48,614 units, KBA added.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Tesla's German Car Sales More Than Halved in July</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nTesla's German Car Sales More Than Halved in July\n</h2>\n\n<h4 class=\"meta\">\n\n\n<a class=\"head\" href=\"https://laohu8.com/wemedia/1032215980\">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://community-static.tradeup.com/news/4567337cbdf294b657b1fa87c5488b48);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Reuters </p>\n<p class=\"h-time\">2025-08-05 18:09</p>\n</div>\n\n</a>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p>Tesla&#39;s sales volume in Germany more than halved in July, the German road traffic agency KBA said on Tuesday, although sales of battery electric vehicles rose overall.</p><p>KBA said Tesla sold 1,110 cars in Germany in July, down by 55.1% from a year earlier. The number of Teslas sold in the January-July period dropped 57.8% to 10,000 units, compared with the same period last year.</p><p>By contrast, the total number of newly registered electric vehicles increased by 58% in July to 48,614 units, KBA added.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"TSLA":"特斯拉"},"source_url":"","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"1107085703","content_text":"Tesla's sales volume in Germany more than halved in July, the German road traffic agency KBA said on Tuesday, although sales of battery electric vehicles rose overall.KBA said Tesla sold 1,110 cars in Germany in July, down by 55.1% from a year earlier. The number of Teslas sold in the January-July period dropped 57.8% to 10,000 units, compared with the same period last year.By contrast, the total number of newly registered electric vehicles increased by 58% in July to 48,614 units, KBA added.","news_type":1,"symbols_score_info":{"TSLA":1.1}},"isVote":1,"tweetType":1,"viewCount":1500,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":421163320688680,"gmtCreate":1743832839514,"gmtModify":1743832843902,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"Screw Tesla price still too high more to go.&nbsp;","listText":"Screw Tesla price still too high more to go.&nbsp;","text":"Screw Tesla price still too high more to go.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/421163320688680","repostId":"2525303557","repostType":2,"repost":{"id":"2525303557","kind":"highlight","weMediaInfo":{"introduction":"Dow Jones publishes the world’s most trusted business news and financial information in a variety of media.","home_visible":0,"media_name":"Dow Jones","id":"106","head_image":"https://static.tigerbbs.com/150f88aa4d182df19190059f4a365e99"},"pubTimestamp":1743825600,"share":"https://ttm.financial/m/news/2525303557?lang=en_US&edition=fundamental","pubTime":"2025-04-05 12:00","market":"us","language":"en","title":"Tesla’s Stock Gets Caught in the Crosshairs of the Trump-China Trade War","url":"https://stock-news.laohu8.com/highlight/detail?id=2525303557","media":"Dow Jones","summary":"Tesla’s stock sinks toward another weekly loss, the 10th in the past 11 weeks after China retaliates against Trump with new tariffsTesla’s stock dives after China retaliates with tariffs on U.S. impor","content":"<html><head></head><body><p>Tesla’s stock sinks toward another weekly loss, the 10th in the past 11 weeks after China retaliates against Trump with new tariffs</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/d4047a7b23763e11e7225d4b3f2e1ca1\" alt=\"Tesla’s stock dives after China retaliates with tariffs on U.S. imports.\" title=\"Tesla’s stock dives after China retaliates with tariffs on U.S. imports.\" tg-width=\"921\" tg-height=\"651\"/><span>Tesla’s stock dives after China retaliates with tariffs on U.S. imports.</span></p><p>Shares of Tesla Inc. took a sharp dive Friday, after China ignored President Trump’s warning not to retaliate with new tariffs.</p><p style=\"text-align: start;\">The selloff is enough to knock the stock back into the red, for what has been a volatile week, which has been marked by surprisingly weak sales data, a report that Chief Executive Elon Musk’s role in the Trump administration was ending soon and a budding trade war.</p><p>The stock tumbled 10.4% on Friday, and has now slid 9.2% on the week.</p><p>Just before the news that China was retaliating against Trump’s tariffs with 34% levies on all U.S. imports starting April 10, the stock was down about 1% in premarket trading.</p><p>The weekly loss would follow last week’s 6% gain, that snapped a record nine-week losing streak.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/86c2edf683b6c7c931780a577ace20d2\" alt=\"Photo: FactSet, MarketWatch\" title=\"Photo: FactSet, MarketWatch\" tg-width=\"1045\" tg-height=\"725\"/><span>Photo: FactSet, MarketWatch</span></p><p>A trade war with China could be a big problem for Tesla. China is the electric-vehicle giant’s second-largest market.</p><p style=\"text-align: start;\">The company generated $20.94 billion in revenue from China in 2024, or 21.4% of total revenue. And Tesla has two factories in Shanghai, China, one dubbed a gigafactory and the other a megafactory.</p><p style=\"text-align: start;\">Tesla was already seeing sales fall in China, due in part to increasing competition and a backlash against Trump’s stance on trade, coupled with CEO Musk’s role in the government.</p><p style=\"text-align: start;\">Tesla’s stock has tumbled 43.9% since President Trump was inaugurated. In comparison, the U.S.-listed shares of China-based BYD Co. Ltd., which is by farChina’s biggest new-energy vehicle seller, has soared 29% over the same time.</p><p style=\"text-align: start;\">Data provided by the China Passenger Car Association showed that Tesla’s sales of new EVs in March slumped 11.5% from a year ago, while overall sales of new-energy vehicles in China jumped 30.1%.</p><p>For the first quarter, Tesla’s sales in China dropped 22%, while overall sales in China climbed 46% and BYD’s sales hiked up 58%.</p><p style=\"text-align: start;\">Sales have been even worse in some European countries, with France seeing March sales tumbled 41% and Sweden seeing sales plunge 64%.</p><p style=\"text-align: start;\">Tesla’s stock has shed 40.7% year to date, but has still gained 39.9% over the past 12 months. The S&amp;P 500 index has declined 13.7% this year, and slipped 1.4% over the past year. BYD’s stock has soared 74.1% over the past year.</p></body></html>","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Tesla’s Stock Gets Caught in the Crosshairs of the Trump-China Trade War</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nTesla’s Stock Gets Caught in the Crosshairs of the Trump-China Trade War\n</h2>\n\n<h4 class=\"meta\">\n\n\n<div class=\"head\" \">\n\n\n<div class=\"h-thumb\" style=\"background-image:url(https://static.tigerbbs.com/150f88aa4d182df19190059f4a365e99);background-size:cover;\"></div>\n\n<div class=\"h-content\">\n<p class=\"h-name\">Dow Jones </p>\n<p class=\"h-time\">2025-04-05 12:00</p>\n</div>\n\n</div>\n\n\n</h4>\n\n</header>\n<article>\n<html><head></head><body><p>Tesla’s stock sinks toward another weekly loss, the 10th in the past 11 weeks after China retaliates against Trump with new tariffs</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/d4047a7b23763e11e7225d4b3f2e1ca1\" alt=\"Tesla’s stock dives after China retaliates with tariffs on U.S. imports.\" title=\"Tesla’s stock dives after China retaliates with tariffs on U.S. imports.\" tg-width=\"921\" tg-height=\"651\"/><span>Tesla’s stock dives after China retaliates with tariffs on U.S. imports.</span></p><p>Shares of Tesla Inc. took a sharp dive Friday, after China ignored President Trump’s warning not to retaliate with new tariffs.</p><p style=\"text-align: start;\">The selloff is enough to knock the stock back into the red, for what has been a volatile week, which has been marked by surprisingly weak sales data, a report that Chief Executive Elon Musk’s role in the Trump administration was ending soon and a budding trade war.</p><p>The stock tumbled 10.4% on Friday, and has now slid 9.2% on the week.</p><p>Just before the news that China was retaliating against Trump’s tariffs with 34% levies on all U.S. imports starting April 10, the stock was down about 1% in premarket trading.</p><p>The weekly loss would follow last week’s 6% gain, that snapped a record nine-week losing streak.</p><p class=\"t-img-caption\"><img src=\"https://community-static.tradeup.com/news/86c2edf683b6c7c931780a577ace20d2\" alt=\"Photo: FactSet, MarketWatch\" title=\"Photo: FactSet, MarketWatch\" tg-width=\"1045\" tg-height=\"725\"/><span>Photo: FactSet, MarketWatch</span></p><p>A trade war with China could be a big problem for Tesla. China is the electric-vehicle giant’s second-largest market.</p><p style=\"text-align: start;\">The company generated $20.94 billion in revenue from China in 2024, or 21.4% of total revenue. And Tesla has two factories in Shanghai, China, one dubbed a gigafactory and the other a megafactory.</p><p style=\"text-align: start;\">Tesla was already seeing sales fall in China, due in part to increasing competition and a backlash against Trump’s stance on trade, coupled with CEO Musk’s role in the government.</p><p style=\"text-align: start;\">Tesla’s stock has tumbled 43.9% since President Trump was inaugurated. In comparison, the U.S.-listed shares of China-based BYD Co. Ltd., which is by farChina’s biggest new-energy vehicle seller, has soared 29% over the same time.</p><p style=\"text-align: start;\">Data provided by the China Passenger Car Association showed that Tesla’s sales of new EVs in March slumped 11.5% from a year ago, while overall sales of new-energy vehicles in China jumped 30.1%.</p><p>For the first quarter, Tesla’s sales in China dropped 22%, while overall sales in China climbed 46% and BYD’s sales hiked up 58%.</p><p style=\"text-align: start;\">Sales have been even worse in some European countries, with France seeing March sales tumbled 41% and Sweden seeing sales plunge 64%.</p><p style=\"text-align: start;\">Tesla’s stock has shed 40.7% year to date, but has still gained 39.9% over the past 12 months. The S&amp;P 500 index has declined 13.7% this year, and slipped 1.4% over the past year. BYD’s stock has soared 74.1% over the past year.</p></body></html>\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"BK4511":"特斯拉概念","BK4585":"ETF&股票定投概念","LU0823414478.USD":"法巴经典能源转换基金","IE00BK4W5M84.HKD":"HSBC GLOBAL FUNDS ICAV US EQUITY INDEX \"HC\" (HKD) ACC","BK4099":"汽车制造商","LU0964807845.USD":"ALLIANZ INCOME & GROWTH \"A\" (USD) INC","BK4555":"新能源车","LU1435385759.SGD":"Natixis Loomis Sayles US Growth Equity RA SGD-H","SG9999015978.USD":"利安颠覆性创新基金A","LU2087621335.USD":"ALLSPRING GLOBAL FACTOR ENHANCED EQUITY \"A\" (USD) ACC","LU2471134523.USD":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (USD) ACC","LU2326559502.SGD":"Natixis Loomis Sayles US Growth Equity P/A SGD-H","LU0943347566.SGD":"安联收益及增长平衡基金AM H2-SGD","BK4516":"特朗普概念","LU2750360641.GBP":"INVESCO GLOBAL EQUITY INCOME ADVANTAGE \"A\" (GBPHDG) INC","LU1861558580.USD":"日兴方舟颠覆性创新基金B","IE0034235303.USD":"PINEBRIDGE US RESEARCH ENHANCED CORE EQUITY \"A\" (USD) ACC","LU1551013425.SGD":"Allianz Income and Growth Cl AMg2 DIS H2-SGD","LU2360107168.USD":"BGF NEXT GENERATION TECHNOLOGY \"A4\" (USD) INC","LU0345770308.USD":"NINETY ONE GSF GLOBAL STRATEGIC EQUITY \"A\" (USD) ACC","IE00BWXC8680.SGD":"PINEBRIDGE US LARGE CAP RESEARCH ENHANCED \"A5\" (SGD) ACC","LU0345770993.USD":"NINETY ONE GSF GLOBAL STRATEGIC EQUITY \"A\" (USD) INC","SG9999015986.USD":"LIONGLOBAL DISRUPTIVE INNOVATION \"I\" (USD) ACC","BK4548":"巴美列捷福持仓","LU2756315318.SGD":"ALLIANZ INCOME AND GROWTH \"AMG\" (SGDHDG) INC A","LU1066051498.USD":"HSBC GIF GLOBAL EQUITY VOLATILITY FOCUSED \"AM2\" (USD) INC","LU2290526834.HKD":"BGF NEXT GENERATION TECHNOLOGY \"A2\" (HKDHDG) ACC","LU1066053197.SGD":"HSBC GIF GLOBAL EQUITY VOLATILITY FOCUSED \"AM3\" (SGDHDG) INC","BK4574":"无人驾驶","BK4551":"寇图资本持仓","BK4598":"佩洛西持仓","LU1674673691.USD":"HSBC GIF GLOBAL LOWER CARBON EQUITY \"AD\" (USD) INC","LU1914381329.SGD":"Allianz Best Styles Global Equity Cl ET Acc H2-SGD","LU0820561909.HKD":"ALLIANZ INCOME AND GROWTH \"AM\" (HKD) INC","TSLL":"2倍做多TSLA ETF-Direxion","LU1674673428.USD":"HSBC GIF GLOBAL LOWER CARBON EQUITY \"AC\" (USD) ACC","LU2357305700.SGD":"Allianz Global Artificial Intelligence ET H2-SGD","IE00BK4W5L77.USD":"HSBC GLOBAL FUNDS ICAV US EQUITY INDEX \"HC\" (USD) ACC","LU1548497426.USD":"安联环球人工智能AT Acc","SG9999015952.SGD":"LIONGLOBAL DISRUPTIVE INNOVATION \"I\" (SGD) ACC","LU1861559042.SGD":"日兴方舟颠覆性创新基金B SGD","BK4543":"AI","BK4527":"明星科技股","LU0820561818.USD":"安联收益及增长平衡基金Cl AM DIS","TSLA":"特斯拉","LU2756315664.SGD":"ALLIANZ INCOME AND GROWTH \"AMI\" (SGDHDG) INC","LU1066051811.HKD":"HSBC GIF GLOBAL EQUITY VOLATILITY FOCUSED \"AM2\" (HKD) INC"},"source_url":"https://dowjonesnews.com/newdjn/logon.aspx?AL=N","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"2525303557","content_text":"Tesla’s stock sinks toward another weekly loss, the 10th in the past 11 weeks after China retaliates against Trump with new tariffsTesla’s stock dives after China retaliates with tariffs on U.S. imports.Shares of Tesla Inc. took a sharp dive Friday, after China ignored President Trump’s warning not to retaliate with new tariffs.The selloff is enough to knock the stock back into the red, for what has been a volatile week, which has been marked by surprisingly weak sales data, a report that Chief Executive Elon Musk’s role in the Trump administration was ending soon and a budding trade war.The stock tumbled 10.4% on Friday, and has now slid 9.2% on the week.Just before the news that China was retaliating against Trump’s tariffs with 34% levies on all U.S. imports starting April 10, the stock was down about 1% in premarket trading.The weekly loss would follow last week’s 6% gain, that snapped a record nine-week losing streak.Photo: FactSet, MarketWatchA trade war with China could be a big problem for Tesla. China is the electric-vehicle giant’s second-largest market.The company generated $20.94 billion in revenue from China in 2024, or 21.4% of total revenue. And Tesla has two factories in Shanghai, China, one dubbed a gigafactory and the other a megafactory.Tesla was already seeing sales fall in China, due in part to increasing competition and a backlash against Trump’s stance on trade, coupled with CEO Musk’s role in the government.Tesla’s stock has tumbled 43.9% since President Trump was inaugurated. In comparison, the U.S.-listed shares of China-based BYD Co. Ltd., which is by farChina’s biggest new-energy vehicle seller, has soared 29% over the same time.Data provided by the China Passenger Car Association showed that Tesla’s sales of new EVs in March slumped 11.5% from a year ago, while overall sales of new-energy vehicles in China jumped 30.1%.For the first quarter, Tesla’s sales in China dropped 22%, while overall sales in China climbed 46% and BYD’s sales hiked up 58%.Sales have been even worse in some European countries, with France seeing March sales tumbled 41% and Sweden seeing sales plunge 64%.Tesla’s stock has shed 40.7% year to date, but has still gained 39.9% over the past 12 months. The S&P 500 index has declined 13.7% this year, and slipped 1.4% over the past year. BYD’s stock has soared 74.1% over the past year.","news_type":1,"symbols_score_info":{"TSLL":1.1,"TSLA":1.1}},"isVote":1,"tweetType":1,"viewCount":1561,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":358938180178032,"gmtCreate":1728639295837,"gmtModify":1728639299745,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"Ridiculous event filled with empty promises again with no clear timeline obviously because there is no plan. A cybervan design that is not even feasible for daily driving and at best a novelty. Stock&nbsp;will crash and burn.&nbsp;","listText":"Ridiculous event filled with empty promises again with no clear timeline obviously because there is no plan. A cybervan design that is not even feasible for daily driving and at best a novelty. Stock&nbsp;will crash and burn.&nbsp;","text":"Ridiculous event filled with empty promises again with no clear timeline obviously because there is no plan. A cybervan design that is not even feasible for daily driving and at best a novelty. Stock will crash and burn.","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/358938180178032","repostId":"1109809832","repostType":2,"isVote":1,"tweetType":1,"viewCount":2792,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":326008635076920,"gmtCreate":1720616034884,"gmtModify":1720619489388,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"what a load of crap. A conman&nbsp;","listText":"what a load of crap. A conman&nbsp;","text":"what a load of crap. A conman","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/326008635076920","repostId":"2450286436","repostType":2,"isVote":1,"tweetType":1,"viewCount":2052,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":282243101413496,"gmtCreate":1709915310160,"gmtModify":1709915313801,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"Stock is already going down, too much fake media hype&nbsp;","listText":"Stock is already going down, too much fake media hype&nbsp;","text":"Stock is already going down, too much fake media hype","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/282243101413496","repostId":"2417053695","repostType":2,"repost":{"id":"2417053695","kind":"highlight","pubTimestamp":1709907356,"share":"https://ttm.financial/m/news/2417053695?lang=en_US&edition=fundamental","pubTime":"2024-03-08 22:15","market":"us","language":"en","title":"Nvidia Looks Primed for a Stock Split After $1 Trillion Rally","url":"https://stock-news.laohu8.com/highlight/detail?id=2417053695","media":"Bloomberg","summary":" -- Nvidia Corp’s scorching rally has added more than $1 trillion in value this year alone, sending it well above the level where it last split its shares. Some see the AI giant well placed to do so again.Chemical Linked to Cancer Found in Acne Creams Including Proactiv, Clearasil. Huawei Chip Breakthrough Used Tech From Two US Gear Suppliers. How Trump’s Ex-Treasury Chief Landed 2024's Highest-Profile US Bank Deal. Biden Orders Military to Build Port to Ease Gaza’s Hunger Crisis. The company last announced a four-for-one stock split in May 2021, when it was trading at about $600 per share. Today, the stock is nearing the $1,000 level, extending last year’s 240% surge. While bulls argue that its valuation based on future earnings growth is relatively cheap, some potential investors may balk at the price.In addition, no companies in the Nasdaq 100 split their stocks last year amid a market-leading tech rally. That was a reversal from just a few years earlier during the pandemic, when te","content":"<div>\n<p>Shares have blown past level where Nvidia last split stockA stock split could help entice retail traders to buy shares(Bloomberg) -- Nvidia Corp’s scorching rally has added more than $1 trillion in ...</p>\n\n<a href=\"https://www.bloomberg.com/news/articles/2024-03-08/nvidia-looks-primed-for-a-stock-split-after-1-trillion-rally?srnd=homepage-asia\">Source Link</a>\n\n</div>\n","source":"lsy1584095487587","collect":0,"html":"<!DOCTYPE html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html; charset=utf-8\" />\n<meta name=\"viewport\" content=\"width=device-width,initial-scale=1.0,minimum-scale=1.0,maximum-scale=1.0,user-scalable=no\"/>\n<meta name=\"format-detection\" content=\"telephone=no,email=no,address=no\" />\n<title>Nvidia Looks Primed for a Stock Split After $1 Trillion Rally</title>\n<style type=\"text/css\">\na,abbr,acronym,address,applet,article,aside,audio,b,big,blockquote,body,canvas,caption,center,cite,code,dd,del,details,dfn,div,dl,dt,\nem,embed,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,html,i,iframe,img,ins,kbd,label,legend,li,mark,menu,nav,\nobject,ol,output,p,pre,q,ruby,s,samp,section,small,span,strike,strong,sub,summary,sup,table,tbody,td,tfoot,th,thead,time,tr,tt,u,ul,var,video{ font:inherit;margin:0;padding:0;vertical-align:baseline;border:0 }\nbody{ font-size:16px; line-height:1.5; color:#999; background:transparent; }\n.wrapper{ overflow:hidden;word-break:break-all;padding:10px; }\nh1,h2{ font-weight:normal; line-height:1.35; margin-bottom:.6em; }\nh3,h4,h5,h6{ line-height:1.35; margin-bottom:1em; }\nh1{ font-size:24px; }\nh2{ font-size:20px; }\nh3{ font-size:18px; }\nh4{ font-size:16px; }\nh5{ font-size:14px; }\nh6{ font-size:12px; }\np,ul,ol,blockquote,dl,table{ margin:1.2em 0; }\nul,ol{ margin-left:2em; }\nul{ list-style:disc; }\nol{ list-style:decimal; }\nli,li p{ margin:10px 0;}\nimg{ max-width:100%;display:block;margin:0 auto 1em; }\nblockquote{ color:#B5B2B1; border-left:3px solid #aaa; padding:1em; }\nstrong,b{font-weight:bold;}\nem,i{font-style:italic;}\ntable{ width:100%;border-collapse:collapse;border-spacing:1px;margin:1em 0;font-size:.9em; }\nth,td{ padding:5px;text-align:left;border:1px solid #aaa; }\nth{ font-weight:bold;background:#5d5d5d; }\n.symbol-link{font-weight:bold;}\n/* header{ border-bottom:1px solid #494756; } */\n.title{ margin:0 0 8px;line-height:1.3;color:#ddd; }\n.meta {color:#5e5c6d;font-size:13px;margin:0 0 .5em; }\na{text-decoration:none; color:#2a4b87;}\n.meta .head { display: inline-block; overflow: hidden}\n.head .h-thumb { width: 30px; height: 30px; margin: 0; padding: 0; border-radius: 50%; float: left;}\n.head .h-content { margin: 0; padding: 0 0 0 9px; float: left;}\n.head .h-name {font-size: 13px; color: #eee; margin: 0;}\n.head .h-time {font-size: 11px; color: #7E829C; margin: 0;line-height: 11px;}\n.small {font-size: 12.5px; display: inline-block; transform: scale(0.9); -webkit-transform: scale(0.9); transform-origin: left; -webkit-transform-origin: left;}\n.smaller {font-size: 12.5px; display: inline-block; transform: scale(0.8); -webkit-transform: scale(0.8); transform-origin: left; -webkit-transform-origin: left;}\n.bt-text {font-size: 12px;margin: 1.5em 0 0 0}\n.bt-text p {margin: 0}\n</style>\n</head>\n<body>\n<div class=\"wrapper\">\n<header>\n<h2 class=\"title\">\nNvidia Looks Primed for a Stock Split After $1 Trillion Rally\n</h2>\n\n<h4 class=\"meta\">\n\n\n2024-03-08 22:15 GMT+8&nbsp;&nbsp;&nbsp;<a href=https://www.bloomberg.com/news/articles/2024-03-08/nvidia-looks-primed-for-a-stock-split-after-1-trillion-rally?srnd=homepage-asia><strong>Bloomberg</strong></a>\n\n\n</h4>\n\n</header>\n<article>\n<div>\n<p>Shares have blown past level where Nvidia last split stockA stock split could help entice retail traders to buy shares(Bloomberg) -- Nvidia Corp’s scorching rally has added more than $1 trillion in ...</p>\n\n<a href=\"https://www.bloomberg.com/news/articles/2024-03-08/nvidia-looks-primed-for-a-stock-split-after-1-trillion-rally?srnd=homepage-asia\">Source Link</a>\n\n</div>\n\n\n</article>\n</div>\n</body>\n</html>\n","type":0,"thumbnail":"","relate_stocks":{"LU0466842654.USD":"HSBC ISLAMIC GLOBAL EQUITY INDEX \"A\" (USD) ACC","LU0689472784.USD":"安联收益及增长基金Cl AM AT Acc","IE00BFSS7M15.SGD":"Janus Henderson Balanced A Acc SGD-H","IE00BSNM7G36.USD":"NEUBERGER BERMAN SYSTEMATIC GLOBAL SUSTAINABLE VALUE \"A\" (USD) ACC","LU0234572021.USD":"高盛美国核心股票组合Acc","IE00BD6J9T35.USD":"NEUBERGER BERMAN NEXT GENERATION MOBILITY \"A\" (USD) ACC","LU0276348264.USD":"THREADNEEDLE (LUX) GLOBAL DYNAMIC REAL RETURN\"AUP\" (USD) INC","LU0109392836.USD":"富兰克林科技股A","LU0786609619.USD":"高盛全球千禧一代股票组合Acc","BK4535":"淡马锡持仓","LU0642271901.SGD":"Janus Henderson Horizon Global Technology Leaders A2 SGD-H","IE0034235188.USD":"PINEBRIDGE GLOBAL FOCUS EQUITY \"A\" (USD) ACC","LU0640476718.USD":"THREADNEEDLE (LUX) US CONTRARIAN CORE EQ \"AU\" (USD) ACC","BK4538":"云计算","NVDA":"英伟达","IE00BZ1G4Q59.USD":"LEGG MASON CLEARBRIDGE US EQUITY SUSTAINABILITY LEADER \"A\"(USD) INC (A)","IE00BKVL7J92.USD":"Legg Mason ClearBridge - US Equity Sustainability Leaders A Acc USD","IE00BDCRKT87.USD":"PINEBRIDGE GLOBAL DYNAMIC ASSET ALLOCATION \"ADC\" (USD) INC","LU0127658192.USD":"EASTSPRING INVESTMENTS GLOBAL TECHNOLOGY \"A\" (USD) ACC","BK4549":"软银资本持仓","LU0175139822.USD":"AB FCP I Global Equity Blend A USD","IE00BWXC8680.SGD":"PINEBRIDGE US LARGE CAP RESEARCH ENHANCED \"A5\" (SGD) ACC","LU0719512351.SGD":"JPMorgan Funds - US Technology A (acc) SGD","BK4548":"巴美列捷福持仓","IE00BLSP4452.SGD":"Legg Mason ClearBridge - Tactical Dividend Income A Mdis SGD-H Plus","IE00BJJMRY28.SGD":"Janus Henderson Balanced A Inc SGD","LU0320765059.SGD":"FTIF - Franklin US Opportunities A Acc SGD","LU0158827948.USD":"ALLIANZ GLOBAL SUSTAINABILITY \"A\" (USD) INC","IE00BMPRXR70.SGD":"Neuberger Berman 5G Connectivity A Acc SGD-H","IE00BMPRXN33.USD":"NEUBERGER BERMAN 5G CONNECTIVITY \"A\" (USD) ACC","LU0672654240.SGD":"FTIF - Franklin US Opportunities A Acc SGD-H1","LU0444971666.USD":"天利全球科技基金","LU0234570918.USD":"高盛全球核心股票组合Acc Close","LU0170899867.USD":"EASTSPRING INVESTMENTS WORLD VALUE EQUITY  \"A\" (USD) ACC","BK4097":"系统软件","LU0417517546.SGD":"Allianz US Equity Cl AT Acc SGD","BK4532":"文艺复兴科技持仓","BK4554":"元宇宙及AR概念","LU0353189763.USD":"ALLSPRING  US ALL CAP GROWTH FUND \"I\" (USD) ACC","LU0149725797.USD":"汇丰美国股市经济规模基金","BK4543":"AI","LU0072462426.USD":"贝莱德全球配置 A2","LU0011850046.USD":"贝莱德全球长线股票 A2 USD","BK4567":"ESG概念","BK4534":"瑞士信贷持仓","LU0056508442.USD":"贝莱德世界科技基金A2","LU0080751232.USD":"富达环球多元动力基金A","LU0097036916.USD":"贝莱德美国增长A2 USD","BK4533":"AQR资本管理(全球第二大对冲基金)"},"source_url":"https://www.bloomberg.com/news/articles/2024-03-08/nvidia-looks-primed-for-a-stock-split-after-1-trillion-rally?srnd=homepage-asia","is_english":true,"share_image_url":"https://static.laohu8.com/e9f99090a1c2ed51c021029395664489","article_id":"2417053695","content_text":"Shares have blown past level where Nvidia last split stockA stock split could help entice retail traders to buy shares(Bloomberg) -- Nvidia Corp’s scorching rally has added more than $1 trillion in value this year alone, sending it well above the level where it last split its shares. Some see the AI giant well placed to do so again.The company last announced a four-for-one stock split in May 2021, when it was trading at about $600 per share. Today, the stock is nearing the $1,000 level, extending last year’s 240% surge. While bulls argue that its valuation based on future earnings growth is relatively cheap, some potential investors may balk at the price.“Probably in the next year or so, I expect the stock to split and that would be able to get some small retail investors into the stock where they think it’s out of reach right now,” said Ken Mahoney, president and chief executive officer of Mahoney Asset Management. The reasoning Nvidia gave for 2021 split was “to make stock ownership more accessible to investors and employees,” according to a press release.  It rallied to about $750 per share by July 19 that year — the day before it started trading on a split adjusted basis. After a 2022 drop, the shares have since blasted past those levels.Stock splits are a cosmetic move generally enacted to attract smaller investors. The action reduces share price by redistributing the amount of equity over a larger number of stock, but doesn’t change anything about underlying fundamentals or valuation. “I’m always of two minds,” said Mike Sansoterra, chief investment officer at Silvant Capital Management LLC, adding that on one hand, stock splits don’t matter much because they don’t change anything about a company’s value. “But, on the other hand, retail investors psychologically do like to buy things that are $30 instead of $300,” he said. “They tell themselves that it’s less expensive even though it’s absolutely not less expensive.” To be sure, Nvidia hasn’t made any indication that it would split its shares anytime soon, and with its rally still marching higher, it doesn’t seem to be scaring away all retail investors. Its one of the most-traded stocks for the retail crowd, alongside Tesla Inc., Advanced Micro Devices Inc. and Super Micro Computer Inc., according to data from Vanda Research. And, investors that aren’t ready to pony up Thursday’s closing price of about $927 could still buy fractional shares of Nvidia, or hold fewer units.In addition, no companies in the Nasdaq 100 split their stocks last year amid a market-leading tech rally. That was a reversal from just a few years earlier during the pandemic, when technology stocks soared and spurred splits in some of the largest companies. Both Apple Inc. and Tesla Inc. split their shares in 2020 — with the move being the EV maker’s second in a two-years span. Amazon.com Inc. and Alphabet Inc. both split their stocks in 2022. Microsoft, however, hasn’t split its own shares since 2003, when it traded at about $50. It’s now trading at more than $400. If Nvidia can continue to exhibit the consistent growth on an upward trajectory, a stock split “would make sense,” Mahoney said. A positive outlook for revenue and cash flow in 2024 has been one of the factors lifting International Business Machines Corp. back toward a record high set more than 10 years ago. The firm has focused on streamlining its operations around software and services in recent years, divesting other businesses.","news_type":1,"symbols_score_info":{"NVDA":1}},"isVote":1,"tweetType":1,"viewCount":2038,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0},{"id":9902280302,"gmtCreate":1659707268308,"gmtModify":1704702136028,"author":{"id":"4098151747339220","authorId":"4098151747339220","name":"Arty","avatar":"https://community-static.tradeup.com/news/c38e7adda4157457303e200995a04cea","crmLevel":12,"crmLevelSwitch":0,"followedFlag":false,"authorIdStr":"4098151747339220","idStr":"4098151747339220"},"themes":[],"htmlText":"<a href=\"https://ttm.financial/S/NIO\">$NIO Inc.(NIO)$</a>expect another interest rate hike at this pace","listText":"<a href=\"https://ttm.financial/S/NIO\">$NIO Inc.(NIO)$</a>expect another interest rate hike at this pace","text":"$NIO Inc.(NIO)$expect another interest rate hike at this pace","images":[],"top":1,"highlighted":1,"essential":1,"paper":1,"likeSize":2,"commentSize":0,"repostSize":0,"link":"https://ttm.financial/post/9902280302","isVote":1,"tweetType":1,"viewCount":1427,"authorTweetTopStatus":1,"verified":2,"comments":[],"imageCount":0,"langContent":"EN","totalScore":0}],"lives":[]}