对于你这种20年无射精需求的政治正确来讲,老黄绝对是个傻逼🤣
胡总,你就是个活死人🤮
By any standard logic—given how vital both Jensen Huang and Nvidia are to the United States—if U.S. intelligence agencies had truly determined that Alice Huang was a "Chinese female spy," they ought to have issued a private warning to Jensen Huang first. Instead, they leaked the matter directly to the media, triggering an explosive public controversy that caught Jensen Huang completely off guard and forced him to admit to an extramarital affair and issue a public apology. This was a deliberate slap in the face to both Jensen Huang and Nvidia, clearly driven by calculated political motives.
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”董事会对詹森及其领导团队充满信心,并将在适当的时候提供进一步的最新信息“
老黄的地位不会动摇,绝对不会,可以考虑买入英伟达股票,这不是玩笑
We just issued a press release from our board of directors. Read the release: nvidianews.nvidia.com/news/s…
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请你不要瞎说这种大实话😡
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Mister Download Manager
大招,下载速度和嗅探相当变态,已实测(包括磁力链接),下载新版蝙蝠侠17M/S
youtube直接嗅探失败,需要把视频页面加入到任务中才行
misterdownloadmanager.com/do…
chromewebstore.google.com/de…
BT站
torrentdownloads.pro/
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菲尔兹奖得主出的围棋死活题到底有多变态?
Q-93000
101weiqi.com/book/337/757/
youtu.be/9SfmDQlRtRw?si=KgjJ…
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大雁:為何一定要飛成「人」字或“一”字型?領頭鳥真的會累死嗎?揭開地表最強團隊的續航黑科技 | 【曠野的呼喚】 | 野鵝、大雁、鴻雁 | Wil...
youtu.be/_f7kA7o6d6c?si=S20E… 来自 @YouTube
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漂亮的证明
In 1902, a puzzle showed that an equilateral triangle could be cut into just four pieces and rearranged into a perfect square.
Could three pieces suffice?
A proof published in 2026 by Demaine, Kamata and Uehara established that four is the minimum for polygonal pieces rearranged without flipping.
A 124-year-old geometric question, settled.
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