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The Options Paper Trading Challenge has come to an end, and we're thrilled to have around 17,000 participants over the past 4 weeks!
Last week, more than 564 participants achieved virtual gains exceeding 5%, with $Advanced Micro Devices (AMD.US)$ being the most actively traded option during the earnings season.
Over 730 participants attained virtual gains exceeding 5% throughout the four-w...
![Check in on our Option Paper Trading Challenge's top performers - Week Four & Final Rank](https://ussnsimg.moomoo.com/sns_client_feed/77777007/20250211/web-1739240752338-HBSPftCQNF.jpeg/thumb?area=100&is_public=true)
![Check in on our Option Paper Trading Challenge's top performers - Week Four & Final Rank](https://ussnsimg.moomoo.com/sns_client_feed/77777007/20250211/web-1739240906867-fwFuqKsCJc.png/thumb?area=100&is_public=true)
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$Richtech Robotics (RR.US)$ A reassuring stock with tangible assets, RR I think it's fortunate that Richtech Robotics didn't create an outdoor delivery robot. In the summer, it rains, and in the winter, the ground gets slippery. There are too many environmental factors that can create variables and risks.
Richtech Robotics is not just about making drinks; with many other machines, it will experience explosive growth across industries like hotels, restaurants, and auto repair shops.
Not every comp...
Richtech Robotics is not just about making drinks; with many other machines, it will experience explosive growth across industries like hotels, restaurants, and auto repair shops.
Not every comp...
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$Richtech Robotics (RR.US)$ Are you ready to boost?
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$SEALSQ Corp (LAES.US)$ can observe for post market. It's preparing momentum. The bull is not stop yet.
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$Tesla (TSLA.US)$
Given a differentiable function f from Rm to Rn, the critical points of f are those points such that the Jacobian matrix of f has rank less than n. The image of a critical point under f is called a critical value. A point is called a regular value if it lies in the complement of the set of all critical values. By Sard's theorem, the set of critical values of a smooth function is a set of zero measure. In particular, there are finite critical values in ...
Given a differentiable function f from Rm to Rn, the critical points of f are those points such that the Jacobian matrix of f has rank less than n. The image of a critical point under f is called a critical value. A point is called a regular value if it lies in the complement of the set of all critical values. By Sard's theorem, the set of critical values of a smooth function is a set of zero measure. In particular, there are finite critical values in ...
![可微分函数的临界点:分段函数,分段交易,各个击破。](https://ussnsimg.moomoo.com/sns_client_feed/71367165/20241219/web-1734606506739-gNlTWijCTr.png?area=100&is_public=true)
![可微分函数的临界点:分段函数,分段交易,各个击破。](https://ussnsimg.moomoo.com/sns_client_feed/71367165/20241220/a6803696a4f1752850b4e30ec80bd083.jpg/thumb?area=100&is_public=true)
![可微分函数的临界点:分段函数,分段交易,各个击破。](https://ussnsimg.moomoo.com/sns_client_feed/71367165/20241220/673202469264bca3d479cd12ab0ea00d.jpg/thumb?area=100&is_public=true)
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