So, about that. Do the math on how many faces a 768-simplex has.
Revisiting this. Isn't it a bit of a red herring to enquire about the number of 2-faces that an n-simplex has? It still only has n+1 vertices. A 768-simplex may have 75.5 million faces but it will still only have 769 vertices which completely define the shape. So why would I expect a large number of the other >90% of the 10,000 samples I have to lie on the surface, rather than inside the interior volume?
To be more direct, what's the specific relevance of bringing up the number of 2-faces that an n-simplex has?
Does anyone know how they get this data?
So an extension will seem benign when it initially gets checked by Google as part of becoming part of its submission to the Chrome Store. Then, later, the external “3rd party” script that is hosted remotely will get replaced with a different, malicious script. The malicious extension carries on stealing cookies, credentials, and fingerprints until someone reverse engineers it and reports it to Google.
Google will not always recognize the issue immediately because the 3rd-party malicious code is not strictly “part of” the extension so there’s a bit of a song and dance while the person who reversed it convinces Googles reviewers that “yes, this really is actually malicious, you need to analyze the third party code that loads later” and then Google eventually takes it down after a semi-involved back-and-forth where extensive documentation and video walk-throughs are provided by the exasperated white-hat Good Samaritan.