Google intentionally recruits people multiple times. They understand sometimes a person has a bad day, and that they grow and develop. Unless you don't utterly fail the phone screen, you're very likely to get called in a few times, just to make sure that they're not turning you down for arbitrary decisions. (Chances are good that an arbitrary situation won't show up 4 times in a hiring committee")

Which brings me to the second point. It's highly unlikely these people will win, as Google hires by committee... so everything gets documented and recorded. There is no ability for a single bias person to interfere with a hiring decision.

N.B.: I worked a Google, I was "undecided" by my first hiring committee, but the second made an offer like immediately after being presented my packet.

Google actually INTENTIONALLY recruits people multiple times. Unlike many other companies, they realise that people grow, people develop, and sometimes people are just having a bad day.

In any case, they want to ensure that they haven't passed up any arbitrary candidate just because they failed one in-person interview.

N.B.: I worked for Google. I didn't get hired by the first committee, but was hired by the second committee...

Indeed, compilers already automate so much of our programming job. I remember having to avoid using multiplication by a constant if speed was important, and choosing all sorts of crazy things, just because they ran faster... now, the compiler automates this for me, and I can write code that is more legible and clear.

This is just yet, another form of optimization, which computers have been doing for us for like at least 10 years already...

I am not concerning myself with representations of mathematical values, except to show the parallels of why it works. IEEE 754 defines a positive and negative infinity, because it has a specific signed bit. Thus, it's easier to define a positive and negative infinity than to produce special code to handle "exceptions"... note also that IEEE 754 defines a positive and negative 0 separately. No, they really do.

My model is a theoretical one that hasn't reached mathematical consensus, and it likely never will. I just note that this is an argument for infinity being signless.

Ah it doubles as a nice Chromebook!

Let's assume that the set of integers is Z_\inf. K? We can now define negative numbers as the 1's compliment of the number plus 1. 1 = 999...9998. then plus 1 = 999...9999. This plus 1 results in an infinite carry out, and the value 0. Awesome.

Now, let's look at 1/0, we see that from the right it's approaching \inf from the bottom, while we see that from the left, it's approaching \inf from the top. Now, at 0, obviously these two will be coincident, because we're working in Z_\inf, that value is the same value. Namely, -\inf = \inf. But that doesn't make sense, only 0 can be it's own negative!

But we've already known for a long time about Z_n where n is even, -(-128) in Z_256 is -128. -(-65536) in Z_2^16 = -65536. So, there's no trouble in making -\inf = \inf ...

Basically, 1/0 grows so fast that it manages to wrap around the entire infinite series of numbers. Which is exactly what it does...

Dude... you perhaps haven't heard, but computers run entirely upon theoretical mathematics... I know, it's popular to say it's engineering, rather than mathematics, but it's mathematics. It's always been mathematics.

Most, I hate the Sparta icon... it's white, with no contrast border... which makes everything that is assigned to it being the default program, show a white globe on a white background... it's like, "way to go, Microsoft!" followed by a slow clap.

"clean" "modern" design... which will never work decently on all backgrounds... you know... like good logos, and designs...

This, absolutely this. In order to force someone to turn over information, I have to have a valid subpoena issued by a court with jurisdiction. The fact that they just punted this to "you figure it out" means Google is given arbitrary discretion on how they can fulfil this, and the recourse to disagreeing is to take them to court and sue them again.

If you're going to give someone a right enforced by the government, then you should provide the necessary process to issue a "strike-records decree"...

BTW, Google still tells employees not to talk about this stuff in public, because Google has to so carefully watch its steps. (Disclaimer, I used to be a Google employee this year)

The problem is also the consent decree that says "anything that Google says, it has to actually be doing"... which can end up really nitpicky if lawyers want to be... and "my various governments" are all looking to catch Google for something, anything... so, they are being a bit nitpicky...

Worse, the H1Bs require their employer to sponsor them to remain in the United States, which they will only do if the individual is working for them.

As a result, the employer not only holds and H1B's livelihood under a Damocles Sword, but even their residence in this country. You want to quit? Well, I hope you're prepared to move yourself back to where you came from on your own dime, which is also what happens if we fire you.

So, the employer has even more power over H1B workers, to the point where the worker is unlikely to report anything but the worst abuse...

It even syncs the disks before shutting down! v_v

Such a non-news story... omg, this this is "interesting" in so far as an odd tool that has little possible use(?)

That's my thinking...

Congresscritter?

I for one welcome our new -hole gender-neutral name style for jobs that are essentially "lie about this in the least possible lie, so that it still puts us in a good light"

In Germany, autopay comes with an authorization limit... basically, "if the bill is over X,€ don't autopay"

I'd prefer to see this on the autopay here in the states as well... because I'm fine with authorizing autopay for any bill less than $60... but if it reaches into the thousands, or even the hundreds, then I damn well don't want to authorize the autopay!

10 separate streams at only 29 Mbps... that means you could do ... 2^2... but it's 8k, so 4^2 = 16... 29/10*16... 46.4 ... so, you could still do 8k Netflix on 50Mbps...