yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Why Apple is Rejecting The FBI’s Request for Universal Access to iPhones | Big Think.


2m read
·Nov 4, 2024

There’s a very famous phrase in the legal community – hard cases make bad law. And the circumstances that Apple and the FBI and the Justice Department find themselves in certainly not be by design. It’s a horrible tragedy that led to it, but this is a wonderful example of a very hard case.

You have, without question, somebody who has done an evil, evil, murderous thing, and they have used a device that contains information that might be not just marginally, but extraordinarily useful to law enforcement all over the world, certainly to the United States, in either solving aspects of this crime or preventing future atrocities from occurring. No question.

Apple says that it is not – and this happens to be an Apple device. Apple has designed their devices so that people can protect their information. And now a federal judge has ordered Apple to help crack the phone and gain access to that information. And Apple, in a very interesting letter from its CEO Tim Cook, has said, “Well, we don’t, we’re rejecting the judge’s order to help crack this.”

Why? Why? Because the problem that emerges is: do people have any expectation, or reasonable expectation, of privacy when they use technologies on networks? By exceeding to the judge’s request and the FBI’s request, a message would be sent to people all over the world – China, Europe, Latin America, the U.S. – that if a rule of law, if a judge – a Chinese judge, a Brazilian judge, a Russian judge – says that thing that you’ve encrypted on your device – we want access to it, it would basically mean you have no privacy.

If a rule of law – and let’s be very blunt here – Chinese and Russian rule of law standards are different than American, British, or German rule of law standards. Nobody could count on their devices to protect them in any other circumstances. To my mind, that is the definition of a hard case.

I am extraordinarily sympathetic to Apple. I’m extraordinarily sympathetic to the FBI and Justice Department. I am even more sympathetic to the families of the people who were hurt and killed in that attack, that terrorist attack. But the reality is this is one of those circumstances where there is no good answer. And whatever answer is chosen is the wrong one.

More Articles

View All
Awesome Atmosphere SCIENCE!
Vsauce, are you leaning back right now? Of course, you’re not. But you will be soon, because a new episode of Vsauce Leanback has just been released, and to start it, click the link at the top of this video’s description. This week’s topic is really fun.…
Definite integral involving natural log | AP Calculus AB | Khan Academy
Let’s now take the definite integral from 2 to 4 of (6 + x^2) over (x^3) dx. At first, this might seem pretty daunting. I have this rational expression, but if we just rewrite this, it might jump out at you how this could be a little bit simpler. So, thi…
Net force | Movement and forces | Middle school physics | Khan Academy
Let’s say that we are in deep space, and there is this asteroid here that, compared to us, is stationary or relative to us is stationary. What we want to do is we want to start to move it. So, what we do is we attach a rocket to one side, and then we igni…
What Month Begins the New Year? | National Geographic
Looking for an interesting fact to share at your New Year’s party? How about this: New Year’s Day hasn’t always been celebrated on January 1st. The new year that many cultures celebrate falls on January 1st, but this only came into effect in 46 BC when Ju…
Who are the Water Mafia | Parched
[busy street sounds] [rhythmic music playing] AMAN SETHI: Everyone buys water from the water mafia– the rich, the poor, the middle class. That’s because Delhi and its surroundings have about 24 million people. And anywhere between 30% to 40% don’t have a…
Finding zeros of polynomials (example 2) | Mathematics III | High School Math | Khan Academy
So I have the polynomial ( p(x) ) here, and ( p(x) ) is being expressed as a fourth degree polynomial times ( (3x - 8)^2 ). So this would actually give you some, this would give you ( 9x^2 ) and a bunch of other stuff, and then you multiply that times thi…