You might also say they dropped it because going to court and losing would greatly narrow the scope of the All Writs act. Then the "maybe illegal" spying coersion becomes "actually illegal"
You might also say they dropped it because going to court and losing would greatly narrow the scope of the All Writs act. Then the "maybe illegal" spying coersion becomes "actually illegal"
Holding the case in public, and publishing the contents of the phone in public are very different things
And saying they "can't comment" as the GP suggested is different to publishing contents of the phone. They could easily comment on whether they found anything or not, whether it had any importance to the case, the nature of what they might have found without revealing specifics.
If they do simply say they "can't comment" then we will know they are lying, because because they already did comment, quite voluntarily: they just held a whole court case in public about it which revealed all kinds of gory details. A court case which Apple asked to seal and the FBI said "no, we want this to be public".
Farook and wife smashed their personal phones yet left his work iphone untouched.
Investigators seized Farook’s work iPhone from a black Lexus IS300 parked
outside his residence in Redlands, which authorities obtained a warrant to
search, and two personal mobile phones were found smashed and discarded in a
dumpster behind the residence, court records show.
http://www.sbsun.com/general-news/20160219/feds-take-on-appl...However, there are so many ways to circumvent encryption that it seems that there aren't a lot of cases where a hard decryption of a previously-coded message would really be required (the target can often be compelled or tricked into giving up his keys, a plaintext version may be intercepted at some point, etc.).
Big assumption right thurr. Besides, "good" won't cut it - you'd need "perfect even under adversarial circumstances". Good luck with that.
That is as wrong as saying that, given enough effort, you can make 1 + 1 = 3. Cryptography deals with unimaginably large numbers, to the point that for some algorithms and keylengths an exhaustive bruteforce attack would require more energy than exists in the universe.