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Comment Re:i.e. I think I can ignore the law if I want to (Score 1) 124

Um, the French and Indian War was between 1756 and 1763. There was no "Canada", save as a bit of a colloquial expression for the New France, which became British after the defeat of French forces in 1759.

Nitpick: The Treaty of Paris was signed in 1763. That was when the colony formally became British.

Comment Re:Chinese speakers only (Score 1) 421

fluency in [ mandarin | Chinese ] is a plus

Of course it's a plus. I'm likely to be hiring a group of Mechanical Engineers in the next six months, and I certainly want at least one of them to be fluent in Mandarin to make it easier to work with Chinese suppliers. It would be pretty handy if they speak Korean, Japanese or Hindi, too.

-jcr

Comment Re:In other words (Score 1) 120

I've had a kidney stone, and I'll tell you the LAST thing I wanted to do during all that pain was hop on a roller coaster.

Amen, brother. I had heroin suppositories[*] keeping mine down to a deafening roar before my medevac, and I still couldn't even sit upright before the pain got the better of me. Talk about the cure being worse than the disease.

[*] From the ridiculous to the sublime, as it were.

Submission + - New formula massively reduces prime number memory requirements.

grcumb writes: Peruvian mathematician Harald Helfgott made his mark on the history of mathematics by solving Goldbach's Weak Conjecture, which every odd number greater than 5 can be expressed as the sum of three prime numbers. Now, according to Scientific American, he's found a better solution to the Sieve of Erasthones:

In order to determine with this sieve all primes between 1 and 100, for example, one has to write down the list of numbers in numerical order and start crossing them out in a certain order: first, the multiples of 2 (except the 2); then, the multiples of 3, except the 3; and so on, starting by the next number that had not been crossed out. The numbers that survive this procedure will be the primes. The method can be formulated as an algorithm.

But now, Helfgott has found a method to drastically reduce the amount of RAM required to run the algorithm:

Helfgott was able to modify the sieve of Eratosthenes to work with less physical memory space. In mathematical terms: instead of needing a space N, now it is enough to have the cube root of N.

So what will be the impact of this? Will we see cheaper, lower-power encryption devices? Or maybe quicker cracking times in brute force attacks?

Comment Re:Accenture (Score 1) 87

After they mismanaged the company for a few years, trashing our corporate culture and making all the employees miserable I found another job and resigned.

If you were an ethical person, you would have bailed as soon as the acquisition was announced.

miserable, judgemental jerk

Why would I be miserable? I don't have the taint of working for a criminal organization on my conscience.

-jcr

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