LavaRnd: A Open Source Project for Truly Random Numbers
Phil Windley writes "Truly random numbers are crucial to good encryption.
Most people have heard of Silicon Graphic's use of Lava Lamps to generate random numbers. There were some problems: it required special SGI hardware and software along with six lava lamps, and the solution wasn't portable. But the biggest drawback was that SGI patented the idea so it wasn't freely available. Now, some of the scientists behind the SGI random number system have create LavaRnd, an open source project for creating truly random numbers using inexpensive cameras, open source code, and inexpensive hardware. The system uses a saturated CCD in a light-tight can as a chaotic source to produce the seed. Software processes the result into truly random numbers in a variety of formats. The result is a random number that is crytographically sound, ranking at the top of its class in the NIST 800-22 Billion bit test. Its even portable, so the truly paranoid can take it with them when they travel."
"But, sir, I need this lava lamp for my cubicle! It's required for encrypting our company's secrets. I also need the black light, for, uh... stopping pop-ups."
I won't bore you with the laundry list of other problems that I've encountered while working on various SGI lava lamps, but suffice it to say there have been many, not the least of which is I've never seen a SGI lava lamp that has run faster than its 1960s counterpart,despite the SGI lamp's smaller viscosity. My lamp with runs faster than this SGI lamp at times. From a productivity standpoint, I don't get how people can claim that the SGI LavaRnd is a "superior" machine.
SGI addicts, flame me if you'd like, but I'd rather hear some intelligent reasons why anyone would choose to use a SGI over other faster, cheaper, more stable systems.
For generating random numbers: A quarter in my pocket and a lot of free time.
I just used LavaRnd's Lotto Number Generator with default values and it returned:
:-)
1, 2, 3, 4, 5, 6
Well, in a truly random sequence, this combination is just as likely as any other...