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Could it be that the prime number distribution, where prime numbers, if they exist, are found at 6n + 1, with n >= 1, might also be the algorithm used to calculate SETI transmission frequencies? The algorithm says that prime numbers, if they exist, always exist as the nearest neighbors to multiples of 6. (It doesn't work for the first six numbers.) If the 6 represents the wavelength of the fhydrogen = 1420.4 MHz frequency emitted by hydrogen, then the prime number slots might correspond to sidebands at fhydrogen plus or minus fhydrogen/6. Since 1420.4/6 = 236.7 MHz, one might want to look at: 1420.4 + 236.7 = 1657.1 MHz andOr something like that. It could also be that pulses are sent at times 6n + 1 , or there might be other possible variants which you can think of. Roger C., via email
The Doctor Responds: A multiple of a basic emission line (like hydrogen) is fine, because hydrogen emission is universal, and looks the same to all observers in the Universe, no matter how we tally its units (or no matter how many fingers ETI counts on). We must take care, however, not to assign significance to a certain (magic) number of MegaHertz, for example, because Mega is merely a result of counting in decimal, and Hertz is cycles per second, a very arbitrary measure of time used on Earth. All that said, I should point out that there's a move in the SETI community away from searching on or around "magic frequencies," in favor of developing ultrabroadband receivers that can search at all frequencies simultaneously. If you're looking across the entire electromagnetic spectrum (a tall order to be sure), then there's little chance you will have guessed wrong. As an interesting aside, your algorithm for determining primes is somewhat reminiscent of that for a special case, the Mersenne Primes. These are numbers which fit the form: n = 2^{P}  1Something like 41 such primes, the largest ones with digits stretching into the millions, are now know. A distributed computing project called GIMPS (Great Internet Mersenne Prime Search) is seeking ever larger ones. This is significant for SETI, in that GIMPS is reminiscent of another largescale distributed computing experiment, the well known SETI@home project. Both seek to employ their participants' idle computer cycles in a productive manner. To date GIMPS (having discovered at least seven new Mersenne Primes) has a greater measure of success than does SETI@home (which has yet to discover a single signal of confirmed intelligent extraterrestrial origin, searching in the vicinity of its one Magic Frequency, 1420.405751691 MHz).

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