No, it doesn't. It implies that normal distributions are normal. You responded with the absurdity that 1 in 1 billion mathematical talents show up at Los Angeles high schools every few years, validating my comment earlier that you don't seem to understand how distributions work.
My understanding is that the tail ends of IQ bell curves are fatter than expected with a strictly conforming normal distribution. Also, IQ may not be distributed normally in different locations. For example, it's reasonable to expect that people at the right side will gather in urban areas.
