The US population is 300 million and there's about 43,000 zip codes in the US. Assuming an even distribution, that's about 7,000 people per zip code. Cut it down to just one gender and we're at 3,500. The probability of a chosen person in that group having a a unique birthday is (364/365)^3500 = 0.0068%. Now, if we say that the person could have been born in one of the past sixty years, we get (21914/21915)^3500 = 85% as the probability that this person has been uniquely identified.
The US population is 300 million and there's about 43,000 zip codes in the US. Assuming an even distribution, that's about 7,000 people per zip code. Cut it down to just one gender and we're at 3,500. The probability of a chosen person in that group having a a unique birthday is (364/365)^3500 = 0.0068%. Now, if we say that the person could have been born in one of the past sixty years, we get (21914/21915)^3500 = 85% as the probability that this person has been uniquely identified.