The common sense in the claim made above is based on logical deduction, not faulty facts or data or statistics.
It's simple mathematics.
If person A is in frequent sexual contact with N number of persons and person B is in frequent sexual contact with X number of persons, and person A's N group of persons is in frequent sexual contact with Q number of persons, whereas person B's X group (X being a number significantly smaller than the number N) has infrequent sexual contact with Z number of persons (where Z is a number significantly smaller than the number Q), logic dictates that person B has a smaller chance of contacting disease AIDS than person A simply because they open themselves to the oppertunity less often. To take this further from this mathematical-esque depiction, when the person B gets to know each person X before coming into sexual contact with them, the chance of contracting a deadly AIDS is minimised. The promiscuous populations A and N and Q are at higher risk because they allow themselves to be prey for creepy lechers who contract STDs/AIDS and don't care if they pass it on.
Old men, fear me! You will shatter under my ruthless apathetic assault!
Uschi - 2 Old Men - 0
"I am convinced that this world is of no importance, and that the only people who care about dates are imbeciles and Spanish teachers." -- Jean Arp, 1921
"If Jesus came back and saw what people are doing in his name, he would never never stop throwing up." - Max von Sydow, "Hannah and Her Sisters"
