Okay so say you have 3 test groups for coin flipping, one in Japan, one in America, and one on the moon. The American is a black woman. The Japanese is a robot. The one on the moon is a caucasian male. Assume gravity is 100% equal to Earth. Okay?

They all flip a single coin, 1000 times each. The robot in japan and the white man on the moon record the results and report their results between each other after each coin toss. They do not report to the black female american, and she doesnt report back to them, however she does keep track of her own score.

What is the probability that the results between the 3 test groups is exactly the same?