Inconsistent weighting in weighted voting games

In a weighted voting game, each voter has given weight, and coalition of voters is successful if the sum their individual weights exceeds quota. Such systems translate idea that are not all equal by assigning them different weights. such situation, two symmetric in game interchanging leaves outcome unchanged. Two with same weight naturally every but converse statement necessarily true. We call latter scenario inconsistent weighting. investigate herein conditions give rise to phenomenon within class games, we study how choice quota, total number can affect probability observing