It is mathematically impossible for there to be a normal distribution of absolute strength that has Daigian at the same time 0.3 SD below the mean and 10 times weaker than someone 5 or 6 SD above the mean.

There is absolutely no opinion involved.

The fact is simple. If absolute units of strength is the unit of measure, then a normal distribution with the above factors in place does not allow room for the existence of someone 2 SD below the mean, let alone 5 or 6 SD below the mean.

Hence a normal distribution of absolute units of strength is absolutely disproven.

The fact that you choose not to accept it has nothing to do with the validity of the simple maths proving this in black and white.