Math II

 

I Believe

Everytime I hear a newborn baby cry,
Or touch a leaf, or see the sky,
Then I know why, I believe!

Do Christian Nationalists believe in God?

Christian Nationalists have preached the belief that theirs is the only correct way and thus they believe in a government of “My way or the highway” rather than ‘All roads lead to Rome.”  Mathematically they believe in a Cumulative Distribution Function, CDF, that is 0 before a point  e.g.  “A Come to Jesus Moment,” µ, and is 1 after that point. But they also believe that there should be no variance, whose square root is σ, and their Probability Distribution Function, PDF, is the only PDF with the correct CDF. In fact it is not.

A normal logistics PDF for any value of x is  ¼*1/s*sech²((x-µ)/2s). Its CDF is ½+½*tanh((x-µ)/2s). It has a variance, σ², of s²π²/3. Its CDF is also 0 before a point, µ-3*σ, and is 1 after a point, µ+3*σ. Thus the difference between the Christian Nationalist, and a normal distribution is the value of the variance, σ². Christian Nationalists believe it can only be zero, while according to mathematics, normally it can be any nonzero number.

If you accept the premise that before µ , the “Come to Jesus” moment,  you were not saved, did not accept God/Jesus, and after µ you were saved, but you also believe that there is no variance, σ=0, then  you also have to believe that s = 0. The problem is that those people have confused variance with error. God has no error, but he does have a variance. In fact, according to a normal logistics function, when s= 0.5, which is also the mean and median of the CDF of Christian Nationalists, the variance is not zero but is perfection, God, π², divided into three parts, 3, times choice squared, s²= 0.25.  If you believe that your variance is zero, but God’s variance is not zero, you must also not believe in God. So please don’t call yourselves Christian Nationalists. Be honest and call yourselves Anti-Christian Nationalists.