e=exp(1);
x=0:0.01:5
sx=-6:0.01:6;
bins=0.1:0.2:4.9;  %The integral over the historgram will be a fifth of the number of points.  Don't forget to normalize functions to agree with this.
longbins=0.1:0.2:19.9;
finebins=0.025:0.05:4.975; %The integral will be a twentieth.
symbins=-5.9:0.2:5.9;
bigbins=-290:20:290; 
sCdist=1./(pi*(1.+sx.^2)); %The symmetric Cauchy distribution
Wig=Wigner(x);