Exploring Pentation - Base e

[Ivars]

I am not sure if this is even relevant, or artifact, but spirals are getting even stranger, the one with formula:

r(t)=
(((((t^(1/-t))^((1/t)^t))^((1/t)^-t)^(-t^(-1/t)))^(((t^(1/t))^((1/t)^t))^((1/t)^-t)^(-t^(-1/t))))^((((t^(1/-t))^((1/t)^t))^((1/t)^-t)^(-t^(-1/t)))^(((t^(1/t))^((1/t)^t))^((1/t)^-t)^(-t^(-1/t)))))^(((((t^(1/-t))^((1/t)^t))^((1/t)^-t)^(-t^(-1/t)))^(((t^(1/t))^((1/t)^t))^((1/t)^-t)^(-t^(-1/t))))^((((t^(1/-t))^((1/t)^t))^((1/t)^-t)^(-t^(-1/t)))^(((t^(1/t))^((1/t)^t))^((1/t)^-t)^(-t^(-1/t)))))^(t+5);

resembling snail shell. Extra t+5 in the end added straight lines away from center to bifurcation. All spirals have SPLIT patterns, are very sensitive to max value of parameter t, and go through point with coordinates ( sin1;cos1).
I mentioned Karman in one of file names as breakdown of smooth lines resembles Karman vortex sheets after an obstacle.