Orthocubic (K006)
We construct triangle and Orthocubic for this triangle. After that we take point then we cojugate that point isogonal and we get point which is also on the Orthocubic. And by using GeoGebra we conclude that Othocubic is isogonal transform of itself.
Barycentric equation
Here we again sustitude , and with , and .
And again we have the same equation as that in the beginning. Orthocubic cubic is isogonal transform of itself.