Quote from oddiduro:
Okay, fair enough.
Gallieo's principle of equivalence states that inertial mass equals gravitational mass which causes a particle to travel in a definite curve. REGARDLESS OF MASS OR COMPOSITION.
In other words, a thing set in motion will not travel in a straight line in terms of acceleration and velocity, because of gravity, or inertia as a function of time.
In still other words, bars have inertia as a function of time, and mass as a function of price. This means that price travels in a parabola. Two parabolas put together would be an ellipse. An ellipse with an eccentricity of zero would be a CIRCLE. The angles in a circle can be represented within a SQUARE.
Now about the eyes, the eyes do cause real time illusions, which is one reason why studies should not be plotted in blue, and the numerical location of trendline should be known, rather than just the visual representation of such line.
As I explained earlier, if the initial parameters of the measurement of that line remains the same, then the line is a stable numerical representation of where price may stop and reverse.
Meaning if a 2 x 2 square remains such, and is not distorted into a 3 x 1 or a 1 x 3 rectangle, then the Gann angles will work just fine.
Awaiting any further questions.