Fibonacci Indicator & Golden Ratio: Only one ratio is real? #shorts

本站添加: 2026-05-06

[00:00:00]Now, here's where it gets interesting.

[00:00:02]What are the ratios? 618 we've come across before. That is the golden ratio as discovered by Fibonacci in the 13th century. You divide one number by the number after it. Real mathematics genuinely appears in nature. But, 0.382, someone decided, "Well, why don't we look by two positions after it?" So, 13 / 34, 21 / 55, always approximately 0.382.

[00:00:29]Try it yourself. But, that doesn't appear in nature. Let's go to 0.236.

[00:00:35]That's dividing by a number the third one ahead of the number. Getting further away from the maths. 0.5 is not Fibonacci at all. It's just the midpoint between the high and the low. And 0.786 is just the square root of 0.618. You can try that. Square root of 0.61 8 = 0.786.

[00:00:59]Someone got a calculator out.

[00:01:02]So, out of all those levels, only one is derived from the actual Fibonacci, 0.618.