I can't take them seriously as a trading tool.
...the 61.8% relationship (plus or minus 5% - it'll hardly ever be exact) occurs regularly enough to warrant caution...
I mean, you've got Fibonacci numbers at 23.2%, 38.2%, 50%, 61.8%, and 76.8%. If you extend the range around each by about 5% each way, you've got 50% of the range covered, and discounting the fringe areas (non-trending?) from 0-18% and 82-100%, then your 5% allowance means those 5 Fibonaccis are covering 78% of the central range! Well no wonder stuff happens at those numbers rather a lot!
Eg: the 50% range could go up to 55%, and the 62.8% range comes down to 57.8%. So there's only a 2.8% gap for "non-Fibonacci" numbers to fall into.
But a fib level can be used as a boundary. eg "If the price drops below the x% level, my hypothesis is incorrect and I will take such action as determined beforehand should such boundary be breeched."
You can create a hypothesis that says the trend I want to ride does not retrace past the x% level. While above that, I'm in... below that I'm out. (Or something like that)
FWIW
I like this idea, but ....
Using a Fib number is essentially using a random number -
Does hitting a fib level predict a pivot point and reversion to the dominant trend? No way!
"If the price drops below the x% level, my hypothesis is incorrect and I will take such action as determined beforehand should such boundary be breeched."
How many times does a level fail only to see it swing back late in the day or the next day and move in the original direction it was intended?
Randomness comes from......
I have a belief, based on a lot of research, that the bit of a spike through some of these common numbers/ easily identifiable levels is deliberate by some larger players to set off stops.
Nature isn't trying to use the Fibonacci numbers: they are appearing as a by-product of a deeper physical process. That is why the spirals are imperfect.
The race to derive Euclid’s φ value from principle is justified, but misdirected. It is justified
because the proportions that resemble φ occur around us in very large numbers. This means that the
emergence of designs with φ-like proportions is a natural phenomenon. A natural phenomenon
obeys the laws of nature, i.e. the laws of physics. Faced with an unexplained phenomenon, the
scientist
strives to explain the phenomenon based on known principles.
The race ‘to discover φ’ is misdirected because the physics phenomenon is not φ itself. No one has
found and measured φ on an object in nature (φ is not like π, which is measurable by dividing the
measured circumference by the measured diameter). The physics phenomenon is the emergence of
shapes that resemble φ.
"For a finite-size (flow) system to persist in time (to live), its configuration must evolve such that it provides easier access to the imposed currents that flow through it."
persist in time (to live), its configuration must evolve such that it provides easier access to the imposed currents that flow through it.
a Fibonacci series is an exponential growth function
Your hand shows Phi and the Fibonacci Series
There are many examples of the Divine Proportion found throughout the design of the universe and everything in it, but let's take a look at one of the most important things first: You! We'll need a few Golden Section / Fibonacci building blocks:
Successive Golden Sections of a Line
Each line is 1.61804... times longer than the one before it. (Conversely, a section drawn at 0.61804 (or 61.8%) of each line equals the length of the one before it.)
Let's start with something simple. Take your hand off your keyboard or mouse and look at the proportions of your index finger.
Your finger demonstrates the Fibonacci series of 2, 3, 5, 8
Hold your hand up to the screen. Don't be shy!
Each section of your index finger, from the tip to the base of the wrist, is larger than the preceding one by about the Fibonacci ratio of 1.618, also fitting the Fibonacci numbers 2, 3, 5 and 8.
Not accurate or objective.
Take the finger example right there. Natural variation between people already blows the exact proportion out of the water. I just measured my index finger digits: 2.2cm, 2.4cm, 3.8cm. So that's a ratio of 1.09 and 1.58. I'm afraid the Smelly Terrible ratio is going to be different to the fibonacci one. I wonder if I can trade it? (*)
And I'm not freakish-lookin'. My fingers aren't all mishappen and deformed. I suggest the folk at home measure, too, and see what they come up with.
Regarding further "fibonacci in nature" stuff, please see here: http://www.lhup.edu/~dsimanek/pseudo/fibonacc.htm
So it's not in nature at all, really. No more than any other arbitrary ratio you care to name.
(*) Thing is, I probably could. As I said, IMO it's money management (exit rules and position sizing) that makes money, and entries informed by a lot of processing going on in the back of the head that no-one can teach. Most people's entry systems are just for scraps and comfort as far as I can see. Better than random, maybe, but not by a lot.
Dumbo feathers.
SmellyT, something I just noticed from that X-ray.
Each finger appears to have 4 bones.
Yet the thumb, the essential, opposable, thumb, has 3
... a Fibonacci number.
Spooky.
And in The Simpsons,
each character has four fingers.
But those with 2 hands (2, get it, Fib again) the total is 8 ...
and there is Fibonacci again.
It is time for my lie down now, so will have to go. :
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