MTF VWAP + Fibo Incremental deviationsI made a Fibo variant of my first script "VWAPs + devs" :
This new indicator give you the possibility to plot multi timeframes VWAP (D, W, M, 3M and 12M ) and Fibo deviations for each one.
VWAP is a powerfull indicator which is used by big players to get informations if the price is "overbought" or "oversold". Deviations give the opportunity to have supports and resistances in those "over"-zones.
I searched for better results and found those defaults values :
Fib 1 level : 0.618
Fib 2 level : 0.786
Fib 3 level : 1.000
Fib 4 level : 1.618
Fib 5 level : 2.618
In the thumbnail, we can see that the 1.618 deviation level made a great support on the last uptrend for BTCUSDT .
You can change each values but low ones as 0.382 and 0.5 don't give really interesting supports/resistances.
I made this script as clear and simple as possible with only one menu in the parameters.
Some examples of what you can do :
BTCUSDT (Binance) H4 / D, W, M, 3M ,12M VWAP without devs
BTCUSDT (Binance) M5 / Daily VWAP + Fibo devs
Hope this will be useful for you !
Fibonnacci
A Fibonacci Moving Averages Ribbon Using One PlotThe following script aims to visually reproduce a Fibonacci moving averages ribbon by only using one plot function, the period of the moving average is determined by a number of the Fibonacci sequence. This trick is made possible by computing the value of a moving average at time t with a period determined by a periodic Fibonacci sequence and using plot.style_circles as plot style.
Settings
From Fibonacci Number: Determine the n th Fibonacci number to be used as the lowest moving average period
To Fibonacci Number: Determine the n th Fibonacci number to be used as the highest moving average period, capped at 19 to avoid errors. If you still have errors lower the value.
Src : input series of the moving average.
Details
The first thing we must do is to compute a periodic (repeating) linear sequence n from the number in From Fibonacci Number to the number in To Fibonacci Number , then we get the n th Fibonacci number from the previous sequence using Binet's formula.
To get the moving average we first compute the fib period momentum of the cumulative sum of Src , where fib is the current number of our periodic Fibonnacci sequence, we then divide the result by fib .
If we zoom in we can indeed see that there is only one point per bar.
However, zooming out and using a different color for each point allows us to get something visually similar to a ribbon. Adding more plots would create a visually more accurate result.
This trick is not the most useful in the world, but let's imagine you want to plot a massive ribbon consisting of 1000 moving averages with periods that can be determined by a specific sequence, using this trick would allow you to have the effect of 1000 plots while keeping your script relatively efficient, altho ribbons consisting of lots of moving averages are rarely easy to visualize.
