Bitcoin Has Officially Entered A New Bullish Phase Says Analyst PlanB

Twitter user PlanB, who is known for his Bitcoin statistical model based on the stock-to-flow ratio, said that we’re now entering a new phase, citing his fractal dimension indicator. The chances are that we’ll see a strong bullish rally in 6 to 12 months, which coincides with the next halving.


Bitcoin and Stock-to-Flow

Recently, we reported how German bank BayernLB used PlanB’s model to conclude that there was a correlation between Bitcoin’s price and its stock-to-flow ratio.

The stock-to-flow (SF) ratio is calculated by dividing the Bitcoin’s current supply by the number of coins produced per a given period. The indicator shows the scarcity or abundance of an asset. Analysts use it for commodities like gold. The latter is actually the commodity with the highest SF ratio, suggesting that it is scarce and hard to produce.

As you might know, it’s getting more and more difficult to produce new Bitcoin because of increasing competition among miners. The phenomenon impacts the SF figure, which, according to PlanB, is the main driving force that pushes the Bitcoin price up.

PlanB focuses on the SF ratio to explain why Bitcoin prices went from pennies to the current $10k-ish figures.

Understanding Fractals

Another interesting finding is that Bitcoin displays a power-law relationship and acts as a fractal.

In mathematics, a fractal represents a never-ending pattern that repeats itself infinitely. While fractals are infinitely complex in practice, they display self-similar patterns across different scales.

In nature, we can notice fractal-like geometries in trees, flowers, river deltas, and even in species of broccoli. The mathematical concept was described in detail by Benoit Mandelbrot, who created the Mandelbrot set – the most famous fractal.

Generally, fractal systems show power-law behavior at different scales. The power-law refers to the functional relationship between two quantities, in which a relative change in one quantity causes a proportional…

Source Link