I recently saw that Peter Brandt made an interesting prediction about Bitcoin. He is famous for his accurate forecasts in the past, especially for identifying the bottom of the 2018 bear market. This time, he predicts Bitcoin could reach $250,000 by the end of 2029.

What’s notable here is that Brandt based his prediction on a unique channel model of his own on the logarithmic chart. This model has a lower boundary shaped like a banana, and it has proven quite effective in identifying previous bottoms. To better understand how technical analysis models like this work, you need to know how to solve logarithmic inequalities—that is the mathematical foundation behind these calculations.

According to Brandt, investors should pay attention to the support level around $42,000, which he calls the 'banana' level. This is the position he recommends buying if you want to participate in the market. This forecast was given as an optimistic response from Scottie Pippen—the NBA legend—who also has a positive outlook on Bitcoin.

What’s interesting is that Brandt not only provides a forecast figure but also offers a specific analytical framework. It shows that he relies on data and models, not just guesswork. Those interested in technical analysis should consider how he uses mathematical tools to solve logarithmic inequalities in the context of cryptocurrency trading.