Over the past week, Bitcoin (BTC) has been seesawing within a narrow price range of $107,000 to $110,000, offering little clarity on the direction of its next major move. However, the latest technical analysis suggests that the flagship cryptocurrency may be on the verge of a breakout to the upside, potentially eyeing a new all-time high (ATH).
According to a recent X post by crypto trader Merlijn The Trader, Bitcoin appears poised to break out of a bullish descending broadening wedge pattern. The trader noted that if BTC can sustain support above the $104,000 level, it may target a potential high of $144,000.
For the uninitiated, a descending broadening wedge is a bullish chart pattern formed by two diverging trendlines sloping downward, where price makes lower highs and lower lows over time. It suggests growing volatility and selling exhaustion, often leading to a breakout to the upside once resistance is broken.
The following two-day chart shows BTC adhering to this pattern since early January 2025. A significant reversal occurred in April, when Bitcoin surged from a local low of around $76,000 to over $100,000 in just a few weeks.
Meanwhile, fellow crypto analyst Ted Pillows shared a similar outlook. He shared the following weekly BTC chart, noting that Bitcoin just posted its highest-ever weekly close. He also highlighted that the Moving Average Convergence Divergence (MACD) indicator has formed a bullish cross – similar to the setup in Q4 2024.
To explain, MACD bullish cross occurs when the MACD line – short-term moving average – crosses above the signal line – longer-term moving average – signaling a potential shift from bearish to bullish momentum. This crossover is often seen as an early indicator of a price uptrend or buying opportunity.
Bitcoin experienced strong price appreciation in Q4 2024, climbing from approximately $58,000 on October 6 to $108,000 by December 15. At the time, the rally was also fueled by renewed market optimism following Republican candidate Donald Trump’s victory in the US presidential election.
