Expert Shares XRP Historical Shakeout Pattern that Could Initiate 105,000% Rally

Discussions around XRP have intensified, particularly due to the recently concluded legal battle between Ripple, the San Franciscso-based cross-border payment firm, and the U.S. Securities and Exchange Commission (SEC).

Brett Hill (@Brett_Crypto_X), a well-known figure in the XRP community, recently shared a technical analysis of XRP’s price chart, bolstering the speculation of an impending XRP surge.

Source: X

The primary focus of the analysis is a crucial triangle pattern. This pattern is a classic technical analysis formation that occurs when an asset’s price movements become progressively narrower, leading to a point of convergence.

In XRP’s case, this triangle pattern has been developing over several years, beginning in January 2018, following XRP’s all-time high of $3.84.

The triangle pattern in question has two converging trendlines. The bottom trendline was established by a decline in XRP’s price from its all-time high. The upper trendline was formed by a subsequent surge in price in April 2021 when XRP hit $1.96.

As these two trendlines approach convergence, XRP has been consolidating within the triangle, a phenomenon the chart highlighted as a shakeout period.

Technical analysts often interpret the formation of such a triangle pattern as an indication of a pending breakout. The direction and magnitude of the breakout are typically uncertain until the price definitively moves beyond one of the trendlines.

However, the historical context and the specifics of this pattern have led some to predict that XRP may experience a significant upward movement, potentially leading to a new all-time high of $600.

Comparisons to Historical Patterns

A key aspect of the current analysis is the comparison between the ongoing triangle pattern and a similar pattern that occurred between 2013 and 2017. During that period, XRP experienced a prolonged consolidation phase, followed by a breakout that propelled the asset to its 2018 peak.

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