The ongoing legal battle between Ripple Labs and the United States Securities and Exchange Commission (SEC) has recently taken an interesting turn. The SEC has decided to lower its demand for a fine from a massive $2 billion to $102.6 million. This significant reduction in the penalty amount has raised many eyebrows in the crypto community and has become a focal point in the trial.
In addition to the fine reduction, the SEC’s Chief of the Crypto Asset and Cyber Unit, David Hirsh, has resigned amidst the ongoing legal proceedings. This unexpected development has added another layer of complexity to the case, leaving many wondering about the potential impact on the final outcome.
Aside from the SEC lawsuit, Ripple Labs is also facing legal challenges in California, where CEO Brad Garlinghouse is a defendant in a civil lawsuit. Despite these hurdles, there have been recent positive developments for Ripple, with the company’s chief lawyer noting significant victories in court.
Ripple’s Legal Victories
The recent legal victories for Ripple include a California judge dismissing all allegations that suggested Ripple violated federal securities laws. Additionally, a New York ruling affirming that XRP is not a security has remained uncontested. These wins have provided a much-needed boost for Ripple amidst the ongoing legal battles.
Stand Against the SEC
Both Stuart Alderoty, Ripple’s legal chief, and CEO Brad Garlinghouse have taken strong stands against the SEC and its chairman, Gary Gensler. Garlinghouse, in particular, has criticized Gensler’s comments about the crypto industry, calling them “absolute nonsense.” He went on to question Gensler’s effectiveness and credibility, suggesting that his actions could potentially impact the upcoming election.
Overall, the battle between Ripple Labs and the SEC continues to unfold with new developments and twists at every turn. The outcome of this high-stakes legal showdown remains uncertain, but one thing is for sure – the crypto community will be watching closely as the saga unfolds.
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