The Art of the StealA project of the Save America Movement

Government Action

Trump's SEC ends Biden-era Ripple Labs crypto enforcement case

Crypto DeregulationDeregulation

Filed August 2025$125,000,000

★ The Brief

What happened

The SEC dropped its appeals in the Ripple Labs case, ending its five-year suit alleging Ripple sold its XRP token as an unregistered security.

Who benefits

Deal or steal?

Eight months before the dismissal, Ripple Labs donated $4.89 million to Trump's inaugural committee.

The U.S. Securities and Exchange Commission announced on August 8, 2025, that it was ending its case against Ripple Labs by agreeing to dismiss mutual appeals of a $125 million fine and an injunction against XRP token sales to institutional investors, both imposed by U.S. District Judge Analisa Torres. The SEC had originally sued Ripple in December 2020 for allegedly selling XRP without registering it as a security. Following Trump's reelection, the SEC — under new, more crypto-friendly leadership — had sought jointly with Ripple to lift the injunction and reduce the fine to $50 million, but Judge Torres refused, finding no exceptional circumstances. The dismissal of appeals leaves the $125 million fine and injunction in place but ends active litigation. The SEC has similarly ended civil lawsuits against crypto exchanges Binance, Coinbase, and Kraken since Trump's return to office.

Actors

Who pushed it · 1

Who initiated, paid, or pushed the action.

  • Securities and Exchange Commission
    Securities and Exchange Commission

    Agreed to dismiss its appeals of the $125 million fine and injunction, ending active litigation against Ripple Labs under the more crypto-friendly Trump-era SEC leadership.

Beneficiaries

Who gained · 1

Who stood to gain.

  • Ripple Labs
    Ripple Labs

    Had the SEC's active lawsuit and appeals against it dropped, ending years of high-profile litigation; retains the $125 million fine and injunction but avoids further enforcement escalation.

    Ripple Labs has paid into Trump’s orbit: