Shiba Inu daily burn rate jumps 439.79% as 10,684,707 SHIB are burned in 24 hours

Shiba Inu daily burn rate jumps 439.79% as 10,684,707 SHIB are burned in 24 hours

Seven-day burns slowed to 173.37 million SHIB while 30-day burns stayed above 3.36 billion, as SHIB fell and CryptoQuant flagged an extreme contraction in Tether's USDT market capitalization.

USDT
SHIB

Fact Check
The Shibburn X post directly confirms the central figures: 24hr burn 10.68M SHIB at +439.79% and 7d 173.37M, matching the claim's '10,684,707 SHIB' and '439.79%' and '173.37 million.' The U.Today article carries all claim elements including the 30-day figure above 3.36B and the CryptoQuant USDT contraction note. The USDT extreme-contraction detail is independently corroborated by web results citing CryptoQuant. All components of the claim are consistent across primary and secondary sources.
    Reference123
Summary

Shiba Inu's daily burn rate rebounded sharply, with 10,684,707 SHIB destroyed in the past 24 hours and the burn rate up 439.79%, even as the seven-day total slowed to 173,365,318 from the late-July spike that saw more than 1 billion burned on both July 26 and July 27. More than 3.36 billion SHIB has been burned over 30 days, with the 30-day burn rate up 2811.38%, and 410,843,703,896,181 tokens have been removed in 21,502 transactions overall. SHIB traded near $0.00000463 and remained down on a daily and weekly basis, while broader crypto markets were watching the Senate's decision to delay a vote on the Digital Asset Market Clarity Act, upcoming U.S. jobs and inflation data, and CryptoQuant's view that a nearly $4 billion drop in Tether's USDT market capitalization may mean selling pressure is moving closer to exhaustion.

Terms & Concepts
  • burn rate: The pace at which tokens are permanently removed from circulation over a set period.
  • market capitalization: The total value of an asset, calculated by multiplying its price by the number of tokens in circulation.
  • selling pressure: Persistent market selling that weighs on prices until demand absorbs the available supply.