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Solana Validators Nearly Halt After Teraswitch Glitch Takes 29% of Staked SOL Offline

Solana Validators Nearly Halt After Teraswitch Glitch Takes 29% of Staked SOL Offline

On August 12, a routing glitch at infrastructure provider Teraswitch knocked nearly 29% of all staked SOL offline, pushing Solana's validator network to 86% of the critical 33.34% threshold where block finality would halt. The network avoided a full transaction freeze, but only just.

The Numbers Behind the Near-Miss

The glitch left the network with just a few percentage points of margin. With 29% of staked SOL offline, the network sat at 86% of the 33.34% threshold—the point at which block finality would stop. That means transactions would stop confirming, and the chain would effectively freeze.

But there's a wrinkle in the reporting. The article's headline claims 15% of validators went offline, while the body reports 29% of staked SOL offline. That's a mismatch in metrics—one counts validators, the other counts staked SOL. It's unclear which figure is correct, or if they measure different things.

What a Finality Halt Would Mean

Had the network crossed that threshold, block finality would halt. No new blocks would be confirmed, and the chain would stop processing transactions. Solana avoided that outcome, but the incident shows how close the network came to a full stop.

The near-miss didn't trigger a freeze, but it did expose how dependent the network is on a small number of infrastructure providers. A single glitch at Teraswitch was enough to take down a huge chunk of staked SOL.

Teraswitch's Role

Teraswitch, the infrastructure provider, hasn't publicly detailed what caused the routing glitch. The company's systems are used by many validators, which is why one failure could ripple so widely. The specifics of the glitch remain unclear.

For now, the network is back online, but the incident leaves a lingering question: why did the headline say 15% when the body says 29%? Until Teraswitch or Solana's core team clarifies the numbers, the exact scale of the near-miss is still in question.