Curve.Finance Hack

TOTAL LOST $612K
Low Phishing

Summarize with AI

Affected Chain 2022 Incident surface
Recovered $450K 73.5% returned
All-Time Rank #956 By amount stolen
Protocol Type Dexs Target category

Incident Overview

An attacker managed to compromise the Curve Finance website through a DNS attack and made away with approx. $612k worth of stablecoins.

Curve.Finance is a backbone DeFi application, which does not only serve as a main focal point for institutional players with its stablecoin pools but also revolutionized Tokenomics by introducing the $CRV token rewards.

An attacker managed to compromise the Curve.Finance website and redirect users to a malicious website, that extracted funds out of users wallets that interacted with it. This example transaction shows how the malicious smart contract transferred funds out of a users wallet to the attacker https://etherscan.io/tx/0x525fb894…31a5e4.

At the time of this writing  362.8 ETH has flown out of the attackers wallet, with the majority of funds flowing to the CEX's FixedFloat (292 ETH) and Binance (20 ETH).

Curve.Finance found the problem and fixed it and urges all its users to check if any approvals to the malicious smart contract were given and if so, to revoke the permitted rights.

83% of stolen funds were recovered.

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

Incident Report

Protocol / Project Curve.Finance
Date of Incident
Attack Technique Phishing
Classification Exchange (DEX)

Protocol Information

Protocol Type Dexs
Affected Token CRV
Official Website www.Curve.fi/
Protocol Twitter/X @CurveFinance
Team Public / Doxxed
Source Code Unverified

Market Context at Time of Hack

Token Categories
DeFi DAO Ethereum Ecosystem AMM Yearn Partnerships Governance Solana Ecosystem Lending & Borrowing

What the Attacker Needed to Succeed

Understanding the prerequisites for this type of attack helps auditors identify protocols that are most at risk and helps developers build better defenses.

Technical Knowledge Deep understanding of phishing and Solidity and EVM internals
Capital Required Seed capital to cover gas and initial position setup
On-Chain Access Ability to interact with smart contracts and deploy a custom exploit contract
Protocol Analysis Identification of the exploitable vulnerability in Curve.Finance's contract logic - root cause: exchange (dex)
Execution Speed Precise transaction ordering and timing to exploit the vulnerability within a single atomic block
Obfuscation Plan A strategy to launder and move stolen funds - typically through mixers, cross-chain bridges, or decentralized DEX swaps to resist tracing

What Auditors Should Check

Could this have been caught in audit? Likely — with a thorough Phishing audit checklist and test coverage

If you're auditing a protocol with similar architecture to Curve.Finance, these are the critical security checks that could have prevented this incident (August 2022).

  • Verify all logic paths related to Phishing are guarded by proper access controls and input validation - see the Phishing Attacks attack class for patterns
  • Review privileged functions (owner, admin, governance) for potential abuse vectors - centralization risks should be documented and bounded with timelocks or multi-sigs

Master these auditing techniques with hands-on labs and real exploit scenarios in the Smart Contract Hacking course.

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Funds Recovery

73.5%

Recovered

$450K

Net Loss

162180

Related Attack Classes

The technique used in this hack maps to these vulnerability classes in our security curriculum:

See all Phishing Attacks examples →

Sources & References

Learn to Prevent the Next Curve.Finance

The Curve.Finance hack is one of many attacks that skilled auditors are trained to detect before deployment. Master real exploit patterns and defense techniques with hands-on Web3 security training.

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