Vulnerabilities

1 via 4 paths

Dependencies

57

Source

GitHub

Commit

e4776515

Find, fix and prevent vulnerabilities in your code.

Severity
  • 1
Status
  • 1
  • 0
  • 0

medium severity
new

Use of a Cryptographic Primitive with a Risky Implementation

  • Vulnerable module: elliptic
  • Introduced through: @ethersproject/providers@5.8.0

Detailed paths

  • Introduced through: near-rpc-providers@blockcoders/near-rpc-providers#e47765154f6980181a6968a6322fa9e5aade3158 @ethersproject/providers@5.8.0 @ethersproject/transactions@5.8.0 @ethersproject/signing-key@5.8.0 elliptic@6.6.1
  • Introduced through: near-rpc-providers@blockcoders/near-rpc-providers#e47765154f6980181a6968a6322fa9e5aade3158 @ethersproject/providers@5.8.0 @ethersproject/abstract-provider@5.8.0 @ethersproject/transactions@5.8.0 @ethersproject/signing-key@5.8.0 elliptic@6.6.1
  • Introduced through: near-rpc-providers@blockcoders/near-rpc-providers#e47765154f6980181a6968a6322fa9e5aade3158 @ethersproject/providers@5.8.0 @ethersproject/abstract-signer@5.8.0 @ethersproject/abstract-provider@5.8.0 @ethersproject/transactions@5.8.0 @ethersproject/signing-key@5.8.0 elliptic@6.6.1
  • Introduced through: near-rpc-providers@blockcoders/near-rpc-providers#e47765154f6980181a6968a6322fa9e5aade3158 @ethersproject/providers@5.8.0 @ethersproject/hash@5.8.0 @ethersproject/abstract-signer@5.8.0 @ethersproject/abstract-provider@5.8.0 @ethersproject/transactions@5.8.0 @ethersproject/signing-key@5.8.0 elliptic@6.6.1

Overview

elliptic is a fast elliptic-curve cryptography implementation in plain javascript.

Affected versions of this package are vulnerable to Use of a Cryptographic Primitive with a Risky Implementation due to the incorrect computation of the byte-length of k value with leading zeros resulting in its truncation. An attacker can obtain the secret key by analyzing both a faulty signature generated by a vulnerable implementation and a correct signature for the same inputs.

Note:

There is a distinct but related issue CVE-2024-48948.

Remediation

There is no fixed version for elliptic.

References