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cpe:2.3:a:tlsfuzzer:python-ecdsa:*:*:*:*:*:*:*:*

part: a version: * update: *

VendorTlsfuzzer (4cd777f4-b2ed-53e4-8c05-5938c302c034)
ProductPython Ecdsa (4dade817-f1b3-54a6-8c01-63147a26c6ce)
Edition*
Language*
Software edition*
Target software*
Target hardware*
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NotesImported from gcve-enriched-dumps CVE data

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Vulnerability references

IdentifiercpeApplicabilitySubmitteddb.gcve.eu detailsRationale
CVE:CVE-2026-33936 vulnerable 2026-06-08 07:59:11.607283 python-ecdsa: Denial of Service via improper DER length validation in crafted private keys
MEDIUM (5.3)
The `ecdsa` PyPI package is a pure Python implementation of ECC (Elliptic Curve Cryptography) with support for ECDSA (Elliptic Curve Digital Signature Algorithm), EdDSA (Edwards-curve Digital Signature Algorithm) and ECDH (Elliptic Curve Diffie-Hellman). Prior to version 0.19.2, an issue in the low-level DER parsing functions can cause unexpected exceptions to be raised from the public API functions. `ecdsa.der.remove_octet_string()` accepts truncated DER where the encoded length exceeds the available buffer. For example, an OCTET STRING that declares a length of 4096 bytes but provides only 3 bytes is parsed successfully instead of being rejected. Because of that, a crafted DER input can cause `SigningKey.from_der()` to raise an internal exception (`IndexError: index out of bounds on dimension 1`) rather than cleanly rejecting malformed DER (e.g., raising `UnexpectedDER` or `ValueError`). Applications that parse untrusted DER private keys may crash if they do not handle unexpected exceptions, resulting in a denial of service. Version 0.19.2 patches the issue.
Published: 2026-03-27T22:08:22.868Z
Updated: 2026-04-01T13:44:46.297Z
Reference links
Imported from gcve-enriched-dumps CVE data
CVE:CVE-2024-23342 vulnerable 2026-06-08 06:29:37.326870 python-ecdsa vulnerable to Minerva attack on P-256
HIGH (7.4)
The `ecdsa` PyPI package is a pure Python implementation of ECC (Elliptic Curve Cryptography) with support for ECDSA (Elliptic Curve Digital Signature Algorithm), EdDSA (Edwards-curve Digital Signature Algorithm) and ECDH (Elliptic Curve Diffie-Hellman). Versions 0.18.0 and prior are vulnerable to the Minerva attack. As of time of publication, no known patched version exists.
Published: 2024-01-22T23:09:35.775Z
Updated: 2025-05-30T14:21:45.651Z
Reference links
Imported from gcve-enriched-dumps CVE data

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