7.5
CVE-2021-41990
- EPSS 2%
- Veröffentlicht 18.10.2021 14:15:10
- Zuletzt bearbeitet 21.11.2024 06:27:01
- Quelle cve@mitre.org
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The gmp plugin in strongSwan before 5.9.4 has a remote integer overflow via a crafted certificate with an RSASSA-PSS signature. For example, this can be triggered by an unrelated self-signed CA certificate sent by an initiator. Remote code execution cannot occur.
Daten sind bereitgestellt durch National Vulnerability Database (NVD)
Strongswan ≫ Strongswan Version >= 5.6.1 < 5.9.4
Debian ≫ Debian Linux Version10.0
Debian ≫ Debian Linux Version11.0
Fedoraproject ≫ Fedora Version33
Fedoraproject ≫ Fedora Version34
Fedoraproject ≫ Fedora Version35
Siemens ≫ 6gk6108-4am00-2ba2 Firmware Version-
Siemens ≫ 6gk6108-4am00-2da2 Firmware Version-
Siemens ≫ 6gk5804-0ap00-2aa2 Firmware Version-
Siemens ≫ 6gk5812-1aa00-2aa2 Firmware Version-
Siemens ≫ 6gk5812-1ba00-2aa2 Firmware Version-
Siemens ≫ 6gk5816-1aa00-2aa2 Firmware Version-
Siemens ≫ 6gk5816-1ba00-2aa2 Firmware Version-
Siemens ≫ 6gk5826-2ab00-2ab2 Firmware Version-
Siemens ≫ 6gk5874-2aa00-2aa2 Firmware Version-
Siemens ≫ 6gk5874-3aa00-2aa2 Firmware Version-
Siemens ≫ 6gk5876-3aa02-2ba2 Firmware Version-
Siemens ≫ 6gk5876-3aa02-2ea2 Firmware Version-
Siemens ≫ 6gk5876-4aa00-2ba2 Firmware Version-
Siemens ≫ 6gk5876-4aa00-2da2 Firmware Version-
Siemens ≫ 6gk5856-2ea00-3da1 Firmware Version-
Siemens ≫ 6gk5856-2ea00-3aa1 Firmware Version-
Siemens ≫ 6gk5615-0aa00-2aa2 Firmware Version-
Zu dieser CVE wurde keine CISA KEV oder CERT.AT-Warnung gefunden.
Typ | Quelle | Score | Percentile |
---|---|---|---|
EPSS | FIRST.org | 2% | 0.831 |
Quelle | Base Score | Exploit Score | Impact Score | Vector String |
---|---|---|---|---|
nvd@nist.gov | 7.5 | 3.9 | 3.6 |
CVSS:3.1/AV:N/AC:L/PR:N/UI:N/S:U/C:N/I:N/A:H
|
nvd@nist.gov | 5 | 10 | 2.9 |
AV:N/AC:L/Au:N/C:N/I:N/A:P
|
CWE-190 Integer Overflow or Wraparound
The product performs a calculation that can produce an integer overflow or wraparound when the logic assumes that the resulting value will always be larger than the original value. This occurs when an integer value is incremented to a value that is too large to store in the associated representation. When this occurs, the value may become a very small or negative number.