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Redos
Redos
•added 2026/09/23 12:00 a.m.•14 views

ROS-20260923-73-0027

The vulnerability of the comedibufmunge function in the drivers/comedi/comedibuf.c module of the Linux kernel is related to insufficient validation of input data during division by zero. Exploiting this vulnerability could allow an attacker to cause a system failure...

6.8AI score0.0021EPSS
SaveExploits0
Redos
Redos
•added 2026/09/22 12:00 a.m.•11 views

ROS-20260922-73-0026

The vulnerability in gstreamer1-plugins-good is related to the lack of checks for division by zero. Exploiting this vulnerability could allow an attacker to cause a service failure...

5.5CVSS7.5AI score0.00144EPSS
SaveExploits0
Redos
Redos
•added 2026/09/22 12:00 a.m.•11 views

ROS-20260922-73-0025

The vulnerability in gstreamer1-plugins-good is related to the lack of checks for division by zero. Exploiting this vulnerability could allow an attacker to cause a service failure...

9.1CVSS7.5AI score0.00352EPSS
SaveExploits0
SUSE CVE
SUSE CVE
•added 2026/09/21 11:42 p.m.•12 views

SUSE CVE-2026-93589

ImageMagick before 7.1.2-31 and 6.9.13-56 contains a division-by-zero flaw in the FLIF encoder. An incorrect value for ticks per second in the image being encoded causes a divide-by-zero and crashes the encoder, resulting in a denial of service. The issue is fixed in 7.1.2-31 and 6.9.13-56...

6.2CVSS5.7AI score0.00285EPSS
SaveExploits0References4
Tenable Nessus
Tenable Nessus
•added 2026/09/21 12:00 a.m.•17 views

Linux Distros Unpatched Vulnerability : CVE-2026-93589

The Linux/Unix host has one or more packages installed that are impacted by a vulnerability without a vendor supplied patch available. - ImageMagick before 7.1.2-31 and 6.9.13-56 contains a division-by-zero flaw in the FLIF encoder. An incorrect value for ticks per second in the image being encod...

6.3CVSS5.7AI score0.00285EPSS
SaveExploits0References4
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•10 views

Division by zero

Overview Magick.NET-Q16-HDRI-OpenMP-arm64 is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•11 views

Division by zero

Overview Magick.NET-Q16-HDRI-arm64 is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this package a...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•10 views

Division by zero

Overview Magick.NET-Q16-HDRI-OpenMP-x64 is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•13 views

Division by zero

Overview Magick.NET-Q8-x86 is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this package are...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•12 views

Division by zero

Overview Magick.NET-Q8-x64 is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this package are...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•11 views

Division by zero

Overview Magick.NET-Q16-HDRI-AnyCPU is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this package...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•10 views

Division by zero

Overview Magick.NET-Q16-arm64 is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this package are...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•13 views

Division by zero

Overview Magick.NET-Q16-OpenMP-x64 is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this package a...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•9 views

Division by zero

Overview Magick.NET-Q16-AnyCPU is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this package are...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•11 views

Division by zero

Overview Magick.NET-Q8-AnyCPU is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this package are...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•13 views

Division by zero

Overview Magick.NET-Q8-arm64 is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this package are...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•10 views

Division by zero

Overview Magick.NET-Q16-x86 is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this package are...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•13 views

Division by zero

Overview Magick.NET-Q8-OpenMP-arm64 is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this package...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•11 views

Division by zero

Overview Magick.NET-Q16-x64 is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this package are...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
Snyk
Snyk
•added 2026/09/18 3:39 p.m.•11 views

Division by zero

Overview Magick.NET-Q16-HDRI-x86 is a Magick.NET allows you can use ImageMagick without having to install ImageMagick on your server or desktop. More information about specific builds see the official docs https://github.com/dlemstra/Magick.NET/tree/main/docs Affected versions of this package are...

6.3CVSS5.6AI score0.00285EPSS
SaveExploits0References2
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