An intelligent utility for Openclaw Skills that converts between numeric and symbolic Linux file permissions while generating ready-to-use chmod commands.
The fastest way to install a skill directly from the registry.
npx clawhub@latest install chmod-calc
Copy the skill folder to one of these locations
~/.openclaw/skills/ <project>/skills/ Priority: Workspace > Local > Bundled
Copy this prompt to OpenClaw to install it automatically.
Help me install chmod-calc using Clawhub. If Clawhub is not installed, install it first (npm i -g clawhub).
Get the raw skill files in a ZIP archive.
The chmod-calc skill is a specialized technical utility designed to simplify the management of Linux file permissions. It bridges the gap between human-readable intent and machine-executable commands by translating back and forth between octal (numeric) notation, symbolic strings (rwxr-xr-x), and plain English descriptions.
Built for developers and system administrators using Openclaw Skills, this tool eliminates the guesswork and potential security risks associated with manual permission calculations. It handles standard bits for read, write, and execute, as well as advanced special bits like setuid, setgid, and the sticky bit, ensuring accurate configuration for any environment.
To add this capability to your environment, include the chmod-calc configuration in your Openclaw Skills directory:
# Example directory structure
# skills/chmod-calc/SKILL.md
No external dependencies are required as the logic is handled natively via the skill's permission bit decomposition rules.
The skill processes and returns data structured across several permission taxonomies:
| Attribute | Description | Example |
|---|---|---|
| Numeric | 3 or 4-digit octal representation | 755 or 4755 |
| Symbolic | 9 or 10-character string | rwxr-xr-x |
| Commands | Executable shell snippets | chmod 755 filename |
| Entities | Granular breakdown of permissions | Owner, Group, Others |
It organizes the metadata by decomposing the octet OGO (Owner, Group, Others) and evaluating bit 2 (r), bit 1 (w), and bit 0 (x) for each.
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