Installation
Install PowerUpSkool in a minute
Compatible with Chrome, Edge, Brave, Arc and Opera. Manifest V3, no external dependencies.
Recommended: the store installs and updates the extension with one click. The ZIP is the manual alternative (developer mode), useful to review the code.
- 1
Add it from the Chrome Web Store
Click "Add to Chrome" on the listing and confirm. It installs and updates itself; no developer mode needed.
- 2
Open a Skool community
The PowerUpSkool panel injects itself onto the page automatically.
- 3
Activate your license
Open the PowerUpSkool icon, paste the key from your dashboard and start using your plan.
- 4
Prefer the ZIP? (developer mode)
Download the ZIP, unzip it, open chrome://extensions, enable Developer mode and click "Load unpacked".
Quick start
First steps inside Skool
You don't need to be an admin: being a member is enough. The extension reads what your browser already sees.
1Join a community
Open any Skool community where you're a member. The PowerUpSkool panel injects itself onto the page automatically.
2Open the panel with Alt+P
Press Alt+P (or Option+P on Mac) to show or hide the panel. Minimize it when not in use.
3Explore the 6 tabs
Pulse, Retention, Moderate, Shortcuts, AI and Export. Each runs locally; AI and cloud sync require Pro or higher.
4Activate your license
If you haven't pasted your PUS-… key yet, open the PowerUpSkool icon and paste it. Without a license it runs in Free mode.
Member or admin?
- ›As a member — Pulse, retention, engagement, export, shortcuts, AI and cloud sync: all work by reading what you already see.
- ›As admin/moderator — Plus: approval queue, move and tag posts, member actions and scheduled pins.
- ›As an agency — Ask to be invited to each community you manage (up to 15). No one can access a community they haven't been invited to.
Note
The extension is now published on the Chrome Web Store: the recommended option installs and updates with one click. The ZIP (developer mode) remains available as an alternative and to review the code, which is distributed unminified.