Step by Step

Layout Canvas Structure:

1. Go to the the page that you wish to add the Divider component and click on the "+" button in the Layout Canvas;

2. Search the "Component - Divider" component on the list. It's located in the "Layout Components" category;

3. Drag and drop the component inside the canvas, and make sure to put it exactly where you wish to place it.

<img 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">

4. Click twice on the component and turn the "Simple divider" option to "ON" to activate the Simple divider. To finish, click on "Apply".

<img src="data:image/png;base64,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Customizing the Component:

1. Go to the Style Guide page(/admin/appearance/settings/corebr_whitelabel) to customize the color of your divider;

2. Inside the Style Guide category, you'll find the General Settings category. Inside it, there's the "Ornament" tab with the "Divider" field.

3. All you need to do is fill the field with the hex code of the color that you wish to use, and all the dividers in your website will receive the chosen color.

4. Click on "Save configuration" to finish it.