: Get the .rbz file from the SketchUp Extension Warehouse or SketchUcation .

Zorro for SketchUp 2021 represents an interesting intersection of plugin-driven workflow enhancement and the enduring appeal of SketchUp’s simplicity. At its core, Zorro aims to extend SketchUp’s native toolset—bridging gaps where repetitive tasks, precision editing, or specialized exports otherwise slow a modeler down. Evaluated as a concept for a 3D-design ecosystem, Zorro highlights several broader themes worth reflecting on.

Developed originally by Dale Martens (Whaat) and updated by the SketchUp community, Zorro is a lightweight script designed for one primary purpose: slicing geometry.

If you want to optimize your SketchUp 2021 setup further, let me know:

Zorro2 is fully compatible with SketchUp 2021. You can find the latest version (v2.0.0) at these reputable sources:

While SketchUp 2021 introduced performance improvements, the core capability to intersect and cut complex, nested geometry remains a manual, time-consuming process. Zorro2 automates this by allowing you to:

If you want, I can:

Once installed, Zorro can be accessed via the menu (listed as Zorro ) or through your Extensions toolbar. It features two primary workflows. Method 1: The Linear Slice Tool

If you are running SketchUp 2021, integrating this classic plugin into your workflow can drastically speed up your modeling, sectioning, and model-optimization tasks. Here is a comprehensive guide on how to install, master, and troubleshoot the Zorro plugin in SketchUp 2021. What is the Zorro Plugin?

Slice Through Your Design: Master the Zorro Plugin for SketchUp 2021

Zorro splits geometry but does not automatically generate "caps" or new faces to close open volumes.

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Zorro is a free plugin developed by the legendary SketchUp scripter . Named after the fictional swordsman known for his signature cuts, the plugin’s sole purpose is to intersect and slice geometry using a flat plane.

: You can click two points to draw a line, and the plugin will slice through all visible geometry along that path.