This is the Linux app named Swig whose latest release can be downloaded as v1.4.2sourcecode.zip. It can be run online in the free hosting provider OnWorks for workstations.
Download and run online this app named Swig with OnWorks for free.
Follow these instructions in order to run this app:
- 1. Downloaded this application in your PC.
- 2. Enter in our file manager https://www.onworks.net/myfiles.php?username=XXXXX with the username that you want.
- 3. Upload this application in such filemanager.
- 4. Start the OnWorks Linux online or Windows online emulator or MACOS online emulator from this website.
- 5. From the OnWorks Linux OS you have just started, goto our file manager https://www.onworks.net/myfiles.php?username=XXXXX with the username that you want.
- 6. Download the application, install it and run it.
SCREENSHOTS:
Swig
DESCRIPTION:
Swig is an archived JavaScript template engine inspired by Django and Jinja syntax. It renders templates in Node.js and major web browsers and can integrate with Express applications. Developers can use inheritance, includes, variables, filters, loops, conditionals, and other familiar template constructs. Automatic output escaping helps produce safer HTML by default. The engine can be extended with custom filters, tags, and related extras to support application-specific behavior. It was designed to remain compact while offering a full set of server-side rendering conveniences. The repository was archived in 2018 and is no longer maintained, so it is best suited to legacy applications, migration work, or historical study.
Features
- Node.js and browser rendering
- Express framework compatibility
- Object-oriented template inheritance
- Filters, loops, and conditional logic
- Automatic HTML output escaping
- Custom filters and tag extensions
Programming Language
JavaScript
Categories
This is an application that can also be fetched from https://sourceforge.net/projects/swig.mirror/. It has been hosted in OnWorks in order to be run online in an easiest way from one of our free Operative Systems.