CryptoLicensing For ActiveX description
Create licenses and protect your software

CryptoLicensing for ActiveX provides a robust, yet easy way to add licensing, copy-protection and activation capabilities to your VB6, VBA, RealBasic, Delphi, Borland, MFC, ATL, C++ applications, libraries, components and controls.

CryptoLicensing for ActiveX makes use of the latest cryptographic technology to generate secure and unbreakable licenses. You can now make sure that your software and intellectual property is protected.

This application will enable you to secure and encrypt your evaluation or trial applications.

Here are some key features of "CryptoLicensing For ActiveX":

· License Management - save generated licenses/serials and their settings/user-data/features to a database.
· Generate up to 30,000 licenses at a time.
· Set up license Settings Profiles to quickly generate licenses for that settings profile.
· Specify custom user-data via 'Data Fields' such as Name, Email, Company Name, etc.
· Export license and serial codes to file.
· Powerful post-generation processing support.
· Insert licenses in a specified Template.
· Save generated licenses to a file in a specified format/template.
· Run External Programs when a license is generated.
· Plugin support allows you to perform your own processing or tasks whenever licenses are generated.
· User Data Plugins allow you to enter your own user-data using your own UI or specify your own source for user-data.
· Generate license/serial codes via code.
· Specify license features and capabilities via code and generate licenses/serials with those settings.
· Achieve any level of customization and integration in your license generation, sales/e-commerce and order-fulfillment process.

Requirements:

· Visual Studio 2002 or above

Limitations:

· 20 uses allowed
· Codes generated with the trial version expire after 30 days
· Nag screen

What's New in This Release: [ read full changelog ]

· Minor documentation updates.

http://www.softpedia.com/dyn-postdownload.php?p=128766&t=0&i=1

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