RSS 4 projects tagged "helper"

Download Website Updated 13 May 2013 extract_url.pl

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Pop 114.35
Vit 6.10

extract_url.pl is a Perl script that extracts URLs from either correctly-encoded MIME email messages or from plain text. It can be used either as a pre-parser for a URL selector (such as urlview), or as a standalone URL selector. It is very configurable, can handle URLs that have been broken over several lines in format=flowed delsp=yes email messages, and eliminates duplicate URLs. It was designed primarily for use with Mutt, but can be used by for any similar purpose. The idea is that if you want to access a URL in an email, you pipe the email to a URL extractor (like this one), which then lets you select a URL to view in some third program (such as Firefox).

No download Website Updated 30 Jun 2009 ff3sudoku

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Pop 25.92
Vit 1.02

ff3sudoku is an add-on that features an engine for playing Sudoku puzzles. It can generate random puzzles, but it also detects and imports Sudokus from several Web sites, including websudoku.com, sudokupuzz.com, sudoku.com.au, and others. There is also a stand-alone version working in Firefox 3+ and GoogleChrome.

Download Website Updated 09 May 2009 acscripts

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Pop 16.64
Vit 42.65

The acscripts library contains a set of helper scripts that can be used by package configure scripts. This library enables common functions to be used from one central location, rather than being duplicated across packages. This provides simplified system maintenance, because build functions are centralized, and smaller packages, because build functions are no longer in packages.

Download No website Updated 06 Sep 2012 PhpUtils

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Pop 29.73
Vit 24.47

PhpUtils is a class that provides a set of static utility functions made that make programming PHP applications easier. It includes functions for date formatting, data conversion, and the creation of object classes from result sets.

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libdvbpsi

A library designed for MPEG TS and DVB PSI tables decoding and generation.

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WavePacket (C++ version)

A library to solve the Schroedinger equation numerically.