RUNT -- Ruby Temporal Expressions
Runt is a Ruby implementation of select Martin Fowler patterns
[http://www.martinfowler.com/articles]. TemporalExpressions allow a developer
to define patterns of date recurrence using set expressions.
This module provides an interface to the Ingenico Online Credit Verification
Server (OCV) (see http://www.ingenico.com.au). The OCV server provides an
interface into the bank network and allows credit card transactions to be
processed in real-time.
This is Business::OnlinePayment::2CheckOut, an Business::OnlinePayment
backend module for 2CheckOut authorization service. It is only useful
if you have a merchant account with 2CheckOut: http://www.2checkout.com
This is Business::OnlinePayment::Cardstream, an Business::OnlinePayment
backend module for Cardstream. For information on obtaining a merchant
account please visit http://www.cardstream.com or e-mail sales@cardstream.com.
A Business::OnlinePayment backend module for aymentOne (formerly eBillit)
PayConnect. It is only useful if you have a merchant account with PaymentOne
(formerly eBillit): http://www.paymentone.com/products/paycon.asp
This is Business::OnlinePayment::SurePay, an Business::OnlinePayment
backend module for SurePay authorization service. It is only useful
if you have a merchant account with SurePay: http://www.surepay.com
This is Business::OnlinePayment::VirtualNet, an Business::OnlinePayment
backend module for Vital VirtualNet. It is only useful if you have a merchant
account with Vital VirtualNet:
http://www.vitalps.com/sections/merch/mer_ps_VNET_info.html
This is Business::OnlinePayment::eSec, an Business::OnlinePayment backend
module for eSec. It is only useful if you have a merchant account with eSec:
http://www.esec.com.au/sep.html.
Pavuk is UNIX program used to mirror contents of WWW documents or files. It
transfers documents from HTTP, FTP, Gopher and optionaly from HTTPS (HTTP
over SSL) servers. Pavuk has an optional GUI based on GTK2 widget set.
This program is a front end for the LM-Solve Perl modules that can be
used to solve any of the number of Logic Mazes present on the Logic
Mazes site (http://www.logicmazes.com/) and similar sites.