Huge Statistical Increase for Symmetry With the Launch of Their New Website Developed by

DES PLAINES, IL--(Marketwired - July 13, 2016) - Symmetry Software, a B2B company specializing in payroll-related technology applications, including software that powers payroll tax withholding, recently had their website redesigned and developed by, with outstanding results.

Since the launch of the new site, SEO has vastly improved, and, year over year, sessions are up 56%. Similarly, users are up 35%, page views are up 145%, pages per session are up 58% and the average session duration is up 113%. In addition, bounce rate is down 17%.

Symmetry came to web design and development company with the desire to create a new site that would help generate awareness of their products and would be easier for customers to use.

Becky Montchal, Director of Marketing at Symmetry Software, commented: "Symmetry is the most accurate payroll solution on the market, and we needed to update our website to reflect the level of quality software we provide. The new site gives us a competitive edge, enables Symmetry to position themselves as a value to new customers, and generates better awareness of our products."

Prior to the redevelopment project, Symmetry had several different websites for each of their products, although customers would often buy multiple products, resulting in duplicate customer data across platforms. Since the site redesign, everything is in one place and the site is modern, attractive and user friendly.

Becky commented: "From start to finish, the whole of the team were great to work with and a calming presence throughout the process."

About Symmetry Software
Symmetry Software, formerly known as Teknon Corporation, is a leader in payroll-related technology applications that simplify the payroll process from start to finish. The Symmetry Software team diligently provides leading edge and regulatory compliant products, including the following: The Symmetry Tax Engine, Payroll Point, Symmetry Payroll Forms, and Calculators by Symmetry.