

Alpine Cyber - A Simulint Company Information
Contact top employees from
Alpine Cyber - A Simulint Company
Summary
Alpine Cyber - A Simulint Company is a private company that has been in the industry for 13 years. The company currently specializes in the Computer & Network Security, Internet Software areas. The position of the CEO is occupied by Scott E. Avvento. Its headquarters is located at Pottstown, Pennsylvania, USA. The number of employees ranges from 25 to 100. The annual revenue of Alpine Cyber - A Simulint Company varies between 100K and 5.0M. To connect with Alpine Cyber - A Simulint Company employee register on SignalHire.
Organization Website | alpinecyber.com |
Social Links | |
Industries | |
Headquarters Location | Pottstown, PA, 19465 US |
Employees Size | 10-50 employees |
Specialties | Cyber Security, Infrastructure Architecture, AWS, Cloud |
DMA Code | Delaware Valley |
Founded | 2013 |
Estimated Annual Revenue | $100K - 5.0M |
Operating Status | Independent Company |
Employees Turnover 4 quarter 2025
Length of Employment
Employee tenure at Alpine Cyber - A Simulint Company shows a diverse range of experience levels:
15% for 1–2 years8% for 3–4 years23% for 5–7 years23% for 8–10 years31% have over 11 years of service at Alpine Cyber - A Simulint CompanyContact top employees from
Alpine Cyber - A Simulint Company
Jerry Weiss
Director of Portfolio Management
Joel Eisenberg
Database Analyst
Benjamin Brewer
Security Analyst Intern
Christopher Cook
Junior Cyber Security Engineer
Moeis Butt
Information Security Analyst
Brendan Lavelle
Information Security Engineer
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FAQ
Alpine Cyber - A Simulint Company operates in the Cyber Security industries. More details can be found on the official website: alpinecyber.com.
The headquarters of Alpine Cyber - A Simulint Company are located in Pottstown, United States.
The current CEO of Alpine Cyber - A Simulint Company is Scott E. Avvento
Alpine Cyber - A Simulint Company currently employs 10-50 people.
Alpine Cyber - A Simulint Company's revenue is approximately < 1M.




